index burial sites under 'catacomb', churches, chapels and...

I N D E X

Architects and engineers are indexed under 'Architecture', painters, sculptors and craftsmen under 'Art', Catacombs and related late Roman and Paleochristian burial sites under 'Catacomb', churches, chapels and religious houses under 'Church' and fortresses and other fortification works under 'Fort'. Personal names are given under the family name where possible, with occasional cross references. Names are generally given in the form used in the text. For conven­ience, Maltese letters such as 'gh', 'h' and 'g' have been placed as if they were accented 'Roman' letters.

A

A b b a t e , G i o v a n n i B a t t i s t n , 6 6 , 6 7 A b e l a , G i a n F r a n o e s c o , 1 , Z 7 - 3 7 . 3 9 . 4 9 ,

5 1 , 5 4 , 1 5 1 A c c i d e n t i a d i S . L u c a . 1 2 7 A f r i c a , 4 4 A f r i c a n C h u r c h , 1 8 . 2 0 , 2 3 A g a p e - t a b l e s . 2 n , 1 8 - 2 1 , 2 6 A g i u s d e S o l d a n i s . C a n o n G F , 2 7 n . 3 b n A l b e r t u s . G a s p a r , 1 3 1 A l e i i o . 1 2 6 A l g e r i a . 2 0 A l g i e r s . 1 2 5 A l l e g r i . S i c o l d . 1 3 2 A k n a g i i , R o b e r t o , 1 5 1 A l t m Q h l m u n s t e r , 4 9 , 5 1 , 3 2 A m b a s s a d o r B u z i , 6 9 A m i t e r n u m , 1 8 A m p h o r a e , 2 1 A n d i , N a t a l e . 7 0 A n g e r a , 4 6 n A n i r e t n s . 2 6 A n n u a ] R e p o r t s o f t h e V a l l e t t a M u s e u m , 9 7 A n t i q u i t i e s A c t 1 9 2 5 , 9 9 A n t o n i o S c i o r t i n o B e q u e s t . 1 0 5 A n t w e r p , 4 3 , 1 0 3 A p a p - B o l o g n a S a l e , 1 2 3 A p i a n u s . P e t m s , 4 3 A p i a n u s , P h i l i p p u s , 4 3 n A r c h a e o l o g i c a l A n t i q u i t i e s o ( t h e M a r s a

n e i g h b o u r h o o d , 9 n A r c h a e o l o g i c a l S o c i e t y o f M a l t a , 7 A r c h i t e c t u r e ( a r c h i t e c t s a n d e n g i n e e r s )

— C a m p i , S c i p i o n e , 8 9 - 9 0 — C a s s a r . G e r o n i m o , 8 0 . 8 6 - 9 5

— C e s a n o . F r a L u d o v i c o , 8 5 - 8 6 . 8 7 . 8 8 , 8 9

— D e l a C r o g n a , A s c a n i o , 8 2 , 8 3 , 8 4 , 8 9

—- F e r r a m o l i n o , A n t o n i o , 7 5 — G e n g a , G e r o l a m o . 7 9 — G e n g a , G e r o l a m o , 7 9 — I n g e g n e r e , F r a t i n o , 8 2 , 8 3 , 8 4 , 8 9 — L a n d , B a l d a s s a r e , 7 8 , 7 9 — L a p a r e l l i . F r a n c e s c o , 7 9 . 8 0 - 8 4 , 8 5 ,

8 9 , 1 5 1 . 1 5 2 , 1 5 3 — M a s c h e r i n o , O t t a v i o , 1 2 7 — M a s t r o T o m m a s o . 1 5 2 — M e n g a , E v a n g e l i s t a d i , 8 0 — P a r d o . P i e t r o , 7 6 , 7 7 — Q u i s a n i . A n t o n i o , 7 7 — S e r b e l l o n i , G a b r i o , 8 2 - 8 3 — V i t e l l i , C h i a p p i n o , 8 3

A r c h i p e l a g o , t h e , 5 8 A r i s t o t e l i a n t h e o r y o f t h e U n i v e r s e , 4 1 A r c o a o l i u m t o m b s , 5 . 9 - 1 0 , 1 3 . 1 4 , 1 9 , 2 3 A r o n a , 4 6 n A r t ( p a i n t e r s , s c u l p t o r s , c r a f t s m e n )

— A m a t o , O r a z i o , 1 0 5 — A n i v e t t i , F i l i p p o , 1 0 5 — A p a p , W i l l i e , 1 2 3 — B a g l i o n i , G i o v a n n i . 9 9 . 1 0 5 — B a l d i n u c c i , G i o v a n n i , 1 2 0 — B a r r a . D i d i e r . 1 0 1 — B a r r e r a , A n t o n i o , 1 1 3 — B e c c a r u z i i , F r a n c e s c o , 1 1 8 — B e 11 a n t i . M i c h e l e . 1 1 6 , 1 1 7 , 1 2 0 — B e l v e d e r e , A n d r e a , 1 1 3 — B e s c b e y , B a l t h a s a r , 1 1 1 — B i t t i , B e r n a r d o , 1 3 1 n —• B o c c h i . A i n a d e o . 1 0 4 — B o n a v i a , G i o r g i o , 1 1 7 — B o t t i c e l l i . S t y l e o f , 1 1 8 — B o u c h e r . F r a n c o i s . 1 2 3 — B r a m e r , L e o n a r d . 1 1 5 — B r i l . P a u l , 1 2 2 — B u s u t t i l , S a l v a t o r e , 9 9 , 1 0 6 — B u s u t t i l . S m e r ( ? ) . 1 0 6

163

C a l k j a . G i u s e p p e , 1 1 9 C a l l G i u s e p p e . K M . 1 0 6 . 1 0 7 , 1 0 9 , 1 1 7 , 1 1 8 , 1 2 0 , 1 2 2 C a l l R a m i r o , 1 1 9 C a r a v a g g i o , S c h o o l o l , 1 1 2 C a r l a n d i , O n o r a t o , 1 0 7 C a r o s i , A l b e r t o , 1 0 5

C a r u a n a , P i e t r o P a o l o , 6 2 , 1 1 6 , 1 2 0 C a r u a n a , R a f f a e l e , 1 0 6 C a r u a n a - D i n g l i , E d w a r d . 9 9 . 1 0 6 , 1 0 9 , 1 2 0 , 1 2 1 , 1 2 3 C a s s a n a , G . A . , 1 1 7 C a s s a r i n o , 1 1 2

C a s t i g l i o n e , G i o v a n n i B e n e d e t t o , 1 1 6 C o l i , G i o v a n n i , 1 1 0 C o n c a , S e b a s t i a n o . 1 0 9 C o r e l l i . C a r l o . 1 0 5 D ' A l l e c c i o , M a t t e o P e r e i , 1 2 5 - 1 5 0 D e C a r o , L o r e m o , 102

D e L i s i o . 1 0 6 D e M u r a , F r a n c e s c o . 1 1 3 . 1 1 9 D e N i t t i s , G i u s e p p e , 1 2 1

D e R o s a , P a c e c c o , 1 0 7 D e c h e n a u d , A d o l p h e , 1 0 7 D e s i d e r i o . M o n s u , 1 1 2 , 1 1 6 D i M i c b e l i n o , D o m e n i c o . 9 9 D i T i t o , S a n t i , 1 1 5 D u C r o s . L u i s , 9 9 , 1 0 3 M r e r t s p r i n t s , 1 2 9 E r a r d i , S t e f a n o , 1 0 7 . 1 1 6 , 1 1 7 F a l c i a t o r e , F i l i p p o , 1 2 3 F a v r a y , A n t o i n e , 9 7 , 1 0 0 , 1 0 4 , 1 0 8 , 1 0 9 . 1 1 0 , 1 1 1 , 1 1 5 , 1 1 9 F a v r a y , C i r c l e o f , 1 0 9 , 1 1 9 F e r r o , R , 1 0 5 G a b i m e r t i , S i l v i o , 1 0 5 G a l i i e r o , S a l v a t o r e , 1 0 8 G h e r a r d o , F i l i p p o . 1 1 0 G i a n n i , G . , 1 1 4 G i a q u i n t o . C o r r a d o , 1 1 8 G r a n d i . F r a n c e s c o , 1 1 4 G r e c h , G i u s e p p e , 1 1 5

G u a r d i , F r a n c e s c o , 1 0 7 G u e r c i n o , C i r c l e o f . 1 1 8 H e e m s k e r k . C i r c l e o f . 1 1 3

H o r n b r o o k , T . L . , 1 0 7 I n g l o t t , A n t o n , 1 2 2 H y z l e r , G i u s e p p e . 1 2 0 , 1 2 1 J o l i , A n t o n i o , 1 2 2 K e y . W i l l i a m , 9 8 . I l l

L a m e s i , T o m m a s o . 1 0 5

— L e V a l e n t i n . 9 9 — L t c i n o , B e r n a r d o , 1 1 7 — L o m b a r d . L a m b e r t , 1 1 7 — L o m b a r d : G i o D o m e n i c o , 1 2 2 — L o r e r u e t t i , C i r c l e o f , 1 0 2 — L u c i n i , A n t o n F r a n c e s c o . 1 3 1 , 1 3 2 ,

1 3 3 , 1 5 1 — M a e s t r o , A l b e r t o , 1 0 4 — M a f f e i , F r a n c e s c o , 1 2 1 — M a g n a s c o , A l e s s a n d r o , 9 9 , 1 0 2

— M a l t e s e , i l , 1 2 3 — M a n z i n i , F r a n c e s c o , 1 0 2 — M a r a t t a . C a r l o , 1 0 0 — M a s t e t l e t t a , C i r c l e o f . 1 1 2 — M a z z u o l i , G i u s e p p e , 1 2 7 n — M e d o r o . A n g e l i n o , 1 3 1 n

- M i c h e l a n g e l o , 1 2 6 n — M i c h e l a n g e l o , S c h o o l o f , 1 2 b

— M i n a r d i , T o m m a s o , 1 2 1 — M o t a , H e r F r a n c e s c o , 1 2 1 — M o n c b e r o n , 1 0 1 — M o r e l l i , D o m e n i c o , 1 0 6 — M o r o n i , G B „ 1 1 8 — O d a z z i , G i o v a n n i , 1 2 1 — O r t o l a n i , E n r i c o , 1 0 4 — P a l m a i l G i o v a n e . 1 2 2 , 1 2 6 — P e r a n d a , S a n t e , 1 1 2 — P e r r e t , P i e r r e , 1 2 9 — P r a t i . M a t t i a , 9 8 , 1 0 2 , 1 0 8 , 1 0 9 , 1 1 0 ,

1 1 3 , 1 1 7 , 1 1 8 — P u l l i c i n o , G i o r g i o , 1 1 3 — R e n i . G u i . l t ) . 9 8 , 1 1 2 — R i b e r a , J u s e p p e , 1 1 2 — R i c d , D a n t e , 1 0 6 — R i c c i , C i r c l e o f , 1 2 2 — R i c c i o , A n t o n e l l o , 9 8 , 1 0 2 — R o b e r t , H u b e r t . 1 1 3 — R o m a g n o l i , C a r l o , 1 0 5 — R o s a d a T i v o l i , 9 9 , 1 0 4 — R o s a , S a l v a d o r , 1 0 0 , 1 1 5 — R o t t e r h a m m e r , J o b a n , 1 1 1 , 1 1 2 — R u b e n s . P . P . . 1 0 3 — S a l v i a t i , F r a n c e s c o , 1 2 7 n — S a n e s i , N i c o l a . 1 0 7 — S c h r a n z , G i o v a n n i . 9 9 , 1 0 8 , 1 1 3 , 1 1 4 ,

1 2 0 — S c i o r t i n o , A n t o n i o , 1 2 4 — S i m o n i n i , F r a n c e s c o , 1 2 0 — S i s t i n e C h a p e l f r e s c o e s , 1 2 6 n — S o l i m e n a , F r a n c e s c o . 1 0 7 — S o u t h A m e r i c a n A r t . I 3 t n

— S p a d a r o , M i c c i o , 1 1 2 . 1 1 9 — S t o m c r , M a t h i a s , 1 0 1 — S t r o m . B e r n a r d o , 9 8 . 1 1 6 — T a v e l a , C a r l o A n t o n i o . 1 1 3 — T e n i e r s , D a v i d , 1 1 1 — T i e p o l o , G . B . , 9 8 , 1 1 6 — T i n t o r e t t o , D o m e n i c o , 1 1 5 , 1 2 9 — T i n t o r e t t o , S c h o o l o f , 1 2 6 — T o m m a s i , A . , K M — T r e v i s a n i , F r a n c e s c o , 1 1 3 — T r o t t i , G . B . , 1 0 0 — T u r k i s h M i n i a t u r e p a i n t i n g s , 1 2 8 n — V a c c a r o , A n d r e a , 9 9 — V a d a s z . M i k l o s , 1 0 6 — V a n L o o , J a c o b , 1 2 1 . 1 2 3 — V a n L o o , J a c o b . S t u d i o o f , 1 2 0 — V a n S c o r e ! , J a n , 1 1 1 — V a n T h u l d e n . T h e o d o r . 9 9 . 1 0 3 — V e l l a G i a n n i . 1 2 3 — V e m e t , C l a u d e J o s e p h , 1 0 8 — V i n c e n l l n o , A n d r e a , 1 1 1 — Z a h r a . F r a n c e s c o , 1 1 5 . 1 1 9 . 1 2 4

A s i a . 4 4 A s i a M i n o r , 4 7 A s i l o ( V a l l e t t a ) , 9 8 A u b e r g e s o f t h e K n i g h l t f V a l l e t t a ) , 9 8 , 1 2 0 A u b e r g e d ' A l e m a g n e ( V a l l e t t a ) , 1 1 1 A u b e r g e d e P r o v e n c e ( V a l l e t t a ) , 1 1 0 A u g u s t i n e F r i a r s o f R a b a t ( M a l t a ) . 1 0 A v e l i n e . A . , 1 5 2

A z z o p . i r d i , D u n G w a n n , 9 n , 4 0 n , 9 7 n

B

B a i l i f f d e B r e t e u i l , 1 1 3 B a l b i . H . A . , 1 5 3 B a l b i . M a j o r M A . , 1 1 9 B a l b j d a C o r r e g g i o , F r a n c e s c o . 1 5 0 , 1 5 3

1 5 4 l l a l d a c c h i n o . D r J . G . , 1 7 n B a l d a c c h i n o - t o m b s , 1 0 - 1 1 , 1 6 , 1 7 , 1 9 , 2 0 ,

2 2 . 2 3 B a l k a n s . 1 2 5 B a l l , C a p t a i n A l e x a n d e r , 6 7 , 6 8 , 6 9 B a l l i n o , G i u l i o . 1 5 1 B a l t i c S e a . 1 2 5 B u r b a r y C o r s a i r s , 6 6 B a r b e r i n i . C a r d i n a l A n t o n i o . 1 3 2 B a r b e r i n i A r m s . 1 3 2 n B a r l i n g . T . F . R . , 1 5 3 B a r o n e S a m b u c i . 7 0

B a r r a c k s S t r e e t , Q o r m i , 6 4 n B a r t h e l e m y , M g r . L . V . , 1 0 1 B a r t o l o , N i c o l a . 6 3 - 6 4 B a s e l , U n i v e r s i t y o f , 5 0 B a s i l i c a o f S , S a l s a a t T i p a s a , N o r t h A f r i c a ,

1 8 , 2 0 B a u d o i n , I . , 152 B a v a r i a , 5 1 B e c k , G . M . , 1 2 0 B e c k , M r s M . , 1 2 0 B e c k e r . A„ 6 , 1 3 , 1 8 B e l g r a d e . 1 2 5 B e l k n t i . P . F . , 3 . 2 4 B c l l a n t i C o l l e c t i o n , 9 8 , 1 1 6 , 1 1 7 . 1 1 8 , 1 1 9 ,

1 2 0 B e n c h - t o m b s , 1 1 B e n c i n i , R o b . , 1 0 4 I S . T u ' / . i ( 1 9 7 6 e d . ) . 1 2 6 n

R e n n i n g , R o b e r t . 1 5 1 B e r b e r s . 2 n B e r g a m o , 7 5 B e r l i n M u s e u m , 3 5 n B e r t c l l i . D o n a t o . 4 4 n , 1 5 0 I 1 H M I 1 I . K e r d i n a n d o . 1 5 0 . 1 5 2 B i b l i o t h c c a M a n u s c r i p t s ( N a t i o n a l L i b r a r y

o f M a l t a ) , 3 4 B i d t l , F r a M a r i o . 1 0 5 B i c l i i P r o m o n t o r y . 5 8 B i e b i l - B e l t ice P o r t a R e a k B i r g u , 6 2 , 7 5 , 7 7 , 8 0 B i r k i r k a r a , 3 5 , 5 8 B i r i e b b u g a , 6 B l a e u . J o a n , 1 5 1 B l a e u . W . J . . 4 2 n B o b b a , C a r d i n a l M a r c a n t o n i o , 5 2 R o d e n e h r . G . . 1 5 2 B o e r h a v c , D o t t e r m a n n u s , 2 7 n B o i s s e a u , J e a n , 1 5 1 B o l o g n a , 1 3 2

B o m b a r d i e r s , G u i l d o f . 5 6 . 3 7 B o m b a s t , F r a G i o r g i o , 7 6 B o n a n n o - R o v a g l i a , M r s . G i u s e p p i n a , 1 1 8 B o n e l J o , C h e v . V i n c e n z o , 9 9 , 1 0 0 . 1 2 4 H o n n i c i . D r . B e n t a m i n o , 9 9 , 1 0 4 H o r d o n e , B e n e d e t t o , 4 3 n B o r g , E m m a n u e l . 9 7 n B o r g , F r a n k , 1 2 1 . 1 2 2 B o r g , P r o f , J o h n , 9 9 . 1 0 8 B o r g B r a r e t , V i n c e n z o , 6 9 B o r g - i n - N a d u r , 2 8 B o r g i o - H a b e l a . T r o t i m o , 3 2 , 3 3

165

B o r r o m i n i , S t . C a r l o , 5 3 n B o r r o n i - S a l v a d o r i . F a b i a . 1 5 3 B o s i o , A n t o n i o , 1 B o s i o , G i a c o m o . 7 7 B o s n i a , 1 2 5 B o u r b o n d y n a s t y o f t h e K i n g d o m o f N a p l e s

a n d S i c i l y , 6 5 . 7 0 B r a c . h e , T y c h o , 4 2 B r a d f o r d , E r n i e , 1 5 4 B r c i t h a u p t , J . F . , 1 5 2 B r i t i s h M u s e u m , 4 7 n , 5 0 n B r i t i s h r u l e i n M a l t a , 6 7 , 6 9 e l passim B r o u i l l e t t e , M e s s r s . T . G i l b e r t , 1 0 3 B u o n a j u i o , D o t t . M a r i o , 7 ) B u r i a l - c u b i c l e s . 1 2 - 1 3 , 1 6 B u r i a l - p l a t f o r m s , 2 , 3 , 1 0 B u r i a l - t r o u g h s . 5 . 1 0 , 1 1 , 1 3 B u r m a r r a d , 6 . 2 5 B y z a n t i n e b u i l d i n g s . 2 4

C

C a c h i a - Z a m m i t - S l . y t h . M e s s r s . 1 1 9 C a l l , M r s E . . 1 1 8 C a l l u s , A n t o n i o . 1 4 n C a i m a n , D . , 1 5 3 C a l o o , B a t t l e o f , 1 0 3 C a m i l l e r i , C , 1 2 2 C a m i l l e r i - E n g e r e r , M i s s , 1 1 9 C a m i l l e r i - W e t t i n g e r f a m i l i e s , 1 2 3 C a m o s c i o , G i o v , F r a n c e s c o , 4 4 C a n o n P o l i t o C o l l e c t i o n , 1 1 7 C a n o p i e d - t o m b s . 1 0 - 1 1 e l passim C a p e o f G o o d H o p e , 4 4 n C a p p e l l i see C i c c o g n a t j F r a n c e s c o C a r a c o s a , D o n M i c h e l e , 7 0 C a r t a , F r a G r e g o r i o ( G r a n d M a s t e r ) , 9 7 C a r d i n a l P o r t o c a r r e r o , 1 0 9 C a r t a g e n i a ( S p a i n ) , 2 0 C a r u a n a . A n e t t o A . , 1 C a r u a n a - D i n g l i . C a n . F . , 4 0 . 1 0 6 C a s a d i S a n G i a c o m o , 3 2 , 3 4 , 3 6 C a s a l e , 5 2 n C u s s a r , M a t t i a , 9 0 C a s s a r , A r c h p r i e s t S a v e r i o , 6 8 C a t a c o m b ( c a t a c o m b s a n d r e l a t e d l a t e R o ­

m a n a n d p a l e o c h r i s t i a n b u r i a l s i t e s )

— A b b a t i j a t a d - D e j r ( R a b a t ) . 6 , 7 , 8 . 1 0 . 1 2 , 1 4 . 1 5 . 2 2 , 2 3 . 2 5

— B i n g e m m a , 4 , 5 , 6 , 1 2 , 1 3 , 2 1 — B i s t r a , 4 , 5 , 6 , 8 , 9 , 1 2 . 1 7 , 2 1 . 2 5

F i e l d a d j o i n i n g S d a . C o l l e g i o ( R a b a t ! . 1 6

— G h a j n Q a j j e d ( R a b a t ) , 7 , 8 , 1 9 , 2 0 , 2 4 , 2 5

— G h a r B a r c a ( R a b a t ) 7 , 2 0 , 2 2 — G h a r t a s - S e m p l i c i ( S a f i ) , 6 — G i a r d i n o B o t a n i c o I I ( Z e j t u n ) , 2 5 — G z i r a t a " S . T u m a s ( M n r s a s c a l a ) 2 n ,

1 7 , 2 3 — H a t B a j j a d a P r i v a t e H y p o g e u m . 8 — H a l F a r , 4

- H a l P i l a t u P r i m a r y S c h o o l ( R a b a t ) , 4 , 8 , 1 2

— H a l R e s q u n ( G u d j a ) , 4 , 2 2 , 2 3 — H i l l s i d e h y p o g e a , 5 — ' H o m e s ' H y p o g e u m ( R a b a t ) , I I — I t a l i a n C a t a c o m b s , 9

— J e s u i t s ' H i l l ( M a r s a ) . 6 , 7 . 9 n , 1 0 , 1 2 . 2 5 . 2 6

— J e w i s h C a t a c o m b s , ( M a l t a ) . 8 n , 1 7 , 2 0 , 2 2

— J e w i s h N e c r o p o l i s ( M t a r f a ) , 17 — K a n d j a ( M q a b b a ) , 4 — K i b u r i l - L h u d see J e w i s h N e c r o p o l i s

( M t a r f a ) — M a g t i l a q see X a g h r a t a l - M a g t t l a q — M i n t n a ( M q a b b a ) . 8 , 1 3 , 1 4 , 1 9 , 2 1 —. M i s r a h G f i o n o q ( M o s t a ) , 4 , 14 — N o r t h A f r i c a n C a t a c o m b s , 9 . 1 8 — Q a s a m i l - F a w w a r a ( G z i r a ) , 6 , 2 2 — R a b a t C i v i c C e n t r e , I I — R a b a t S i t e s . 9 , 1 0 . 1 4 — R o m a n C a t a c o m b s . 1 8 — S a f i R . A . F . S t a t i o n , 2 5 — S a l i b t a d - D e j m a ( T a r x i e n ) , 6 — S a l i n a , 9 , 1 0 , 1 1 , 1 2 , 1 3 , 1 5 . 1 7 , 1 9 ,

2 2 , 2 4 — S a m m a t S t r e e t , P a o l a , 4 , 7 , 9 , 2 2 — S a n n a t T o m b ( G o z o ) , 2 5 — S . C a t a l d ( R a b a t ) . 1 4 , 1 5 , 1 9 — S . F m c t u o s u s ( T e r r a g o n a , S p a i n ] , 2 0 — S . N i k l a w t o m b ( Q r e n d i ) . 3 , 1 4 , 1 6 — S . P a w l M i l q i ( B u r m a r r a d ) , 6 , 2 6 — S t . A g a t h a ( R a b a t ) , 4 . 8 . 1 0 , 1 1 , 1 2 ,

1 4 , 1 5 , I B , 1 9 , 2 0 , 2 1 . 2 2 . 2 3 , 2 4 , 2 5 — S t . A u g u s t i n e ( R a b a t ) . 1 0 , 1 1 , 1 3 , 1 5 ,

1 5 , 1 9 — S t . G e o r g e ' s S t r e e t ( S a f i ) , 2 5 — S t . M a r y S t r e e t ( R a b a t ) , 7 . 8 — S t . P a u l ' s ( R a b a t ) , I , 9 , 1 0 , 1 1 , 1 2 .

1 4 , 1 5 , 2 0 , 2 1 , 2 2 , 2 3

166

— S t . P a u l ' s B a y R o a d ( N a z x a r ) , 6 — S t . T h o m a s / S t . P i u s V S t s , ( R a b a t ) ,

6 , 7 , 2 0 — S t . T r o p b i m u s - S t . P i u s V S t s . ( R a b a t ) ,

4 — S S . P a u l / A g a t h a ( R a b a t ) , 5 , 7 , 8 . 9 ,

1 0 , 1 1 , 1 2 , 1 3 , 1 4 , 1 5 , 1 6 , 1 7 , 1 8 , 1 9 , 2 0 , 2 1 , 2 2 , 2 3

— S S . P e t e r a n d M a r c e l l i n u g ( R o m e ) , 8 , 1 0

— S i c i l i a n C e m e t e r i e s , 2 , 1 0 , 2 3 — S i g g i e w i t o m b s , 3 — S q a q i l - H a r r u b a ( K i r k o p ) . 3 — T a ' M a r c e l ! ( R a b a t ) , 4 , 1 3 — T a c - C a g h q i H i l l ( R a b a t ) , 1 5 — T a c - C a g h q i t o m b s ( R a b a t ) , 3 — T a c - C a g h q i S e c o n d a r y S c h o o l ( R a b a t ) ,

1 2 , 1 4 , 1 6 , 1 7 , 1 8 . 1 9 , 2 1 , 2 2 , 2 3 — T a c - C a w l a ( R a b a t ) , 9 , 1 2 , 1 8 — T a l - B a l l u t ( S t . J u l i a n ' s ) , 6 — T a H J e b r u ( S a f i ) , 4 , 8 , 1 7 , 2 1 — T o r r e M a m a ( 2 e j t u n ) , 6 — T o r r i 1 - A h j a d t o m b s ( R a b a t ) , 3 — T r e p i e d i ( M o d i c a , S i c i l y ) , 2 4 — V a l l e t t a R o a d H y p o g e u m ( A t t a r d ) , 1 3 — V i g n a C a s s i a ( S y r a c u s e ) , 2 4 — W i e d i l - G h a s e l . ( M o s t a ) . 4 — W i e d i l - G o n n a ( M a r s a ) , 6 — W i n d m i l l H i l l ( R a b a t ) , 6 — X a g h r a t a l - K a c c a t u r a ( B i r i e b b u g a ) .

6 — X a g h r a t a l - M a g h l a q ( Q r e n d i ) , 5 , 6 ,

1 2 , 1 3 — X a g h r a t a ' S . D u m i n k a ( K a l k a r a ) , 2 2 ,

2 3 C a u c h i , D r J o h n A . , 9 7 n , 1 2 4 C a v a l i e r A c t o n , 6 6 , 6 8 C a v a l i e r d e M e d i c i , 6 9 C e n t r a l H o s p i t a l ( F l o r i a n a ) , 1 0 9 C h a r l e s I o f E n g l a n d , 1 2 7 n C h a r l e s V ( E m p e r o r ) , 3 9 , 5 0 . 7 4 - 7 5 C h a r l e s V I I , K i n g o f N a p l e s a n d S i c i l y , 6 5 C h a r l e s V n i . 7 3 C h i R h o r e l i e f s i n c a t a c o m b s . 7 C h i n a , 4 6 n C h i r c o p , F r a A n g e l o , 5 9 n C h r i s t i a n s y m b o l s i n c a t a c o m b s , 1 7 . 2 2 C h r i s t i n a o f S w e d e n , 1 0 0 C h u r c h ( c h a p e l , m o n a s t e r y , c o n v e n t )

— C a p p e l l a d i S . G i a c o m o ( C o n v e n t u a l Ch„ V a l l e t t a ) , 3 0 , 3 2 , 3 3 , 3 4

— C a p u c h i n C o n v e n t , F l o r i a n a , 5 8 — C a t h e d r a l o f L i m a ( P e r u ) , 1 2 8 n — C h a p e l o f S t . T r o p h i m u s ( C h . o f S .

M a r i a d i G e s i l , V a l l e t t a ) , 3 3 — C o n v e n t u a l C h u r c h ( V a l l e t t a ) , 3 0 . 3 4 ,

5 8 , 9 8 , 1 0 4 , 1 1 5 , 1 2 7 et passim — F o r t R i c a s o l i C h a p e l , 9 8 , 1 0 2 — G e s u C h u r c h , V a l l e t t a , 1 0 2 —- K e r c e m P a r i s h C h u r c h . G o z o . 1 0 6 — M d i n a C a t h e d r a l , 1 1 4 — M i n s i j a C h u r c h , 6 1 — M s i d a P a r i s h C h u r c h , 1 1 8 — N i b b i a C h a p e l , V a l l e t t a , 1 0 2 — O r a t o r i o d e l G o n f a l o n e , R o m e . 1 2 7 — O r a t o r y o f t h e G u a r d i a n A n g e l , M a r ­

i a , 3 2 , 3 6 , 3 7 — P o r t o S a l v o C h u r c h , V a l l e t t a , 1 1 7 — S . C a t a l d . R a b a t , 3 , 2 2 — S . M a r i a d e l l ' A l l e z z a , 1 2 6 — S . M a r i a d i G o s h , V a l l e t t a , 3 3 — S . M a r i a M a g g t o r e . R o m e , 3 1 — S . P a o l o M a g g i o r e , N a p l e s , 1 0 7 — S t . B a r b a r a , V a l l e t t a . 5 5 — S t . F r a n c i s , V a l l e t t a , 9 8 . 1 1 5 — S t . J o h n ' s see C o n v e n t u a l C h u r c h ,

V a l l e t t a — S t . J o h n t h e A l m o n e r , C o s p i c u a , 1 0 2 — S t . J o s e p h O r a t o r y , R a b a t . 2 3 n — S t . L e o n a r d . A t m u h l m O n s t e r , 5 1 , 5 2 — S t . M a r y o f J e s u s , R a b a t , 2 4 n — S t . P a u l ' s G r o t t o , R a b a t , 1 3 7 — S t . P a u l S h i p w r e c k e d , V a l l e t t a , 5 9 n ,

1 1 9 , 1 2 7 n — S a r r i a C h u r c h . F l o r i a n a , 9 8 , 1 0 2 — S i t t i n e C h a p e l , R o m e , 1 2 7 — i u r r i e q P a r i a h C h u r c h , I 2 7 n

C i a n t a r , C o u n t G . A . . 3 5 n , 3 9 C i r i n i ' s A c c o u n t o f t h e G r e a t S i e g e o f

M a l t a , 1 5 0 C i r l a x c a see B a r t o l o , N i c o l a C i v i l H o s p i t a l , V a l l e t t a , 5 8 C o l l e g e d e F r a n c e , P a r i s , 5 0 n C o l l e g e o f t h e J e s u i t F a t h e r s , V a l l e t t a , 2 9 ,

3 0 . 3 1 , 3 3 C o l l e g i u m s e e C o l l e g e o f t h e J e s u i t F a t h e r s C o l o g n e , 5 0 n C o l o m b u s , C h r i s t o p h e r , 4 6 t i C o m p a s s - r o s e s , 4 4 C o r t e s , 4 6 n C o r t i n see T a ' C o r t i n C o r o n e l l i , V i n c e n z o , 1 5 1

167

C o r t o n a . I t a l y , 1 5 1 C o u n c i l o f t h e I n d i e s , 4 6 n

D

D a G a m a , V a s c o , 4 4 , 4 6 n D a p p e r , O l i v e r , 1 5 1 D a r m e n i a , L u c a , 1 4 n D ' A n g e n n e s d e K a m b o u i l l e t , C a r d i n a l

C h a r l e s , 1 2 7 D e B o u z e y W o e i r i o t , P i e r r e , 1 5 0 D e g i o r g i o , M r s N . . 1 2 3 D e L a s t i c , F r a L u i s , 7 6 D e L ' I s l e A d a m . F r a P h i l i p p e ( G r a n d

M a s t e r ) , 3 9 . 7 5 D e L a C a s s i e r e , F r a J e a n ( G r a n d M a s t e r )

4 1 n . 1 2 7 , 1 2 3 n , 1 3 0 D e L a F o n t a i n e , F r a G u i l l e l m u s , 8 1 , 8 4 D e L a S e n g l e F r a C l a u d e ( G r a n d M a s t e r ) ,

7 7 , 7 8 D e L a V a l l e t t c , F r a J e a n ( G r a n d M a s t e r ) ,

5 1 , 7 7 , 7 8 , 8 0 - 8 4 , 1 3 0 , 1 5 1 el p a s s i m D e L u c a , P i e t r o , 7 0 D e M e d i c i , C o s i m o . 130 D e M e d i c i , C a r d i n a l F e r d i n a n d o , 1 2 9 . 1 3 0 D e N a b e r a t , A . , 1 5 2 D e N o b i l i , P i e t r o , 1 3 1 , 1 3 3 D e N o c e r a , F r a J o h a n n e s A n g e l a s , 8 1 D e P a u l e , F r a A n t o i n e ( G r a n d M a s t e r ) , 2 7 ,

3 3 , 1 3 1 , 1 3 2 D e R o s s i . D o m e n i c o , 1 3 3 n D e R o s s i , G i o v a n n i B a t t i s t a . 1 , 1 7 n D e R o s s i , G i o G i a c o m o . 1 3 2 , 1 3 3 D e R o s s i , L o r e n z o F i l i p p o , 1 3 3 n D e T o l e d o , D o n G a r z i a , 7 8 , 7 9 , 8 2 , 8 3 , 9 0 D e T o r r e s , M g r . L u d n v i c o , 9 0 D e V a u g o n d y , G i l l e s R o b e r t , 1 5 1 D e V e g a . D o n J u a n , 7 6 D e V e n u t i , F i l i p p o , 8 0 D e W i g n a c o u r t , F r a A l o f ( G r a n d M a s t e r ) ,

1 2 7 n D e W i t , F r e d e r i c k , 1 5 1 D e l M o n t e . F r a P i e r i n o ( G r a n M a s t e r ) , 8 4 ,

8 5 , 1 3 0 D e c o r a t i o n o f M a l t e s e C a t a c o m b s , 2 2 D e m i - G o d s o f W i n d s , 4 5 D e s p u i g , F r a R a m o n ( G r a n d M a s t e r ) , 9 7 D i T o l e d o , F r a D o n D i e g o , 7 8 D i a z d e N o v a e s , B a r t h o l o m e u a , 4 4 D i m e c h , M a j o r J . M . , 1 2 0 D i m e c h , R e v . C a n . P a o l o , 5 9 n

D i n g l i , S i r A d r i a n , 9 8 , 1 1 6 D o k i e n a , 2 9 D o l m e n s , 2 9 D r . B e n i a m i n o B o n n i c i B e q u e s t , 1 0 4 D r a g u t , 1 2 5 el passim D u V a l , P i e r r e , 1 5 1 D u c a d i C a m p o c h i a r o , 6 9 D u c a d i G a u l t i e r i , 6 9 D u c a d i L a u r e n z a n o , 6 9 D u c a d i S a n t a C h r i s t i n a , 6 9 D u c a L u c c h c s i - P a l H , 6 9 D u c a l P a l a c e , V e n i c e , 1 2 9 D u c U e t t i . C l a u d i o , 1 3 1 D u d l e y , S i r R o b e r t , 1 3 3 D u s i n a , M g r . P i e t r o . 8 5 D w a r f s p e c i e s o f e l e p h a n t s , 3 5

E

E d e r , W o l f g a n g , 3 9 , 4 0 n , 4 1 E d . C a r u a n a - D i n g l i B e q u e s t , 1 0 6 , 1 0 7 E g y p t , 6 8 , 1 2 5 E l e c t r i c i t y G e n e r a t i n g S t a t i o n , M a r s a , 2 9 n E m m a n u e l c F i l i b e r t o , D u k e o f A o s t a , 5 3 n E n c i c l o p e d i a T r e c a n n i , 4 8 E n g e l , C . E . , 1 5 3 , 1 5 4 E n g l a n d . 1 3 3 n e f p a s s i m E r l i n g b e n , 4 1 E s p i n o s a - R o d r i g u e z , A . , 5 5 n E u r o p e , 4 7 n . 1 3 1 et passim

F F a r E a s t , 4 6 F a r d e l l a . C o l . , 6 7 F a r r u g i a , L . , 1 2 3 F a s o l a . U m b e r t o , 1 F a t t a . S a l v a t o r e . 7 0 F a u r S , G i o v a n n i . 4 0 F e r d i n a n d I V o f N a p l e s , 6 8 F e r d i n a n d , P r i n c e C a r d i n a l , 103 F e r r u a , A . , 1 7 n F i e l d A r c h a e o l o g y , 2 8 F i l i p p o i l T e n o r e . 7 0 F l a c h v o n S c h w a r z e n b e r g . F r a P h i l i p p u s ,

4 1 n , 5 2 F l o o r - g r a v e s see F l o o r - t o m b s F l o o r - t o m b s , 7 , 1 2 , 1 3 , 1 7 F l o r e n c e , 1 3 3 n F l o r i a n a , 5 7 , 5 8 , 6 1 , 6 3 , 9 0 e f passim F o l l i e r o d i L u n a , G . , 6 9

168

F o n d o B o r b o n i e o a t t h e N a p l e s S t a t e A r c h i v e s , 6 5

F o r l a n i , P a o l o d e , 4 4 , 1 5 0 . 1 5 1 , 1 5 2 F o r t ( F o r t r e s s e s a n d o t h e r f o r t i f i c a t i o n

w o r k s ) — C r o w n W o r k s D i t c h . F l o r i a n a , 5 8 , 5 9 — F o r t M a n o e l , 5 7 , 5 8 , 6 0 e f passim — F o r t M a n o e l D i t c h , 5 8 — F o r t M o s t a , H n — F o r t S t . A n g e l o , 7 5 , 7 9 , 8 4 e t p a s s i m — F o r t S t . E l m o , 7 7 , 7 9 , 8 0 . 8 2 , 8 5 , 8 8 ,

8 9 , 9 0 , 1 3 8 e f p a s s i m — F o r t S t . M i c h a e l , 7 9 e f passim — F o r t i n i , B i r g u , 5 8 — F o s s o T r e p u n t i , V a l l e t t a , 5 8 — N o r t e D a m e D i t c h , F l o r i a n a , 5 8 — S a l v a t o r e G a t e , B i r g u , 5 8 — S a n t ' A n n a G a t e , F l o r i a n a , 5 8 — S t . G e o r g e ' s G a t e . V a l l e t t a , 9 0 — S t . J a m e s C a v a l i e r , V a l l e t t a , 5 6 , 5 7 ,

8 5 , 8 8 — S t . J o h n C a v a l i e r , V a l l e t t a . 5 7 , 8 5 ,

8 8 — S t . A n d r e w B a s t i o n , V a l l e t t a , 8 7 — S t . B a r b a r a B a s t i o n , V a l l e t t a , 8 5 — S t . J a m e s B a s t i o n , V a l l e t t a , 8 7 — S t , J o h n B a s t i o n . V a l l e t t a , 8 4 , 8 5 .

8 6 , 8 7 — S t . M i c h a e l B a s t i o n , V a l l e t t a , 8 3 , 8 4 .

8 5 , 8 6 , 8 7 , 8 9 — S t . S e b a s t i a n B a s t i o n , V a l l e t t a , 8 5 — S S . P e t e r a n d P a u l B a s t i o n . V a l l e t t a ,

8 3 , 8 4 . 8 7 F o r t u n a t o , M a r c h e s e G i u s t i n o , 6 9 F o s s o r o s , 2 6 F o u n d i n g H o s p i t a l , V a l l e t t a , 9 8 F r a n c e , 8 1 . 1 5 3 F r a n c i a . J . , 1 2 0 , 1 2 2 F r a n c i s I I o f N a p l e s , 6 9 F r a n k f u r t , 4 1 F r e i b u r g , 4 1 n F r e n c h C o u r t , 8 1 F r e n c h o c c u p a t i o n o f M a l t a , 6 7 - 6 8 , 9 8 e f

p a s s i m F r e r e a , D i d o t , 4 7 n F r i b o u r g i m B r e i s g a u , U n i v e r s i t y o f , 5 0 F u n e r a r y I n s c r i p t i o n s f r o m t h e M a l t e s e

C a t a c o m b s . I n , 2 n , 4 , 8 n , 1 7 , 1 8 , 2 3

G

G a l e a , G i u s e p p e , 4 2 G a l e a , J . P . , 1 2 1 G a l l i p o l i D i s t r i c t ( P u g l i a ) , 1 2 6 G a n d z a k e s t i , K i r a k o s , 4 7 G a n g e s . 4 4 G a r g a l l o , F r a T o m m a s o ( B i s h o p ) , 7 0 , 1 2 8 n G a r g a r e s c , 2 0 G a r i b a l d i , G i u s e p p e , 6 9 , 7 0 G a s h , J o h n , 1 1 1 G a s t a l d i , G i a c o m o , 4 4 , 1 5 0 G a t t , M r s . , 1 1 7 G a t t , F . G . , 1 1 8 G a t t S a i d , R e v . G . . 1 7 n G a u c i , R e v . R . , 5 5 n G e b h a r d t . M a r c u s , 5 2 G e l l e l , E m m a n u e l , 6 9 G e o r g e v i t i . B a r t h o l o m e u s , 4 7 G e r a , F . S . , 1 1 6 G e r a r d u s , F r a , ( G r a n d M a s t e r ) , 1 3 7 G e r m a n y , 5 0 , 1 5 2 G e r m a n H i g h S t a t e A r c h i v e s , 5 3 G e r m a n M o n a s t e r y see P r i o r a t e o f G e r m a n y G l i a j n D w i e l i , 3 5 n C t l a j n H a m m a m . 2 8 G h a l l i s R e e f , 6 6 C h a r B a r c a ( R a b a t ) , 3 5 G i a r d i n o B o t a n i c o , F l o r i a n a see G i a r d i n o

d e l M a g l i o . F l o r i a n a G i a r d i n o d e l M a g l i o . F l o r i a n a , 6 1 G i r a r d i , A n t o n i o , 6 3 , 7 0 G i r a r d i . B a r o n F e r d i n a n d o , 6 9 G i u n l a d e l R e g n o d e l l e D u e S i c i l i e , 6 7 G l a r e a n u s , H e n r i c u s L o r i t u s , 5 0 G l a r u s , 5 0 G o l l c h e r , C a p t . O . F . . 9 9 , 1 0 4 , 1 0 5 , 1 5 3 G o i l c h e r F o u n d a t i o n , 9 9 , 1 0 5 G o v e r n o r ' s P a l a c e , C o r i h , 9 8 G o z o , 2 5 , 7 3 , 7 6 , 1 0 6 . 1 2 5 . 1 5 2 et passim G o z o C i t a d e l , 1 2 9 G o u d e r , T a n c r e d , 2 n , l l n , 9 7 n G r a e f e . 2 7 G r a h a m , G e n , T h o m a s , 6 7 G r a n a d a , 4 6 n G r a n d H a r b o u r , 1 5 2 et p a s s i m G r a n d H a r b o u r a r e a , 9 , 6 6 , 8 3 , I 2 7 n G r e e c e , 1 2 5 G r e g o r y X I I I ( P o p e ) . 1 2 7 G r e e n l a n d , 4 4 , 4 7 G r e e n w i c h N a t i o n a l M a r i t i m e M u s e u m , 1 2 7 n

169

G r i f f i e - W i l l i a m s B e q u e s t , 1 0 7 G r i f f i e - W i l l i a m s , M r s H . E . , 9 9 , 1 0 7 G r y n a e u s , 4 7 G u d j a , 4 G u i l d o f B o m b a r d i e r s , 5 5 G z i r a , 6

H

H a g a r K i m see H a g a r Q i m H a g a r Q i m , 2 8 , 2 9 H a g i r a t a l U s i f . 2 8 H a i t h o n , K i n g o f L i t t l e A r m e n i a , 4 7 H a l B a j a d a , R a b a t , 8 n , 1 6 H a r p o c r a t e s , b r o n z e i d o l o f , 3 6 n H a r t u n g u s , J o h a n n e s , 5 0 H a y e s , J . W . , 3 H a y e s T y p e I I A L a t e R o m a n L a m p s , 2 4 H a y t o n set H a i t h o n , K i n g o f L i t t l e A r m e n i a H a z l i t t G a l l e r y , L o n d o n , 1 0 5 H e a d - r e s t s i n M a l t e s e l a t e R o m a n t o m b s ,

4 - 5 , 7 - 8 , 9 , 1 0 , l i t , 1 6 , 17 H e b r e w I n s c r i p t i o n a t M t a r f a , 1 8 H e r c u l e s , s t a t u e o f , 3 4 , 3 5 H e r c u c l e s , t e m p l e o f , 3 9 H e r o d o t u s , 4 6 H e t u s see H a i t h o n , K i n g o f L i t t l e A r m e n i a H i s t o r y W e e k , 2 7 H o l y L a n d , 1 2 5 H o l y S e e , 1 1 3 H o m e r , 5 0 n H o n t e r i u s , J . . 1 5 0 H o p p e n , A l i s o n , 1 5 2 H o r a c e , 5 0 n H o s p i t a l o f t h e O r d e r , V a l l e t t a , 1 4 H o u e l , J e a n , 1 1 0 H o u s e o f M e d i c i , 1 3 0 H o u s e n , W o l f g a n g v o n , 5 4 H u n g a r y , 4 7 n H y s p a n o - M o r e s c o P o t t e r y , 2 4

I b e n S a i d , 3 5 n I c e l a n d , 4 7 I c o n o g r a p h y o f M a l t e s e l a t e R o m e h y p o g e a ,

2 2 I m r i e t i e l , 3 5 I n d i a , 4 4 I n g l o t t , H o n . F e r d i n a n d , 1 0 7 I n g l o t t , M r s . M . . 1 2 2

I n g o l s t a d t , 3 9 , 4 1 , 4 9 I s o l o t t o see M a n o e l I s l a n d I t a l y , 5 7 , 7 3 . 1 2 8 n , 1 3 1 , 1 4 9 , 1 5 3 e i passim

J

J a n s o n , J a n , 1 5 1 J e r u s a l e m , 4 3 J e s u i t s ' C o l l e g e , M a l t a see C o l l e g e o f t h e

J e s u i t F a t h e r s J e s u i t F a t h e r s , 3 0 , 3 2 , 3 3 , 3 5 , 3 6 J e s u i t s ' H i l l , M a r s a , 2 9 n J u l i u s in ( P o p e ) , 7 6 J u n o , t e m p l e o f , 3 9

K

K i b u r e l i h u t , 2 8 K i n g o f N a p l e s . 7 0 K i n g d o m o f t h e T w o S i c i l i e s , 6 5 et p a s s i m K n i g h t , o f S t . J o h n , 3 9 , 4 1 , 4 9 , 5 1 , 5 3 n ,

3 5 , 5 7 , 6 1 . 6 6 . 6 9 , 7 3 - 9 5 , 9 7 , 1 1 3 , 1 2 5 , 1 2 7 , 1 2 8 n , 1 3 1 et passim

K n i g h t T e m p l a r s , 5 1 K r e m e r , G e r a r d see M e r c a t o r G e r h a r d t h e

Y o u n d e r

L

L a b t n i , M g r . V i n c e n z o , ( B i s h o p ) , 6 8 L a f r e r y see L a f r e r i , A n t o n i o L a f r e r i , A n t o n i o , 4 4 n , 7 8 , 1 3 1 , 1 3 7 , 1 5 0 ,

1 5 1 , 1 5 2 L a f r e r i A t l a s e s , 4 4 n , 7 8 L a g o M a g g i o r e , 4 6 n L a m p h o l e s i n M a l t e s e C a t a c o m b s , 9 L a n c i n i , M a r i n o , 7 9 L a n g u e o f C a s t i i l e a n d P o r t u g a l , 3 1 , 3 3 , 3 7 L a n g u e o f G e r m a n y 4 1 n , 4 9 L a n z i , L u i g i , 1 2 6 n L a p p a r e l l i p a p e r s , 8 0 n , 1 5 1 L a p p a r e l l i - P i t t i - M a g i - D i l i g e n t i , C o u n t , 8 0 n L a s c a r i s - C a s t e l l a r , J o h a n n e s P a u l u s ( G r a n d

M a s t e r ) , 3 0 , 3 1 , 1 3 2 , 1 3 3 L a u r o , G . 1 5 2 L a z z a r e t t o , 5 7 , 6 0 L e c c e , 1 2 6 L e i t h - A d a m s , A„ 1 2 L e o n a r d u s , C a r l o . 7 0 L e p a n t o . B a t t l e o f , 1 0 2

170

L i b a t i o n rites. 1 7 . 2 1 L i b y a . 2 0 L i g h t - w e l l s i n M a l t e s e C a t a c o m b s , 2 1 L i m a , P e r u , 1 3 1 n L i n t o r n - S i m o o s , B l a n c h e , 9 8 L o c h h e a d , I a n C , 1 5 3 . L o c u l i - t o m b s , 9 , 1 6 , 1 9 L o n g h i , R o b e r t o , 9 9 , 1 0 2 L u r a t i , C o m m . A u g u s t o , 1 0 1 L u t h e r a n s , 5 2 , 5 3 L u t h e r a n h e r e s y , 4 4 L u t h e r a n u p h e a v a l s , 5 1

M

M a d a m a L u c e n t e , 1 2 6 , 1 2 8 n M a d o n n a t a l - M e l l i e h a . 5 6 - 5 7 M a g e l l a n , 4 6 n M a g r i , M a n w e l S . J . . 1 4 n M a g i s t e r i a l P a l a c e , V a l l e t t a , 6 9 , 9 7 , 9 8 ,

1 1 6 , 1 2 7 , 1 3 7 M a i t l a n d , S i r T h o m a s , 9 8 M a i n a r d i , P r i o r L u d o v i c o , 1 1 5 M a l a g a , 5 i n M a l d o n a t o , F r a A n t o n i u s , 8 1 M a l l i a , F . S . , 4 n M a l t a . 9 , 1 4 , 2 0 , J 9 , 4 1 m , 4 9 , 5 1 . 5 2 , 6 6 ,

6 7 , 6 9 , 7 0 , 7 1 , 7 3 , 7 4 , 7 5 , 7 6 , 7 8 , 7 9 , 8 0 , 8 1 , 8 2 , 8 3 , 8 9 . 9 0 . 9 8 , 1 2 5 , 1 2 7 , 1 2 B n , 1 3 0 , 1 3 2 , 1 5 3 , e f passim

M a l t a H a r b o u r see G r a n d H a r b o u r M a l t a , m a p s o f , 1 4 9 - 1 5 0 e i passim Utalla T i m e s , 9 7 M a l t e s e A n t i q u i t i e s , 2 7 M a l i te se c o u n t r y s i d e , 9 M a l t e s e H i s t o r y , 2 7 M a l t e s e I s l a n d s , 2 7 M a l t e s e p r o v e r b s , 6 3 M a l t e s e P r o v i n c i a l B a t t a l i o n , 6 0 , 6 1 M a l t e s e V e t e r a n s , C o r p s o f , 5 8 , 6 0 , 6 1 M a m a , L o u i s e , 1 1 9 M a n d e r a g g i o . V a l l e t t a see M a n d r a g g , t h e M a n g r a g g , t h e , 5 8 , 8 5 , e f p a s s i m M a n n a r i n o , D o n G a e t a n o , 6 7 M a n n e s o n - M a l l e t , A l a i n , 1 5 1 M a n o e l I s l a n d , 8 3 , 8 4 n , 8 5 , 8 6 , 8 9 M a r b l e , u s e o f i n M a l t e s e C a t a c o m b s , 2 3 M a r c h e s e C a r a c c i o l o , 6 6 M a r c h e s e d e S a l i a s , 6 6 M a r c h e s e d e l l a S a m b u c a , 6 6 M a r c h e s e D e m a r c o , 6 6

M a r c h e s e d i C i r c e l l o . 6 9 M a r c h e s e d i S a n t a C r o c e , 8 9 M a r c h e s e D r a g o n e t t i , 6 9 M a r c h e s e T a n u c c i see T a n u c c i , B e r n a r d o M a r c o n i . P a o l o , 1 5 1 M a r i n a r i u s , H o r a t i u a , 1 5 1 M a r s a , 6 , 2 5 , 2 6 , 2 9 , 3 4 , 3 6 , 7 8 , 8 2 M a r a a m u s c e t t o H a r b o u r l e e M a r s a m x e t t M a r s a m x e t t , 5 8 , 7 6 , 7 7 , 8 3 , 8 4 , 8 7 , 1 5 2 M a r s a x l o k k , 1 3 8 M a t t e ! , C a v . G r e g o r i o , 6 7 , 6 8 M a x i m i l i a n ( E m p e r o r ) , 5 0 M a z z o l a n i , D o t t . s a J o l e . 7 1 n M d i n a see N o t a b i l e M e d i c i f a m i l y , 1 3 1 M e d i t e r r a n e a n C o a s t , 1 2 5 M e l l i e h a , 5 6 M e r c a t o r , G e r h a r d t h e Y o u n g e r , 4 3 , 4 4 , 4 5 ( M e r c u r y , s t a t u e t t e o f , 3 6 n M e s s i n a , 7 6 M g a n . 4 , 6 M i c a l l e f . H , 1 2 0 M i c a l l e f . J o h n , 1 1 9 M i c a l l e f , D o t t . V i n c e n z o , 6 7 , 6 8 M i t s u d , B a r t o l o m e o see P a d r e P e l a g i o M i f s u d , I g n a z i o S a v e r i o , 3 9 , 4 0 n . 4 9 M i f s u d - B o n n i c i , R o b e r t , 4 0 M i n i s t e r A c t o n , 6 7 M i n i s t r y o f F o r e i g n A f f a i r s , N a p l e s , 6 5 , 6 6 M i s a k f a , 2 9 M i s s A g n e s e S c h e m b r i B e q u e s t , 1 0 3 . 1 0 4 M i z z i , R e v . A n g e l o , 4 0 M o d e n . R o b e r t , 1 5 1 M o d i c a , S i c i l y . 2 4 M o n g o l i a n E t h n o l o g y , 4 7 n M o n g o l i a n G e o g r a p h y , 4 7 n M o n o l i t h i c s t o n e d o o r s i n M a l t e s e C a t a ­

c o m b s , 1 4 - 1 5 M o n t e C o r r a d i n o see C o r r a d i n o M o n t e S . E r m o see S t . E l m o M o n t i , E r n e s t o , 1 1 4 M o n t i c e l l i , G i o v a n n i . 6 8 M o r t i e r , P . , 1 5 2

M o r t u a r y c o u c h e s i n M a l t e s e h y p o g e a , 2 , 5 , 9 , 1 0

M o s t a , 4 , 6 , 1 4 , 2 5 , 6 2 M o u n t A t h o s , 4 5 M q a b b a , 4 M r i e h e l see I m r i e h e l M r s . Z a m m i t - C l a p p B e q u e s t M t a r f a , 1 7

1 7 1

M u n i c h S t a t e A r c h i v e s , 5 3 n M f t n s t e r , S e b a s t i a n , 4 5 M f l u n t t e r ' s C o s m s o g r a p k i a , 1 5 0 M u s e u m s D e p a r t m e n t , M a l t a , 9 8 , 9 9 , 1 0 9 M y c e n t . 2 8

M y r i t i , G i o v a n n i , 3 9 - 5 4

N N a p l e s , 1 , 6 6 . 6 7 , 6 8 , 6 9 , 7 0 , 7 1 , 7 3 , 1 2 7

e f passim N a p l e s , R o y a l C o u r t o f , 6 6 , 6 7 , 6 8 , 6 9 , 7 0 N a p l e s , S t a t e A r c h i v e s o f , 6 5 , 7 1 n N a p o l e o n , 6 7 N a t i o n a l A r t C o l l e c t i n g F u n d o f G r e a t

B r i t a i n , 9 9 , 1 0 3 N a t i o n a l L i b r a r y o f F l o r e n c e , 1 5 3 N a t i o n a l L i b r a r y o f M a l t a , 2 9 , 3 4 , 5 8 , 6 3 ,

1 0 9 N a t i o n a l M a r i t i m e M u s e u m , G r e e n w i c h .

1 5 3 . 1 5 4 N a t i o n a l M u s e u m o f A r c h a e o l o g y . V a l l e t t a .

2 n . 3 , 4 n , 8 n . 2 9 , 6 2 n N a t i o n a l M u s e u m o f F i n e A r l s . V a t l e t , 9 7 ¬

1 2 5 e t passim N a v y o f t h e K n i g h t s , 7 6 , 7 8 - 7 9 , 1 0 4 e f

passim N a x x a r , 6 , 6 2 N e a p o l i t a n C o n s u l s i n M a l t a , 6 5 , 6 6 , 6 7 ,

6 9 , 7 0 N e a r E a s t . 4 7 N e c k e r m a n , D r . G . , 5 0 N e g r o p o n t e . G i o - B a t t a , 1 3 2 , 1 3 3 N e l l t , N i c o l i , 1 3 1 , 1 5 0 N e o - P u n i c i n s c r i p t i o n f r o m T a c - C a g h q i , 1 8 N c o - P u n i c i n s c r i p t i o n s ( S i c i l y ) , 8 N e t h e r l a n d s , 4 2 n N e w n h a m C o l l e g e , C a m b r i d g e , 2 3 N e w Y o r k , 9 9 N i c h o l s o n , B e n e d i c t , 1 0 1 N o r d e n s k j d l d , N i l s A d o l i E r i k , 4 3 N o r t h A f r i c a , 1 , 2 , 1 8 , 2 0 , 1 2 5 N o r t h A f r i c a n C h r i s t i a n s , 2 n N o r l h A f r i c a n i n f l u e n c e o n M a l t e s e C a t a ­

c o m b s , 2 3 N o r t h A f r i c a red s l i p d i s h e s , 3 N o r t h A f r i c a n red w a r e l a m p s , 2 4 N o r t h A m e r i c a , 4 4 N o t a b i l e , 1 2 9 , 1 5 2 e i passim N o t a r i a l A r c h i v e s , 2 8 N u m i d i a , 2 n , 2 3

O

O l d U n i v e r s i t y B u i l d i n g , V a l l e t t a , 4 0 n O l g a G a l e a - N a u d i B e q u e s t . 1 0 7 O g i l b y . J o h n , 1 5 1 G r a n t s , 2 3 O r d e r see K n i g h t s o f S t , J o h n O r d i n e . L ' , 9 8 O r d o i n o . G a e t a n o 6 8 O r l a n d i , G i o v a n u i . 1 3 1 , 1 3 3 O r t e l i u s , A b r a h a m , 4 3 , 4 4 . 4 5 , 4 8 , 1 5 0 O s p e d a l e d i p e s t e see P e s t H o s p i t a l O s s u a r i e s i n M a l t e s e C a t a c o m b s , 17 O v i d , 5 0 n

P

P a c e , D o t t . V i n c e n z o , 6 7 - 6 8 P a d r e M a r r o n e , 7 0 P a d r e P e l a g i o , 4 0 P a d r e S a m u e l e . 5 9 n P a i n t i n g s i n C a t a c o m b s , 2 2 P a l a c e o f V a l l e t t a see M a g i s t e r i a l P a l a c e P a l e r m o , 1 0 1 P a l e s t i n e . 4 7 n P a l o m b i , A s c a n i o , 1 5 0 P a l o m b i , P i e t r o P a o l o , 1 3 1 , 1 5 0 P a o l a , 4 , 3 1 , 3 3 P a p a S t a t e s , 7 0 , 1 3 3 n P a r i s . 4 7 , 5 0 n P a r i s E m m a n u e l , 1 1 9 P a r i s i n u s , A u g u s t i n u s , 1 3 2 P a r i s i n u s P r i n t i n g H o u s e . B o l o g n a , 1 3 2 P a r k e r G a l l e r y , L o n d o n . 1 1 4 P a u l I V . P o p e , 5 3 P a u l a , C a s a l see P a o l a P e a s a n t s ' U p r i s i n g , 5 1 P e l l e g r i n i - P e t i t , N o t . O d o a / d o . 1 0 8 P e p p i . 1 6 P e r e n g e r , 5 1 P e r e z d e A l e s i o , A n t o n i o , 1 2 6 , 1 2 8 n P e r i , 1 2 6 n , 1 2 8 n . 1 3 1 P e s t H o s p i t a l , V a l l e t t a , 5 9 P e t r u c c i . A l f r e d o . 1 2 6 , 1 2 9 P e t r u s M a r t i r e o f A n g h i e r a . 4 6 P c u t i n g e r , P r i n c e , 5 0 P h i l i p I I o f S p a i n , 8 3 . 1 3 0 P h o t a s , E m p e r o r , 2 4 P h o e n i c i a H o t e l , F l o r i a n a , 5 7 P h o e n i c i a n a n d P u n i c o - H e l l e n i i t i c t o m b s ,

2 n , 3 , 4 , 5 . 1 0 , 1 2 . 1 3

172

P i a z z a d e l l a P a c e , R o m e , 1 3 3 n P i a z z a N a v o n a , R o m e , 1 3 3 n P i a z z a S a n C a l c i d o n i o , F l o r i a n a , 5 8 P i e t i C e m e t e r y , 6 2 P i g o t , M a j o r G e n e r a l , 6 7 P i n t o d e F o n s e c a , F r a E m m a n u e l ( G r a n d

M a s t e r ) , 6 6 , 9 7 P i u s I V ( P o p e ) , 7 9 , 1 3 0 P i u s V ( P o p e ) , 1 2 5 P i v o t - d o o r s i n M a l t e s e C a t a c o m b s , 1 4 - 1 5 P l a g u e 1 8 1 3 - 1 8 1 4 , 5 5 P l a s t e r i n g o f c a t a c o m b s see S t u c c o i n g o f

c a t a c o m b s P l e i s t o c e n e a n i m a l s , 3 5 P l i n y t h e E i d e r , 4 6 P l u g - d o o r s i n M a l t e s e t o m b s a n d c a t a c o m b s ,

1 3 , 2 1 P o e r i o , R a f f a e l e , 7 0 P o l i t o , R e v . C a n . , 9 8 , 1 1 7 P o l o , M a r c o . 4 6 , 4 7 P o m p e i , 1 8 P o r c a c a c c h i , 1 5 0 P o r t a N u o v a . V a l l e t t a , 5 8 P o r t a R e a l e , 5 7 , 5 8 P o r t a S a n t ' A n n a , 5 8 P o r t a V e s u v i u s , P o m p e i , 1 8 P o r t e d e s B o m b e r s , 5 7 , 5 8 P o r t e l l i - C a r b o n e , P r o f . A . , 1 1 7 P o s t O f f i c e , 5 8

P o t t e r y - n i c h e s i n M a l t e s e t o m b s , 9 P r i c k e y m e r , P r i n c e , 5 0 P r i n c i p e B a u c i n a , 7 0 P r i n c i p e d e l l a S c a l e t t a , 6 9 P r i n c i p e d i B e l m o n t e , 6 9 P r i n c i p e d i C a r i a t i , 6 9 P r i n c i p e d i C a s s a r o , 6 9 P r i n c i p e d i S a n C a t a l d o . 7 0 P r i n c i p e d i S c i l l a , 6 9 P r i n c i p e d i V i l l a f r a n c a , W P r i o r o f t h e C o n v e n t u a l C h u r c h , 3 1 . 3 3

et p a s s i m P r i o r a t e o f G e r m a n y , 4 1 P r o c o p i u s , 2 n P r o f . J o h n B o r g B e q u e s t , 1 0 8 P t o l e m y . 4 2 , 4 3 , 4 5 P t o l e m y ' s W o r l d M a p s , 4 5 P u g l i a region, I t a l y , 1 2 6 P u g l i e s e , B e n e d e t t o . 7 0 P u n i c o - H e l l e n i s t i c - t o m b s see P h o e n i c i a n

a n d P u n i c o - H e l l e n i s t i c t o m b s .

0

Q o r m i , 5 8 , 6 1 , 6 2 , 6 4 n Q r e n d i , 4 , 6 Q u t n t i n o see Q u i n t i n u i , J o h a n n e s Q u i n t i n u s , J o h a n n e s , 2 9 , 3 9 , 1 4 0

R

R a b a t . 4 , 6 , 7 . 1 5 , 1 6 , 1 7 . 2 4 , 2 5 , 2 6 et passim

R a b a t - D i n g l i R o a d , 3 R a l g n a u l d , H e n r y , 1 5 1 H a l l i , N o t a r y M i c h e l e , 3 0 , 3 4 , 3 6 R a m i r e z , G i u s e p p e , 6 9 . 7 1 R a m u s i o , G i a n b a t t i t t a , 4 6 n K . i s e l C h n e j j e s . 2 8 R a t i s b o n , 4 1 . 4 9 , 5 0 , 5 1 , 5 3 , 5 4 R e n a i s s a n c e . 4 5 , 4 6 R e p u b l i c S t r e e t , V a l l e t t a . 5 5 R e p u b l i c a n F r e n c h G a r r i s o n , 6 8 et p a s s i m R e v . G i u s e p p e V a s s a l l o C o l l e c t i o n , 1 1 8 R e y n o l d s , D r . J o y c e , 2 3 n , 2 4 n , 2 6 n R h o d e s , 7 4 . 1 2 5 R h u m b L i n e s , 4 4 , 4 5 R i b a a , F r a G i r o l a m o , 1 0 2 R i e d e s e l o f K a m b e r g , F r a P h i l i p , 4 1 R i s i n g o f t h e P r i e s t s , 6 7 H i t t e r J o h n . 4 8 , 4 9 R i t u a l a b l u t i o n see L i e b a t i o n rites R i n , G i o v a n n i B a t t i s t a . 6 6 R i z z o , R e v . I g n a z i o , 4 0 R o c k - t o m b s , 2

R o m a n o , G i u s e p p e , 6 7 , 6 8 , 6 9 R o m a n o - M a l t e s e l a m p , 2 4 R o m e . 1 . 1 0 , 4 7 n . 7 8 . 1 2 6 , 1 2 7 . 1 2 8 , 1 3 2 ,

L O , ! . 1 5 0 . 1 5 3 R o s a A p a p A u c t i o n . 1 1 8 R o i e t t i , G a b r i e l e , 7 0 R o s s i , G i u s e p p e , 1 3 3 n R o s t o c k , O . , 1 5 2 R o t h e m b u r g , C o m m a n d e r y , o t . 4 1 n H o u m e l i a , 4 7 n R u f f o . A n t o n i o , 1 0 1 R u [ > e l m o n d e . 4 3 n R u s t i c e l l o o f P i s a , 4 6 n

S

S a a v e r d a , 7 0 S a d d l e - b a c k e d b a l d a c c h i n i . 1 1 . 1 6

1 7 3

S a f i . 4 , 6 , 2 6 S t . A g a t h a S t r e e t . R a b a t , 1 0 n S t . B a r b a r a , 5 6 S t . C h r i s t o p h e r s t r e e t . V a l l e t t a , 1 2 7 S t . G e o r g e ' s B a y , 1 3 8 S t . J u l i a n ' s , 6 S t . J u l i a n ' s H i l l , S e n g l e a , 7 6 - 7 7 S t . P a u l ' s B a y , 1 5 . 3 6 S t . P a u l ' s S h i p w r e c k . 3 9 S t . R o q u e , 5 6 S t . S e b a s t i a n , 3 6 S t . T r o p h i m u t S t r e e t , R a b a t , 1 1 S t . U r s u l a S t r e e t , V a l l e t t a , 5 8 S t . V e n e r a , 3 8 S a l m o n . M . A . , 1 5 2 S a l p e t r e M a g a z i n e , V a l l e t t a , 5 8 S a m m u t . D r . E d w a r d , 1 0 2 , 1 0 8 S a n m i n i a t e l l i Z a b a r e l l a , C 1 5 4 S a n n a t . G o z o , 2 5 S a n s o n . N i c h o l a s . 1 5 1 S c a n d i n a v i a , 4 7 S c h e m b r i . A n t o n i o . 3 9 S c h l i e m a n n , H e i n r i c b , 2 8 S c h m a l k a t d e W a r s , 3 1 S c h r e c k e n f u c h s . E r a s m u s O s w a l d , 3 0 S c i a t e ! K u a b a r , M a r s a , 2 8 S c i b e r r a s P e n i n s u l a see V a l l e t t a S c i c l u n a . H . . 1 5 3 S e a o f M a r m o r a , 4 7 n S e a l i n g - t l a b s o f M a l t e s e t o m b s , 1 3 - 1 4 S e i m e r o , G . A . , 2 7 S e l m u n S a l e , 1 2 2 S e n g l e a , 7 7 , 7 9 , 8 0 S e r b i a , 1 2 5 S e v e n b r a n c h e d c a n d l e s t i c k * . 1 7 S h a f t s o f tombs, 2 , 3 , 5 , 9 S i d l y , 2 4 , 6 9 , 7 0 . 7 3 , 7 6 , 8 3 , 1 2 5 et passim S i e g e o f M a l t a ( 1 5 6 5 ) . 2 7 , 7 9 , 8 9 , 9 0 , 1 2 5 .

1 3 1 e f passim S i r A d r i a n D i n g l i C o l l e c t i o n , 1 1 6 S o t e y m a n t h e M a g n i f i c e n t . 1 2 5 et passim S o l i n u s . G a i u s J u l i u s . 4 6 S o r r e n t o , 6 6 S o u s s e . 1 S o u t h A m e r i c a , 4 4 S p a i n . 2 0 , 4 6 , 8 1 , 1 3 1 e f passim S p a n i s h C o u r t , 8 1 . 8 2 S p a n i s h R o y a l C o u r t , ton S p e c k l e , D a n i e l , 1 5 2 S t a t u t e s o f V e r d a l a . 1 3 1 , 1 3 2 S t r a b o , 4 5 , 4 6

S l r a d a V e s c o v o . V a l l e t t a , 9 8 S t r o z z i , F i l i p p o , 7 6 n S t r o z z i , F r a L e o n e , 7 6 , 7 7 S t u c c o i n g o f C a t a c o m b s . 1 4 , 1 9 S w i t z e r l a n d , 5 0 n S y r a c u s e , 1 . 1 0 . 2 3 . 2 4 , 7 6

T

T a ' C o r t i n , M a r s a , 2 9 , 3 0 , 3 1 , 3 3 , 3 4 , 3 7 T a ' X b i e z , 5 8 T a b l e - t o m b s , 1 1 T a g l i a f e r r o , C a v . G i r o l a m o , 1 2 1 T a n u c c i , B e r n a r d o , 6 4 , 6 7 T a r x i e n . 6 , 6 2 M i l l 2 2 . 2 8 T a u f k i r c h e n , W o l f C h r i s t o p h v o n , 5 2 T e m p l e o f H e r c u l e s , M a l t a , 2 8 T e r r a c o t t a s a r c o p h a g i , 3 T e r r a c o t t a t i l e * i n M a l t e s e C a t a c o m b s , 2 3 T e r r a g o n a . 2 0 T e s t a f e r r a t a C o l l e c t i o n , M a l t a . 9 8 T e t t a f e r r a t a , D o n E u g e n i c , 3 2 , 3 3 T e s t a f e r r a t a - A b e l a . G . E . , 1 5 4 T e s t a / e r r a t a - M o r o n i - V i a n i , S a l v i n o . 1 2 1 T h e v e t . A . , 1 4 9 T h e y C o l l e c t i o n , M a l t a , 9 8 , 1 1 7 T h o m a s s i n , P h i l i p p e . 1 3 1 T i p a s a , 1 8 , 2 0 T o m b - f u r n i t u r e , 2 T r e a t y o f A m i e n s , 6 9 T r c p i e d i ( M o d i c a ) , S i c i l y , 2 4 T r i d e n t i n e C o u n c i l , 5 3 T r i p o l i , L i b y a , 2 0 , 7 4 , 7 6 T r i q i l - B a r a k k i , Q o r m i . 6 4 n T r o y , 2 8 T u n i s , 1 2 5 T u r i n U n i v e r s i t y , 5 2 T u r k e y , 4 7 n T u r k i s h A r m a d a . 1 2 5 T u r k s . 2 7 . 6 6

U

U g o M u s c a t - A z z o p a r d i B e q u e s t , 1 0 7 , 1 0 8 U n i t e d K i n g d o m , 1 3 7 U n i v e r s i t y o f L o n d o n . I n U n i v e r s i t y o f M a l t a . V a l l e t t a , 4 0 n , 6 7 , 7 6 n l l r b a n u s V I I I ( P o j e ) , 1 3 2 U r b i n o , 7 9

174

V

V a l e n c i a , 3 5 n V a l l e t t a . 2 7 . 5 5 , 5 6 . 5 7 , 5 8 , 6 0 , 6 1 , 6 2 , 6 3 ,

6 7 , 6 8 , 7 3 - 9 6 . 1 2 9 , 1 3 7 , 1 5 1 , et p a s s i m V a l l o n e , S a l v a t o r e , 7 0 V a n S c h o e l . H e n r i c u s , 1 3 1 V a n d e r . P e t r u s , 2 7 n V a t o p e d i M o n a s t e r y , M o u n t A t h o s , 4 5 V a s s a l l o , F i l i p p o , 7 V a s s a l l o , P . , 1 2 0 , 1 2 1 , 1 2 3 V a s s a l l o , T o m m a s o , 1 1 6 , 1 1 7 , 1 1 9 , 1 2 2 , 1 2 3 V a v a s s o r e , G . A . , 1 5 0 V e l l a , M a d d a l e n a . 1 1 7 V e l l a - B o n a v i t a , R o g e r , 7 6 n V e n i c e , 4 4 , 4 6 n , 4 7 , 1 5 0 . 1 5 3 V e n i t i a n R e p u b l i c , 4 4 n V e n t i l a t i o n s h a f t s i n C a t a c o m b s , 2 1 V e r o n a , 4 4 V e s p u c c i , ton

V e s t o r i u s P r i s e u s . tomb o f . 1 8 V e s u v i u s e r u p t i o n . 4 6 V i a n i , F r a P i e t r o , 1 1 3 V i p e r a n o , G i o v a n n i A n t o n i o . 1 5 0 V i r g i l , 5 0 n V i s s c h e r , N i k o l a u s , 1 5 1 V i t t o r i o s a see B i r g u V o l t a i r e . 1 3 1 V o l v e l l e s d i a g r a m s , 4 2 - 4 3

W

W a r O f f i c e , 1 3 7 W e i g a n t , F r a j o h a n n , 5 3 , 5 4 W e i s s e r h o r a P r i n t i n g C o n c e r n , 4 0 n W e l l s S t r e e t . V a l l e t t a . 5 8

W e t t i n g e r , D r . G . , 2 9 n W e y n e r J o h a n n e s , 5 2 W i g n a c o u r t , F r a A l o f ( G r a n d M a s t e r ) , 2 8 W i l h e l m V . , C o u n t P a l a t i n e , 5 2 W i n d - r o s e s , 4 4 W i n d o w - t o m b s . 5 , 7 - 9 . 1 3 , 1 4 , 1 6 , 1 7 , 1 9 .

2 0 . 2 2 . 2 3 W i n k e l m a n , J . J . . 2 8 W o o d S a r c o p h a g i , 3 W o r l d W a r I I , 4 0 n W r i g h t . C . A . , 7 W u r t e m b u r g S t a t e A r c h i v e s , 5 3

X

X i m e n e z d e T e x a d a . F r a F r a n c e s c o ( G r a n d M a s t e r ) , 6 7

X e r r i - C a u c h i , E r n e s t i n a , 1 1 9

Z

2 a b b a r , 6 2 Z a h r a , M r s . S a l v i n a , 9 9 , 1 0 3 Z a m m i t , C a p t , C . G . 2 1 , 2 6 Z a m m i t , D r . G i u s e p p e , 4 0 Z a m m i t . D r . N i c o l a , 4 0 Z a m m i t , S i r T h e m i i t o c l e s . 7 , 8 n , l O n . 1 3 ,

1 6 , 1 7 , 2 4 Z a m r a i t - C l a p p . M r s . , 9 9 . 1 0 4 Z e b b u g , 5 8 Z e j t u n , 6 , 2 5 Z c n o i , D o m e n i c o , 1 5 0 Z e r a f a , F r . M a r i u s . 9 7 . 1 2 4 Z o n d a d a r i , C o m . M a r c o A n t o n i o , 1 1 0 Z o s i m e t i * . 2 6 Z u r r i e q . 6 2

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NOTES ON THE CONTRIBUTORS

MAURICE AGIUS-VADALA studied at the Lyceum, Valletta, and the Royal University of Malta and he holds a Doctorate in Laws (LL.D.). In World War II he served with the Royal Malta Artillery and subsequently took over family business. He takes a keen interest in Maltese history and has carried out specialised research on old maps of Malta.

ANTHONY BONANNO holds a B.A. (Hons) from the University of Malta, a Dottorato in Lettere from the University of Palermo and a Ph.D from the University of London. He is a lecturer in Archaeology and Ancient History at the University of Malta. He took part in excavations in Malta, Sicily and Libya and was entrusted with the study and publication of specific categories of objects from these excavations. His specialised field of study is Roman Art and his publications on the subject include a monograph on Portraits and O t h e r H e a d s o n R o m a n H i s t o r i c a l Reilef (Oxford 1976) and various papers in learned journals. Since his appointment with the University of Maita he has been carrying out research on Maltese archaeology and has published a number of articles on various topics within that field. He is editor of M e l i t a H i s t o r i c a .

MARIO BUHAGIAR holds a B A . (Hons) and M.Phil, from the University of London and is currently researching for a Ph.D. from the same university. He has specialised in Art History and the Paleochristian Antiquities of the Maltese Islands and has contributed various papers to learned books and journals on Maltese Catacombs and rock-tombs, cave-dwellings, Medieval church buildings, vernacular architecture and art criticism. He is an occassional lecturer at the University of Malta and the Faculty of Theology at the Archiepiscopal Seminary of Malta. Between 1967 — 1971 he was attached to the National Museum Department to work on the compilation of the Protective Inventory of Monu­ments and sites which was being drawn up by the Malta Government with the co-operation of the Council for Cultural Co-operation of the Council of Europe. He is the editor of Proceedings of H i s t o r y W e e k .

PAUL CASSAR is a Fellow of the Royal Historical Society of London. He holds a Doctorate in Medicine from the University of Malta and has special­ised in Psychiatry. He has carried out extensive research work in various aspects of Maltese History. His Medical History of M a l t a (London, 1965) earned him international repute and the unique Honorary Fellowship of the University. His other publications include T h e I n s t i t u t i o n a l T r e a t m e n t of t h e I n s a n e in Malta (1949), L a n d m a r k s in t h e D e v e l o p m e n t of F o r e n s i c M e d i c i n e in M a l t a (1974), E a r l y Relations between M a l t a a n d t h e U S A (1976), H i s t o r i c a l D e v e l o p ­m e n t of t h e C o n c e p t of D i a b e t e s in M a l t a (1982), T h e O p h t h a l m i c Surgeon

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Joseph Barth 1746—1818 (1982), From the Holy Infirmary of t h e K n i g h t s of S t John t o t h e M e d i t e r r a n e a n Congress Centre at V a l l e t t a (1983). In recogni­tion of his scholarship the University of Malta conferred upon him the D.Liu. (Honoris Causa) on 5th October 1984,

ROGER DE GIORGIO is a Fellow of the Royal Institute of British Architects. He holds the degree in Architecture and Civil Engineering (B.E.&A.) from the University of Malta. He was responsible for the restoration of many historica! buildings amongst which St. John's Cavalier in Valletta (now the Embassy of the Sovereign Military Order of Malta), the Museum of the Conventual Church of St. John, and sections of St. Dom'nic's Church and St. Francis Church both in Valletta. He has carried out extensive research in Maltese and foreign archives into the early history of Valletta.

ANTONIO ESPINOSA-RODRIGUEZ was born in Seville, Spain, but he was brought up in Malta where he now resides having acquired Maltese citizen­ship. He holds a B.A. (Hons) in History of Art from the University of London and has specialised in Maltese 19th Century Art. He is currently carrying out research on the dome paintings of Mdina Cathedral. He works at the National Museums Department.

ALBERT GANADO holds the degrees of B.A. and LL.D. from the University of Malta. He has compiled a detailed bibliography on the history of legislation in Malta and has published in local journals articles on the history of legisla­tion, political history and postal history of Malta. In recent years his main interest has centred on the maps and prints of Malta. At the International Conference on the History of Cartography held in Italy in 1981 he read a paper on Italy's Contribution to the cartography of Malta in the 16th century. His writings on the history of cartography in general Include articles in Imago M u n d i (London) and in the Dictionary on t h e H i s t o r y of C a r t o g r a p h y which is being published in Vienna. Since 1955 he has been a regular contributor to the B r i t a n n i c a B o o k of t h e Y e a r on current events and he has also written for the E n c y c l o p e d i a B r i t a n n i c a on the history of Malta, administrative and social conditions.

ANTHONY ZAMMIT GABARETTA holds the degrees of Bachelor of Arts. Li­centiate in Theology and Doctor in Divinity from the University of Malta and the Diploma in Archivistics from the Vatican School of Palaeography. He has carried out research work in the Vatican Archives and in the State Archives of Naples and Palermo. In 1953, he was detailed by the University of Malta to work on the compilation and publication of the Catalogue of t h e Archives of t h e O r d e r of S t John and in 1963 he was appointed Research Officer and

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Cataloguer of the National Library of Malta which he later directed from 1980 to 1982. Ordained priest in 1953, he is Dean of the Collegiate Church of Vittoriosa, Magistral Chaplain of the Sovereign Military Order of Malta and President of the Vittoriosa Historical and Cultural Society. Besides various volumes of the Catalogue his publications include: T h e N o m i n a t i o n of the B i s h o p s of M a l t a in t h e X V I I a n d XVIII C e n t u r i e s (1960), T h e C h u r c h of t h e G r a n d Masters and Inquisitors — St. Lawrence C h u r c h , V i t t o r i o s a (1974), L-In-sinji K o l l e g g j a t a u l - K a p i t o l u tal-Belt V i t t o r i o s a (1979), O r a z i o n e in o c c a z i o n e d e l solenne f u n e r a l e per S.E. M o n s . M i c h e l e G o n z i ... t e n u t o d a l l a C o n g r e g a -z i o n e d e g l i O n o r a t i d e l l a cittd V a l l e t t a (1984).

178