Sequential Models of Mathematical Physics

Sequential Models of Mathematical Physics

Serovajsky, Simon

Taylor & Francis Ltd

01/2019

284

Dura

Inglês

9781138601031

15 a 20 dias

560

Descrição não disponível.
I Mathematical physics problems

1 Classic models

2 Generalized models

II Sequential method

3 Convergence and Cauchy principle

4 Completeness and real numbers

5 Real numbers and completion

III Sequential objects

6 p-adic numbers

7 Sequential controls

8 Distributions

IV Sequential models

9 Sequential models of mathematical physics phenomenon
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Linear Topological Space;Finite Difference Method;convergence;Cauchy Criterion;banach fixed point;Fundamental Sequences;Banach Fixed Point Theorem;extremum problems;Metric Space;Cantor;Dirichlet Function;Picard's method;Mathematical Physics Problems;Linear Continuous Functional;Generalized Derivative;Linear Normalized Space;Complete Metric Space;Arbitrary Metric Space;Sobolev Space;Rational Numbers;Topological Space;Cauchy Problem;Weak Convergence;Linear Operations;Sequential Control;Classic Solution;Sequentially Optimal Control;Optimal Control Problem;Admissible Controls;Riemann Integrable Functions