Seminár z teórie čísel

• M. R. Murty, N. Thain: Pick's Theorem via Minkowski's Theorem"
• Maxim Bruckheimer and Abraham Arcavi: A Visual Approach to Some Elementary Number Theory, The Mathematical Gazette, Vol. 79, No. 486 (Nov., 1995), pp. 471-478
• Bruckheimer, Maxim; Arcavi, Abraham: Farey series and Pick's area theorem. Math. Intelligencer 17 (1995), no. 4, 64--67.
• R. Ding, K. Kolodziejczyk and J. R. Reay: A new Pick-type theorem on the hexagonal lattice, Discrete Mathematics, 68 (2-3), 1988, 171-177.
• Haigh, Gordon: A "natural" approach to Pick's theorem, The Mathematical Gazette, 64 (1980), no. 429, 173--180
• W. W. Funkenbusch, From Euler's formula to Pick's formula using an edge theorem, AMM 81 (1974) 647-648.
• Grunbaum, Branko; Shephard, G. C. Pick's theorem. Amer. Math. Monthly 100 (1993), no. 2, 150--161.
• Liu, Andy C. F.: Lattice points and Pick's theorem, Mathematics Magazine, 52 (1979), no. 4, 232--235.
• John E. McCarthy: Pick's Theorem-What's the Big Deal?, The American Mathematical Monthly, Vol. 110, No. 1 (Jan., 2003), pp. 36-45

Ak sa k niektorým z článkov nebudete vedieť dostať, kľudne sa mi ozvite mailom.