I. Статьи о полимино

A) Scientific American:

[1] Gardner M., заметки в рубрике "Математические развлечения и игры"^*:

^* (См. также составленные по материалам журнала Scientific American книги [34-36].)

а) About the Remarkable Similarity Between the Icosian Game and the Tower of Hanoi, 196, № 5, 154-156 (1957).

б) More about Complex Dominoes, Plus the Answers to Last Month's Puzzles, 197, № 6, 126-129 (1957).

в) A Game in Which Standard Pieces Composed of Cubes Are Assembled into Larger Forms (Soma Cubes), 199, № 3, 182-188 (1958).

г) More about the Shapes That Can Be Made with Complex Dominoes, 203, № 5, 186-194 (1960).

д) A New Collection of Brain Teasers, 204, № 6, 168 (1961).

е) Some Puzzles Based on Checkerboards and Answers to Last Month's Problems, 207, № 5, 151-159 (1962).

ж^*) Of Sprouts and Brussels Sprouts, Games with a Topological Flavor, 217, № 1, 112-116 (1967).

з^*) Pleasurable Problems with Polycubes, and the Winning Strategy for Slither, 227, № 3, 176-182 (1972).

Б) Recreational Mathematics Magazine:

[2] Golomb S. W., The General Theory of Polyominoes:

а) Dominoes, Pentominoes, and Checkerboards, № 4, 3-12 (1961).

б) Patterns and Polyominoes, №5,3-12 (1961) (см. также Notes, 13-14).

в) Pentomino Exclusion by Monominoes, № 6, 3-20 (1961).

г) Extensions of Polyominoes, № 8, 7-16 (1962).

[3] Anderson J. H.:

а) Polyominoes - The "Twenty Problem", № 9, 25-30 (1962).

б) Polyominoes - The "Twenty Problem" and Others, № 10, 25-28 (1962).

В) New Scientist:

[4] O'Beirne Т. Н., заметки в рубрике "Игры и парадоксы":

а) Pell's Equation in Two Popular Problems, № 258, 260-261 (1961).

б) Pentominoes and Hexiamonds, № 259, 316-317 (1961).

в) Some Hexiamond Solutions and an Introduction to a Set of 25 Remarkable Points, № 260, 379-380 (1961).

г) For Boys, Men and Heroes, № 266, 751-752 (1961).

д) Some Tetrabolical Difficulties, № 270, 158-159 (1962).

Г) Fairy Chess Review:

[5] Dawson T. R., Lester W. E., A Notation for Dissection Problems, 3, № 5, 46-47 (1937).

[6] Stead W., Dissection, 9, № 1, 2-4 (1954).

Д) American Mathematical Monthly:

[7] Golomb S. W., Checkerboards and Polyominoes, 61, № 10, 672-682 (1954).

[8^*] Golomb S. W., Klarner D. A., Covering a Rectangle with L-tetrominoes, 70, № 7, 760-761 (1963).

[9^*] Walkup D. W., Coverning a Rectangle with T-tetrominoes, 72, № 9, 986-988 (1965).

[10^*] Kelly J. В., Polynomials and Polyominoes, 73, № 5, 464-471 (1966).

[11^*] Spira R., Gannon D., Impossibility of Covering a Rectangle with L-Hexominoes, 75, № 7, 785-786, 1968.

E^*) Квант:

[12] Сойфер А. Ю., Клетчатые доски и полимино, № 11, 2-10 (1972).

[13] Колотов А. Т., Об одном разбиении прямоугольника, № 1, 14-16 (1973).

[14] Кордемский Б. А., Красочная комбинаторика, № 9, 18-23 (1973).

[15] Сойфер А. Ю.:

а) Наш зоопарк, № 1, 64, 1973.

б) Новоселы зоопарка "Кванта", № 9, 1973, стр. 77.

Ж^*) Наука и жизнь:

[16] Пентамино, 1967, № 2, 68-69; № 3, 41; № 4, 148-149; № 5, 53; № 6, 65; № 7, 44-45; № 8, 120-121; № 10, 154-155; № 11, 142-143; № 12, 116-117; 1968, № 1, 85-86.

[17] Гексатрион, 1968, № 1, 86-87; № 6, 37; № 11, 63.

[18] Еж в клетке, 1968, № 9, 123.

З^*) Journal of Combinatorial Theory:

[19] Golomb S. W., Tiling with Polyominoes, 1, 280-296 (1966).

[20] Klarner D. A., Packing a Rectangle with Congruent N-ominoes, 7, 107-115 (1969). (См. выше).

[21] Bouwkamp С. J., Packing a Rectangle Box with Twelve Solid Pentominoes, 7, 278-280 (1969).

[22] Golomb S. W., Tiling with Sets of Polyominoes, 9, 60-71 (1970). (Ср. выше).

И) Разные журналы и сборники:

[23] Reeve J. E., Tyrrell J. A., Maestro Puzzles, Mathematical Gazette, 45, 97-99 (1961).

[24] Read R. C, Contributions to the Cell Growth Problem, Canad. Journal of Math., 14, № 1, 1-20 (1962).

[25] Hajtman Bela, On Coverings of Generalized Checkerboards I, Magyar Tud. Akad. Mat. Kutato Int. Kbze., 7, 53-71 (1962).

[26^*] Klarner D. A., Some Results Concerning Polyominoes, Fibonacci Quart., 3, № 1, 9-20 (1965).

[27^*] Klarner D. A., Cell Growth Problems, Canad. Journal of Math., 19, 851-863 (1967).

[28^*] Klarner D. A., Methods for the General Cell Growth Problems сб. "Combinatorial Theory and its Applications", Balatonfured (Hungary), 705-720 (1969).

[29^*] Klarner D. A., Rivest R., A Procedure for Improving the Upper Bound for the Number of n-ominoes, Canad. Journal of Math., 25, 585-602 (1973).

[29^*a] Klarner D. A. Rivest R., Asymptotic Bounds for the Number of Convex n-ominoes, Discrete Math., 8, № 1, 31-40(1974).

[30^*] Lunnon W. F., Counting Polyominoes, в сб. "Computers in Number Theory" (состав. A. O. L. Atkin, B. J. Birch), London, Academic Press, 1971, 347-372.

[31^*] Lunnon W. F.,CountingHexogonar and Triangular Polyominoes, в сб. "Graph Theory and Computing" (состав. R. C. Read), New York-London, Academic Press, 1972, 87-100.

[32^*] Lunnon W. F., Symmetry of Cubical and General Polyominoes, в том же сборнике, что и [31], стр. 101-108.