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Classical methods in ordinary differential equations : with applications to boundary value problems

Stuart P. Hastings, J. Bryce McLeod ; : hardback. -- American Mathematical Society, 2012. -- (Graduate studies in mathematics ; v. 129). <BB30047590>

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No. 巻号 所蔵館 配置場所 請求記号 資料ID 状態 返却予定日 予約
0001 : hardback 目白地区 数学 ||510.8||G733||129 24161437 配架済 0件
No. 0001
巻号 : hardback
所蔵館 目白地区
配置場所 数学
請求記号 ||510.8||G733||129
資料ID 24161437
状態 配架済
返却予定日
予約 0件

書誌詳細

標題および責任表示 Classical methods in ordinary differential equations : with applications to boundary value problems / Stuart P. Hastings, J. Bryce McLeod
出版・頒布事項 Providence, R.I. : American Mathematical Society , c2012
形態事項 xvii, 373 p. : ill. ; 27 cm
巻号情報
巻次等 : hardback
ISBN 9780821846940
書誌構造リンク Graduate studies in mathematics <BB30021885> v. 129//a
注記 "Applied mathematics"--Cover
注記 Bibliography: p. 357-369
注記 Includes index
学情ID BB07971803
本文言語コード 英語
著者標目リンク *Hastings, Stuart P., 1937- <AU00039536>
著者標目リンク McLeod, J. Bryce, 1929- <AU00039537>
分類標目 LCC:QA379
分類標目 DC23:515/.352
件名標目等 Boundary value problems
件名標目等 Differential equations, Nonlinear
件名標目等 Ordinary differential equations -- Boundary value problems -- Nonlinear boundary value problems. msc
件名標目等 Ordinary differential equations -- Boundary value problems -- Singular nonlinear boundary value problems. msc
件名標目等 Ordinary differential equations -- Qualitative theory -- Complex behavior, chaotic systems. msc
件名標目等 Ordinary differential equations -- Qualitative theory -- Homoclinic and heteroclinic solutions. msc
件名標目等 Ordinary differential equations -- Asymptotic theory -- Asymptotic expansions. msc
件名標目等 Partial differential equations -- General topics -- Methods of ordinary differential equations. msc
件名標目等 Partial differential equations -- Representations of solutions -- Traveling wave solutions. msc
件名標目等 Dynamical systems and ergodic theory -- Smooth dynamical systems: general theory -- Homoclinic and heteroclinic orbits. msc
件名標目等 Dynamical systems and ergodic theory -- Dynamical systems with hyperbolic behavior -- Strange attractors, chaotic dynamics. msc