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Celestial mechanics : Differential equations in celestial mechanics : Vol. 3 part 2

Hagihara, Yusuke

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سب زمرہ:

سال:

1974

ناشر کتب:

Japan Society for the Promotion of Science

زبان:

english

صفحات:

666

فائل:

DJVU, 6.36 MB

IPFS:

,

english, 1974

آن لائن پڑھیں

ڈاؤن لوڈ کریں (djvu, 6.36 MB)

میں تبدیلی جاری ہے۔

میں تبدیلی ناکام ہو گئی۔

آپ کو دلچسپی ہوسکتی ہے

W.M.smart — celestial mechanics

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

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

Yusuke Hagihara — Celestial Mechanics, Volume 1: Dynamical Principles and Transformation Theory

Yusuke Hagihara — Celestial Mechanics - vol 2, part 1: Perturbation Theory

Yusuke Hagihara — Celestial Mechanics - Volume 2: Part 2: Peturbation Theory

Victor G. Szebehely, Hans Mark — Adventures in celestial mechanics

T.A. Burton (Eds.) — Stability and Periodic Solutions of Ordinary and Functional Differential Equations

F. W. J. Olver and Werner Rheinbolt (Auth.) — Asymptotics and Special Functions

C. Corduneanu — Principles of Differential and Integral Equations

C. Corduneanu — Principles of Differential and Integral Equations

Edouard Goursat, Howard G. Bergmann (translator) — A course in mathematical analysis, vol 3, part 1: Variation on Solutions, Partial Differential Equations of the Second Order

Harold Jeffreys, Bertha Swirles — Methods of mathematical physics

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

Birkhoff G. (ed.) — A source book in classical analysis

Jeffreys H. — Methods Of Mathematical Physics

Garrett Birkhoff, Uta Merzbach (eds.) — A source book in classical analysis

T.A. Burton (Eds.) — Stability and Periodic Solutions of Ordinary and Functional Differential Equations

T.A. Burton (Eds.) — Volterra Integral and Differential Equations

C.J. Harris and J.F. Miles (Eds.) — Stability of Linear Systems: Some Aspects of Kinematic Similarity

Yang Kuang (Eds.) — Delay Differential Equations: With Applications in Population Dynamics

Frank W. J. Olver — Asymptotics and special functions

F.W.J. Olver — Asymptotics and Special Functions

Leonard Weiss — Ordinary differential equations;: 1971 NRL-MRC conference

Minoru ed. URABE — Japan-United States Seminar On Ordinary Differential And Functional Equations

Luciano Barbanti (auth.), Antonio Fernandes Izé (eds.) — Functional Differential Equations and Bifurcation: Proceedings of a Conference Held at São Carlos, Brazil, July 2–7, 1979

Jack K. Hale — Ordinary Differential Equations

Fred Brauer, John A. Nohel — Qualitative theory of ODEs

Jeffreys H., Jeffreys B. — Methods of Mathematical Physics

S D Zaidman — Topics in Abstract Differential Equations

W A Coppel — Stability and Asymptotic Behaviour of Differential Equations

A M Lyapunov — General Problem of the Stability Of Motion

Lakshmikantham, Vangipuram; Wen, Lizhi; Zhang, Binggen — Theory of Differential Equations with Unbounded Delay

Kolmanovskii V., Myshkis A. — Introduction to the theory and applications of functional differential equations

Corduneanu C. — Principles of differential and integral equations

Hale J.K. — Ordinary differential equations

Jack K.HAle — Theory of functional diierential equationas

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