uw-madison department of mathematicscraciun/papers_new/... · the set g is compact. notice that the...

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Page 1: UW-Madison Department of Mathematicscraciun/PAPERS_NEW/... · The set G is compact. Notice that the function hP — points in G, because Therefore min IF (x) — xl > O. Let a > 0
Page 2: UW-Madison Department of Mathematicscraciun/PAPERS_NEW/... · The set G is compact. Notice that the function hP — points in G, because Therefore min IF (x) — xl > O. Let a > 0
Page 3: UW-Madison Department of Mathematicscraciun/PAPERS_NEW/... · The set G is compact. Notice that the function hP — points in G, because Therefore min IF (x) — xl > O. Let a > 0
Page 4: UW-Madison Department of Mathematicscraciun/PAPERS_NEW/... · The set G is compact. Notice that the function hP — points in G, because Therefore min IF (x) — xl > O. Let a > 0
Page 5: UW-Madison Department of Mathematicscraciun/PAPERS_NEW/... · The set G is compact. Notice that the function hP — points in G, because Therefore min IF (x) — xl > O. Let a > 0
Page 6: UW-Madison Department of Mathematicscraciun/PAPERS_NEW/... · The set G is compact. Notice that the function hP — points in G, because Therefore min IF (x) — xl > O. Let a > 0
Page 7: UW-Madison Department of Mathematicscraciun/PAPERS_NEW/... · The set G is compact. Notice that the function hP — points in G, because Therefore min IF (x) — xl > O. Let a > 0