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1
Geometrization of Local Langlands and the Cohomology of Shimura Varieties- [electronic resource]
Geometrization of Local Langlands and the Cohomology of Shimura Varieties- [electronic resource]
Hamann, Linus.Mathematics. | Princeton University. | 2023
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2
Polynomial Representation Ring Versus Cohomology Ring of Flag Varieties for Classical and Exceptional Groups.
Polynomial Representation Ring Versus Cohomology Ring of Flag Varieties for Classical and Exceptional Groups.
Xie, Jiale.Mathematics. | The University of North Carolina at Chapel Hill. | 2022
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3
Singular Cubic Threefolds, and Their Cohomology.
Singular Cubic Threefolds, and Their Cohomology.
Viktorova, Alexandra.Mathematics. | State University of New York at Stony Brook. | 2022
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4
Cohomology Classes Responsible for Brauer-Manin Obstructions, with Applications to Rational and K3 Surfaces.
Cohomology Classes Responsible for Brauer-Manin Obstructions, with Applications to Rational and K3 Surfaces.
Nakahara, Masahiro.Mathematics. | Rice University. | 2018
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5
On Topology and Geometry of the Infinite-Dimensional Space of Fibrations.
On Topology and Geometry of the Infinite-Dimensional Space of Fibrations.
Fang, Ziqi.Mathematics. | University of Pennsylvania. | 2024
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6
Tate Classes and Endoscopy for GSp(4) over Totally Real Fields.
Tate Classes and Endoscopy for GSp(4) over Totally Real Fields.
Sweeting, Naomi.Mathematics. | Harvard University. | 2024
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7
Toroidal Algebra Representations and Equivariant Elliptic Surfaces.
Toroidal Algebra Representations and Equivariant Elliptic Surfaces.
DeHority, Samuel.Mathematics. | Columbia University. | 2024
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8
Construction of Anticyclotomic Euler Systems Using Diagonal Cycles- [electronic resource]
Construction of Anticyclotomic Euler Systems Using Diagonal Cycles- [electronic resource]
Alonso Rodriguez, Raul.Mathematics. | Princeton University. | 2023
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9
Categorical Dynamics on Stable Module Categories- [electronic resource]
Categorical Dynamics on Stable Module Categories- [electronic resource]
Yang, Lucy Z. .Mathematics. | Harvard University. | 2023
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10
On the Graph Homology with Integral Coefficients.
On the Graph Homology with Integral Coefficients.
Levy, Matthew Robert William.Mathematics - Ph.D.. | University of California, Irvine. | 2021
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