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
シリーズ名：Cambridge tracts in mathematics
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46 件中の　1-1012345
資料名所在
1Lectures on contact 3-manifolds, holomorphic curves and intersection theory / Chris Wendl ; : hardback. -- Cambridge University Press, 2020. -- (Cambridge tracts in mathematics ; 220).理数学 414:W
2Singularities of the minimal model program / János Kollár ; with the collaboration of Sándor Kovács. -- Cambridge University Press, 2013. -- (Cambridge tracts in mathematics ; 200).理数学 411.8:K
3Introduction and cocycle problem / Anatole Katok, Viorel Nițica. -- Cambridge University Press, 2011. -- (Cambridge tracts in mathematics ; 185 . Rigidity in higher rank Abelian group actions ; v. 1).理数学 411.6:K:1
4Multiplicities and Chern classes in local algebra / Paul C. Roberts ; : pbk. -- Cambridge University Press, 2008. -- (Cambridge tracts in mathematics ; 133).理数学 411.7:R
5Duality and perturbation methods in critical point theory / Nassif Ghoussoub ; : pbk. -- Cambridge University Press, 2008. -- (Cambridge tracts in mathematics ; 107).理数学 413:G
6Affine differential geometry : geometry of affine immersions / Katsumi Nomizu, Takeshi Sasaki ; : pbk. -- Cambridge University Press, 2008. -- (Cambridge tracts in mathematics ; 111).理数学 414.7:N
7Fourier integrals in classical analysis / Christopher D. Sogge ; : pbk. -- Cambridge University Press, 2008. -- (Cambridge tracts in mathematics ; 105).理数学 413.5:S
8Birational geometry of algebraic varieties / János Kollár, Shigefumi Mori ; with the collaboration of C.H. Clemens, A. Corti ; : pbk. -- Cambridge University Press, 2008, c1998. -- (Cambridge tracts in mathematics ; 134).理数学 411.8:K
9Polynomials and vanishing cycles / Mihai Tibăr ; : hbk.. -- Cambridge University Press, 2007. -- (Cambridge tracts in mathematics ; 170).理数学 411.3:T
10Projective differential geometry old and new : from the Schwarzian derivative to the cohomology of diffeomorphism groups / V. Ovsienko, S. Tabachnikov ; : hardback. -- Cambridge University Press, 2005. -- (Cambridge tracts in mathematics ; 165).理数学 414.4:O
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