ucsd mathematics | homefan/mypaps/fanpap/112b_quasirandom.pdfcreated date: 5/21/2005 6:06:13 pm

18

Upload: others

Post on 10-Oct-2020

1 views

Category:

Documents

0 download

Report

Download

Embed Size (px):

TRANSCRIPT

Page 1: UCSD Mathematics | Homefan/mypaps/fanpap/112b_quasirandom.pdfCreated Date: 5/21/2005 6:06:13 PM

Page 2: UCSD Mathematics | Homefan/mypaps/fanpap/112b_quasirandom.pdfCreated Date: 5/21/2005 6:06:13 PM

Page 3: UCSD Mathematics | Homefan/mypaps/fanpap/112b_quasirandom.pdfCreated Date: 5/21/2005 6:06:13 PM

Page 4: UCSD Mathematics | Homefan/mypaps/fanpap/112b_quasirandom.pdfCreated Date: 5/21/2005 6:06:13 PM

Page 5: UCSD Mathematics | Homefan/mypaps/fanpap/112b_quasirandom.pdfCreated Date: 5/21/2005 6:06:13 PM

Page 6: UCSD Mathematics | Homefan/mypaps/fanpap/112b_quasirandom.pdfCreated Date: 5/21/2005 6:06:13 PM

Page 7: UCSD Mathematics | Homefan/mypaps/fanpap/112b_quasirandom.pdfCreated Date: 5/21/2005 6:06:13 PM

Page 8: UCSD Mathematics | Homefan/mypaps/fanpap/112b_quasirandom.pdfCreated Date: 5/21/2005 6:06:13 PM

Page 9: UCSD Mathematics | Homefan/mypaps/fanpap/112b_quasirandom.pdfCreated Date: 5/21/2005 6:06:13 PM

Page 10: UCSD Mathematics | Homefan/mypaps/fanpap/112b_quasirandom.pdfCreated Date: 5/21/2005 6:06:13 PM

Page 11: UCSD Mathematics | Homefan/mypaps/fanpap/112b_quasirandom.pdfCreated Date: 5/21/2005 6:06:13 PM

Page 12: UCSD Mathematics | Homefan/mypaps/fanpap/112b_quasirandom.pdfCreated Date: 5/21/2005 6:06:13 PM

Page 13: UCSD Mathematics | Homefan/mypaps/fanpap/112b_quasirandom.pdfCreated Date: 5/21/2005 6:06:13 PM

Page 14: UCSD Mathematics | Homefan/mypaps/fanpap/112b_quasirandom.pdfCreated Date: 5/21/2005 6:06:13 PM

Page 15: UCSD Mathematics | Homefan/mypaps/fanpap/112b_quasirandom.pdfCreated Date: 5/21/2005 6:06:13 PM

Page 16: UCSD Mathematics | Homefan/mypaps/fanpap/112b_quasirandom.pdfCreated Date: 5/21/2005 6:06:13 PM

Page 17: UCSD Mathematics | Homefan/mypaps/fanpap/112b_quasirandom.pdfCreated Date: 5/21/2005 6:06:13 PM

Page 18: UCSD Mathematics | Homefan/mypaps/fanpap/112b_quasirandom.pdfCreated Date: 5/21/2005 6:06:13 PM

INCREASING SEQUENCES wrrH NONZERO BLOCK SUMS AND ...fan/mypaps/fanpap/63blocksums.pdf · INCREASING SEQUENCES wrrH NONZERO BLOCK SUMS AND INCREASING PATHS IN KTM~E-ORDERED GRAPHS

IEEE TRANSACTIONS ON INFORMATION THEORY, …fan/mypaps/fanpap/78index.pdf · 224 IEEE TRANSACTIONS ON INFORMATION THEORY, VOL. ... The Forwarding Index of Communication Networks

IVI - UCSD Mathematics | Homefan/wp/route.pdfWedenote the cardinality IVI ofVbyn. Initially, eachvertex v ofGis occupied by a unique marker or "pebble" p. To each pebble p is associated

有朋自遠方來一一專訪 - UCSD Mathematics | Homefan/ron/interview-Ronald_Graham.pdf記, 像是: 「喔! 我知道了, 這是我之前想過的其他問題的一個特例。」我很想了解:

Introduction - UCSD Mathematics | Homefan/wp/braess_rsa.pdfreal world networks, not only is Braess’s paradox not a rare phenomenon, it can occur in the networks we interact with

04mst1 - UCSD Mathematics | Homefan/teach/202/notes/04mst2.pdfPrim's algorithm Prim's algorithm finds a minimum spanning tree. Input: G. c Initially. S {vertices in the current tree)

Distance realization problems with applications to ...math.ucsd.edu/~fan/mypaps/tomo.pdf · Distance realization problems with applications to Internet tomography Fan Chung ∗†

Chem. 1984, 1257 - UCSD Mathematicsfan/mypaps/fanpap/84electron.pdf · Inorg. Chem. 1984, F, = -0 of a given polyhedron, the X value remains un- changed. Examples have been shown

IN BOOKS: A LAYOUT WITH DESIGN* - UCSD Mathematicsfan/mypaps/fanpap/81books.pdf · 2005-05-30 · 34 FAN R. K. CHUNG, F. T. LEIGHTON ANDA. L. ROSENBERG by specific d-valent graphs

The matrix cover polynomial - UCSD Mathematics | Homefan/wp/cover1.pdf · 2015-09-14 · The matrix cover polynomial Fan Chung Ron Graham Abstract The cover polynomial C(D) = C(D;x;y)

Complex Graphs and Networks - UCSD Mathematics | Homefan/complex/ch1.pdf · Complex Graphs and Networks Fan Chung ... Chapter 11. The Con guration ... 11.1. Models for random graphs