SELECTED CHAPTERS OF NUMBER THEORY: SPECIAL NUMBERS – serie
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6 produkter
MERSENNE NUMBERS AND FERMAT NUMBERS
Av Elena Deza
Inbunden, 2021
1509 kr
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This book contains a complete detailed description of two classes of special numbers closely related to classical problems of the Theory of Primes. There is also extensive discussions of applied issues related to Cryptography.In Mathematics, a Mersenne number (named after Marin Mersenne, who …
PERFECT AND AMICABLE NUMBERS
Av Elena Deza
Inbunden, 2023
2122 kr
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This book contains a detailed presentation on the theory of two classes of special numbers, perfect numbers, and amicable numbers, as well as some of their generalizations. It also gives a large list of their properties, facts and theorems with full proofs. Perfect and amicable numbers, as well as …
STIRLING NUMBERS
Av Elena Deza
Inbunden, 2024
2260 kr
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Stirling numbers are one of the most known classes of special numbers in Mathematics, especially in Combinatorics and Algebra. They were introduced by Scottish mathematician James Stirling (1692–1770) in his most important work, Differential Method with a Tract on Summation and Interpolation of …
CATALAN NUMBERS
Av Elena Deza
Inbunden, 2025
2122 kr
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Catalan numbers, named after the French-Belgian mathematician Eugène Charles Catalan (1814–1894), arise in a variety of combinatorial problems. They have many interesting properties, a rich history, and numerous arithmetic, number-theoretical, analytical, and combinatorial connections, as well as a …
EULERIAN NUMBERS
Av Elena Deza
Inbunden, 2026
2260 kr
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Within these pages readers will find the complete theory of a renowned class of special numbers, Eulerian numbers, as well as some generalisations and relatives (Eulerian numbers of the second order, factorial numbers, Euler numbers, etc.), their properties, their facts, and their theorems, …
BERNOULLI NUMBERS
Av Elena Deza
Inbunden, 2026
1331 kr
Kommande
This book explores Bernoulli numbers and their role in combinatorics, number theory, and related areas of discrete mathematics. It develops the subject from classical problems on sums of integer powers, a topic that has been studied since antiquity, leading to the discovery of a unified sequence of …