Some problems in the theory of nonlinear oscillations

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Some problems in the theory of...

Some problems in the theory of nonlinear oscillations

I. G Malkin

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Έτος:

1959

Εκδότης:

U.S. Atomic Energy Commission, Technical Information Service

Γλώσσα:

english

Σελίδες:

602

Αρχείο:

PDF, 23.67 MB

IPFS:

,

english, 1959

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Ίσως σας ενδιαφέρει

E. F. Mishchenko, N. Kh. Rozov (auth.) — Differential Equations with Small Parameters and Relaxation Oscillations

Nikolay P. Erugin (Eds.) — Linear Systems of Ordinary Differential Equations With Periodic and Quasi-Periodic Coefficients

A.M. Liapunov (Eds.) — Stability of Motion

Goldberg S. — Introduction to difference equations: With illustrative examples

Samuel Goldberg — Introduction to difference equations,: With illustrative examples from economics, psychology, and sociology

H. Poincare — New Methods of Celestial Mechanics (volume III) - Integral Invariants, Periodic Solutions of the Second Type, Doubly Asymptotic Solutions

V. M. Starzhinskii — Applied Methods in the Theory of Nonlinear Oscillations

KATHLEEN M. URWIN — Paraboloidal Wave Functions

Samuel Goldberg — Introduction to Difference Equations

M. A. Aizerman — Theory of Automatic Control

Hagihara, Yūsuke — Celestial mechanics : Differential equations in celestial mechanics : Vol. 3 part 1

Hagihara, Yūsuke — Celestial mechanics : Differential equations in celestial mechanics : Vol. 3 part 1

Hagihara, Yusuke — Celestial mechanics : Differential equations in celestial mechanics : Vol. 3 part 2

Hagihara, Yusuke — Celestial mechanics : Differential equations in celestial mechanics : Vol. 3 part 2

Hagihara, Yūsuke — Celestial mechanics. Vol. 4, Part 1. Periodic and quasi-periodic solutions.

Hagihara, Yūsuke — Celestial mechanics. Vol. 4, Part 1. Periodic and quasi-periodic solutions.

Hagihara, Yūsuke — Celestial mechanics. Vol. 4, Part 2. Periodic and quasi-periodic solutions.

Hagihara, Yūsuke — Celestial mechanics. Vol. 4, Part 2. Periodic and quasi-periodic solutions.

Solomon Lefschetz — Lectures on differential equations

Solomon Lefschetz — Lectures on differential equations

Henri Poincaré — New methods of celestial mechnics

Lev Èrnestovich Èl’sgol’ts, Лев Эрнестович Эльсгольц — Qualitative methods in mathematical analysis

Lev Èrnestovich Èl’sgol’ts, Лев Эрнестович Эльсгольц — Qualitative methods in mathematical analysis

Jack K. Hale — Oscillations in Nonlinear Systems

Henri Poincare — New methods of celestial mechanics. Volumes I and II

Forsyth A.R. — Theory Of Differential Equations. Part 2: Ordinary Equations, Not Linear. Volume 3

Lefschetz S — Lectures on differential equations

Andrew Russell Forsyth — Theory of differential equations. Ordinary linear equations

Theodore V. Karman and Maurice A. Biot — Mathematical Methods in Engineering

Forest Ray Moulton — Periodic orbits,

Thomas Craig, PH.D. — A Treatise on Linear Differential Equations, Volume I: Equations with Uniform Coefficients

M. A. Aizerman and E. A. Freeman (Auth.) — Theory of Automatic Control

Richard Bellman (Eds.) — Mathematics in Science and Engineering

Ince, E L — Ordinary Differential Equations

I Z Shtokalo — Linear Differential Equations with Variable Coefficients

A M Lyapunov — General Problem of the Stability Of Motion

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