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Information Center for Mathematical Science

PAC

Information Center for Mathematical Science

2018년 연구강의록

총 파일 열람 483219번

총 10764건

10724 SMALL GAPS BETWEEN ZEROS OF TWISTED L-FUNCTIONS - K. SOUNDARARAJAN (Stanford University)
10723 CONTINUOUS LOWER BOUNDS FOR MOMENTS OF ZETA AND L-FUNCTIONS - KANNAN SOUNDARARAJAN (Stanford University)
10722 THE IDEAL OF RELATIONS FOR THE RING OF INVARIANTS OF n POINTS ON THE LINE - RAVI VAKIL (Stanford University)
10721 MNEV-STURMFELS UNIVERSALITY FOR SCHEMES - RAVI VAKIL (Stanford University)
10720 DISCRIMINANTS IN THE GROTHENDIECK RING - RAVI VAKIL (Stanford University)
10719 DIFFRACTION FROM CONORMAL SINGULARITIES - ANDRAS VASY (Stanford University)
10718 SEMICLASSICAL RESOLVENT ESTIMATES AT TRAPPED SETS - ANDRAS VASY (Stanford University)
10717 FROM RESOLVENT ESTIMATES TO DAMPED WAVES - ANDRAS VASY (Stanford University)
10716 SPECTRAL THEORY FOR THE WEIL-PETERSSON LAPLACIAN ON THE RIEMANN MODULI SPACE - ANDRAS VASY (Stanford University)
10715 Multi-scale discrete approximations of Fourier integral operators associated with canonical transformations and caustics - András Vasy (Stanford University)
10714 THE INVERSE PROBLEM FOR THE LOCAL GEODESIC RAY TRANSFORM - ANDRAS VASY (Stanford University)
10713 ISOPERIMETRIC AND WEINGARTEN SURFACES IN THE SCHWARZSCHILD MANIFOLD - SIMON BRENDLE (Stanford University)
10712 A MINKOWSKI-TYPE INEQUALITY FOR HYPERSURFACES IN THE ANTI-DESITTER-SCHWARZSCHILD MANIFOLD - SIMON BRENDLE (Stanford University)
10711 ROTATIONAL SYMMETRY OF SELF-SIMILAR SOLUTIONS TO THE RICCI FLOW - SIMON BRENDLE (Stanford University)
10710 ROTATIONAL SYMMETRY OF RICCI SOLITONS IN HIGHER DIMENSIONS - SIMON BRENDLE (Stanford University)
10709 Rigidity phenomena involving scalar curvature - Simon Brendle (Stanford University)
10708 Unique Functionals and Representations of Hecke Algebras - Daniel Bump (Stanford University)
10707 Schubert Eisenstein Series - Daniel Bump (Stanford University)
10706 Factorial Schur Functions and the Yang-Baxter Equation - Daniel Bump (Stanford University)
10705 Whittaker Functions and Demazure Operators - Daniel Bump (Stanford University)