Мартин Гарднер «Last Recreations: Hydras, Eggs, and other Mathematical Mystifications»

В произведение входит: по порядкупо годупо рейтингу

Preface
The Wonders of a Planiverse  [= The pleasures of doing Science and technology in the planiverse] (1980)			-
Bulgarian Solitaire and Other Seemingly Endless Tasks  [= Tasks you cannot help finishing no matter how hard you try to block finishing them] (1983)			-
Fun with Eggs, Part I  [= Fun with eggs: uncooked, cooked and mathematical] (1980)			-
Fun with Eggs, Part II [статья]
The Topology of Knots  [= The topology of knots, plus the results of Douglas Hofstadter's Luring Lottery] (1983)			-
M-Pire Maps  [= The coloring of unusual maps leads into uncharted territory] (1980)			-
Directed Graphs and Cannibals  [= Graphs that can help cannibals, missionaries, wolves, goats and cabbages get there from here] (1980)			-
Dinner Guests, Schoolgirls, and Handcuffed Prisoners  [= What unifies dinner guests, strolling schoolgirls and handcuffed prisoners?] (1980)			-
The Monster and Other Sporadic Groups  [= The capture of the monster: a mathematical group with a ridiculous number of elements] (1980)			-
Taxicab Geometry  [= Taxicab geometry offers a free ride to a non-Euclidean locale] (1980)			-
The Power of the Pigeonhole  [= On the fine art of putting players, pills and points into their proper pigeonholes] (1980)			-
Strong Laws of Small Primes  [= Patterns in primes are a clue to the strong law of small numbers] (1980)			-
Checker Recreations, Part I  [= Checkers, a game that can be more interesting than one might think] (1980)			-
Modulo Arithmetic and Hummer's Wicked Witch  [= Gauss's congruence theory was mod as early as 1801] (1981)			-
Lavinia Seeks a Room and Other Problems  [= How Lavinia finds a room on University A venue, and other geometric problems] (1981)			-
The Symmetry Creations of Scott Kim  [= The inspired geometrical symmetries of Scott Kim] (1981)			-
Parabolas  [= The abstract parabola fits the concrete world] (1981)			-
Non-Euclidean Geometry  [= Euclid's parallel postulate and its modern offspring] (1981)			-
Voting Mathematics  [= From counting votes to making votes count: the mathematics of elections] (1980)			-
A Toroidal Paradox and Other Problems  [= A pride of problems, including one that is virtually impossible] (1979)			-
Minimal Steiner Trees  [= Casting a net on a checkerboard and other puzzles of the forest] (1986)			-
Trivalent Graphs, Snarks, and Boojums  [= Snarks, Boojums and other conjectures related to the four-color-map theorem] (1976)			-

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