Handbook of Mathematical Induction

Handbook of Mathematical Induction

Theory and Applications

Gunderson, David S.

Taylor & Francis Ltd

11/2016

922

Mole

Inglês

9781138199019

15 a 20 dias

1519

Descrição não disponível.
THEORY: What Is Mathematical Induction?. Foundations. Variants of Finite Mathematical Induction. Inductive Techniques Applied to the Infinite. Paradoxes and Sophisms from Induction. Empirical Induction. How to Prove by Induction. The Written MI Proof. APPLICATIONS AND EXERCISES: Identities. Inequalities. Number Theory. Sequences. Sets. Logic and Language. Graphs. Recursion and Algorithms. Games and Recreations. Relations and Functions. Linear and Abstract Algebra. Geometry. Ramsey Theory. Probability and Statistics. SOLUTIONS AND HINTS TO EXERCISES. APPENDICES. References. Index.
Este título pertence ao(s) assunto(s) indicados(s). Para ver outros títulos clique no assunto desejado.
Mathematical Induction;Inductive Step;Inductive Proof;infinite descent;Inductive Hypothesis;axiom of choice;Zorn's Lemma;well-ordered sets;Base Step;strong induction;Fibonacci Numbers;double induction;Holds;downward induction;Positive Integer;transfinite induction;Pascal's Id;empirical induction;Natural Numbers;combinatorics;Euclidean Division Algorithm;number theory;Counterfeit Coin;game theory;Recursive Definition;recursion;Ramsey Theory;graph theory;T1;set theory;Violates;linear algebra;Non-empty Intersection;Full Binary Trees;geometry;Inductive Solution;Set S1;Arithmetic Progression;Richard's Paradox