ヘルプ
×終了
日本語
|
English
埼玉大学図書館
検索
ブックマーク
マイライブラリ
検索条件入力
>
書誌詳細
> 関連資料一覧:(本学所蔵)
関連資料一覧:(本学所蔵)
検索条件
件名:LCSH:Differentialtopology
図書(36 件)
選択行を:
10件
20件
50件
36 件中の 1-10
1
2
3
4
資料名
所在
1
Algebraic and differential topology of robust stability / Edmond A. Jonckheere ; with 79 pictures, computer generated by Chih-Yung Cheng, Chung-Kuang Chu, and Murilo G. Coutinho. -- Oxford University Press, 1997.
理数学
415:J
2
Algebraic and geometrical methods in topology : Conference on Topological Methods in Algebraic Topology SUNY Binghamton, October 3-7, 1973 / edited by L. F. McAuley ; : Germany, : U.S.. -- Springer-Verlag, 1974 [i.e. 1975]. -- (Lecture notes in mathematics ; 428).
図書館(書庫)
414.8:C
3
Analytic D-modules and applications / by Jan-Erik Björk. -- Kluwer Academic Publishers, c1993. -- (Mathematics and its applications ; v. 247).
理数学
415.7:B
4
Complex, contact and symmetric manifolds : in honor of L. Vanhecke / Oldřich Kowalski, Emilio Musso, Domenico Perrone, editors. -- Birkhäuser, c2005. -- (Progress in mathematics ; v. 234).
理数学
414.7:K
5
Convex integration theory : solutions to the h-principle in geometry and topology / David Spring. -- Birkhäuser, 2010. -- (Modern Birkhäuser classics).
理数学
415.7:S
6
Differential forms in algebraic topology / Raoul Bott, Loring W. Tu ; : us, : gw. -- Springer-Verlag, c1982. -- (Graduate texts in mathematics ; 82).
理数学
415.7:B
7
Differential geometry and topology : with a view to dynamical systems / Keith Burns, Marian Gidea. -- Chapman & Hall/CRC, 2005. -- (Studies in advanced mathematics).
理数学
414.7:B
8
Differential topology / Amiya Mukherjee. -- 2nd ed. -- Birkhäuser, .
理数学
415.7:M
9
Differential topology / C.T.C. Wall ; : hardback. -- Cambridge University Press, 2016. -- (Cambridge studies in advanced mathematics ; 156).
理数学
415.7:W
10
Differential topology. -- American Mathematical Society, c2007. -- (Collected papers of John Milnor ; 3).
理数学
415.7:M
36 件中の 1-10
1
2
3
4
選択行を:
▲ページトップへ
動画を再生するにはvideoタグをサポートしたブラウザが必要です。
カナ
英字
EXC
ギリシャ
キリル
ハングル
EXC
EXC
EXC
EXC
EXC
EXC
EXC
EXC
EXC
EXC
EXC
EXC
EXC
EXC
EXC
EXC
EXC
EXC
EXC
EXC
EXC
EXC
EXC
EXC
EXC
EXC
EXC
초성
중성
종성