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Titlebook: A Brief Journey in Discrete Mathematics; Randolph Nelson Book 2020 Springer Nature Switzerland AG 2020 permutations.binomial identities.po

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发表于 2025-3-21 18:15:55 | 显示全部楼层 |阅读模式
期刊全称A Brief Journey in Discrete Mathematics
影响因子2023Randolph Nelson
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发行地址Demonstrates the beauty of mathematics through a concise discussion of 9 topics in discrete math.Appealing to a wide readership from high school students to research mathematicians.Includes an appendi
图书封面Titlebook: A Brief Journey in Discrete Mathematics;  Randolph Nelson Book 2020 Springer Nature Switzerland AG 2020 permutations.binomial identities.po
影响因子.The goal of this book is to showcase the beauty of mathematics as revealed in nine topics of discrete mathematics. In each chapter, properties are explored through a series of straightforward questions that terminate with results that lie at the doorstep of a field of study. Each step along the way is elementary and requires only algebraic manipulation. This frames the wonder of mathematics and highlights the complex world that lies behind a series of simple, mathematical, deductions..Topics addressed include combinatorics, unifying properties of symmetric functions, the Golden ratio as it leads to k-bonacci numbers, non-intuitive and surprising results found in a simple coin tossing game, the playful, trick question aspect of modular systems, exploration of basic properties of prime numbers and derivations of bewildering results that arise from approximating irrational numbers as continued fraction expansions.  The Appendix contains the basic tools of mathematics that are used in the text along with a numerous list of identities that are derived in the body of the book...The mathematics in the book is derived from first principles.  On only one occasion does it rely on a result n
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Danny Melker,Alan Rosenfeld,Salvador Naresre comprehensive answer to this question than Browning was able to present in the remaining stanzas where she enumerates the ways she loves the veiled object of her sonnet. With the power of mathematics, equations are derived that provide a thorough enumeration, leaving no stone untouched. This is d
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Biologic Shaping in Periodontal Therapy in writing mathematics where ambiguity is not tolerated. This explains one reason why LATE X has made such a major impact on mathematics even though it only deals with the syntax of mathematical writing and not its content. The TE X project started by Donald Knuth (1938–) gave mathematicians the to
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Acela A. Martinez Luna,Fatemeh Gholami be used as a tool to cut a simple, elegant, path through a labyrinth of mathematical obstacles. Abstractly, a mathematical object displays the property of symmetry if it is invariant to parametric change.
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https://doi.org/10.1007/978-3-030-12310-9Elysian fields of ancient Greece. Our journey in this chapter takes us back to the days of Phidias (480–430 BC), a Greek sculptor and mathematician who is said to have helped with the design of the Parthenon. The approach in this chapter uses a simple artifice—the ratio of two line segments.
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