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Results: 1 to 30 of 52 found      Go to page: 1 2

[1] V. A. Vassiliev. Cohomology and Poincar\'e duality. The Student Mathematical Library 14 (2001) 119-127.
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[2] V. A. Vassiliev. Main properties of singular homology groups and their computation. The Student Mathematical Library 14 (2001) 83-94.
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[3] V. A. Vassiliev. Morse theory. The Student Mathematical Library 14 (2001) 103-117.
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[4] V. A. Vassiliev. Smooth manifolds. The Student Mathematical Library 14 (2001) 49-57.
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[5] V. A. Vassiliev. Homology of cell spaces. The Student Mathematical Library 14 (2001) 95-101.
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[6] V. A. Vassiliev. Coverings. The Student Mathematical Library 14 (2001) 21-23.
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[7] V. A. Vassiliev. Topological spaces and operations with them. The Student Mathematical Library 14 (2001) 1-8.
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[8] V. A. Vassiliev. Homotopy groups and homotopy equivalence. The Student Mathematical Library 14 (2001) 9-19.
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[9] V. A. Vassiliev. Multiplication in cohomology (and homology). The Student Mathematical Library 14 (2001) 137-144.
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[10] V. A. Vassiliev. Introduction to Topology. The Student Mathematical Library 14 (2001) MR MR1816237.
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[11] V. A. Vassiliev. Some applications of homology theory. The Student Mathematical Library 14 (2001) 129-135.
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[12] V. A. Vassiliev. Relative homotopy groups and the exact sequence of a pair. The Student Mathematical Library 14 (2001) 35-40.
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[13] V. A. Vassiliev. Homology: Basic definitions and examples. The Student Mathematical Library 14 (2001) 69-81.
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[14] V. A. Vassiliev. Cell spaces ($CW$-complexes). The Student Mathematical Library 14 (2001) 25-33.
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[15] V. A. Vassiliev. Fiber bundles. The Student Mathematical Library 14 (2001) 41-48.
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[16] V. A. Vassiliev. The degree of a map. The Student Mathematical Library 14 (2001) 59-68.
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[17] Robert E. Gompf and András I. Stipsicz. Notation, important figures. Graduate Studies in Mathematics 20 (1999) 533-539.
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[18] Robert E. Gompf and András I. Stipsicz. Symplectic 4-manifolds. Graduate Studies in Mathematics 20 (1999) 385-417.
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[19] Robert E. Gompf and András I. Stipsicz. Solutions. Graduate Studies in Mathematics 20 (1999) 455-531.
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[20] Robert E. Gompf and András I. Stipsicz. Branched covers and resolutions. Graduate Studies in Mathematics 20 (1999) 239-281.
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[21] Robert E. Gompf and András I. Stipsicz. Stein surfaces. Graduate Studies in Mathematics 20 (1999) 419-451.
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[22] Robert E. Gompf and András I. Stipsicz. Complex surfaces. Graduate Studies in Mathematics 20 (1999) 67-95.
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[23] Robert E. Gompf and András I. Stipsicz. Introduction. Graduate Studies in Mathematics 20 (1999) 3-36.
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[24] Robert E. Gompf and András I. Stipsicz. Surfaces in 4-manifolds. Graduate Studies in Mathematics 20 (1999) 37-65.
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[25] Robert E. Gompf and András I. Stipsicz. 4-Manifolds and Kirby Calculus. Graduate Studies in Mathematics 20 (1999) MR MR1707327.
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[26] Robert E. Gompf and András I. Stipsicz. Kirby calculus. Graduate Studies in Mathematics 20 (1999) 139-196.
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[27] Robert E. Gompf and András I. Stipsicz. Cobordisms, $h$-cobordisms and exotic $\mathbb {R}^{4,}$s. Graduate Studies in Mathematics 20 (1999) 339-383.
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[28] Robert E. Gompf and András I. Stipsicz. Handlebodies and Kirby diagrams. Graduate Studies in Mathematics 20 (1999) 99-137.
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[29] Robert E. Gompf and András I. Stipsicz. More examples. Graduate Studies in Mathematics 20 (1999) 197-235.
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[30] Robert E. Gompf and András I. Stipsicz. Elliptic and Lefschetz fibrations. Graduate Studies in Mathematics 20 (1999) 283-338.
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Results: 1 to 30 of 52 found      Go to page: 1 2