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| Preprint | Author(s) |
Title |
Download(s) |
|---|---|---|---|
| 1997-64 | A formula for constructing curves over finite fields with many rational points | ||
| 1992-75 | A finite morphism which does not preserve rational equivalence | ||
| 1991-41 | A few examples of elliptic threefolds with trivial canonical buncle | ||
| 1992-28 | A few comments on N = 2 supersymmetric Landau-Ginzburg theories | ||
| 1994-70 | A family of Kähler-Einstein manifolds | ||
| 2007-34 | A family of embedding spaces | ||
| 1988-50 | A family of cubic rational maps and mappings of cubic polynomials | ||
| 2000-58 | A direct proof of Davis' non-immersion theorem and a generalization | ||
| 2011-12 | A dichotomy for minimal sets of fibre-preserving maps in graph bundles | ||
| 2007-140 | A description of Baer-Suzuki type of the solvable radical of a finite group | ||
| 2006-82 | A C^*-analogue of Kazhdan's property (T) | ||
| 1990-53 | A converse of Bézout's theorem | ||
| 1992-42 | A convergence theorem in the geometry of Alexandrov space | ||
| 1985-29 | A conformal lower bound for the smallest eigenvalue of the Dirac operator and Killing spinors |
No files. |
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| 2001-35 | A condition on surfaces the unit normal projection of which is a harmonic morphism | ||
| 1996-21 | A Computation Of The Basic Invariant J+ For Closed 2-Vertex Curves | ||
| 1987-4 | A comparison of deformations and orbit closure | ||
| 1984-19 | A compactness theorem for surfaces with $L_p$-bounded second fundamental form | ||
| 2006-143 | A commutator description of the solvable radical of a finite group | ||
| 1999-121 | A class of real-analytic surfaces in the 3-Euclidian space | ||
| 1996-121 | A Claculus For Classical Psuedo-Differential Operators With Non-Smooth Symbols | ||
| 2009-44 | A Chen model for mapping spaces and the surface product | ||
| 1984-15 | A characterization of Tits Buildings by Metric Properties | ||
| 1988-11 | A characterization of the Veronese surface | ||
| 1993-51 | A Characterization of the Uniform Transmission Property for Pseudodifferential Operators |
