1. A Coproduct Structure on Symplectic Cohomology Kenigsberg, Lea 2023 Theses MathematicsCohomology operationsManifolds (Mathematics)
2. A homotopical description of Deligne–Mumford compactifications Deshmukh, Yash Uday 2023 Theses MathematicsRiemann surfacesHomotopy theoryOperadsCohomology operations
3. C² estimates in non-Kähler geometry Smith, Kevin Jacob 2023 Theses MathematicsMonge-Ampère equationsDifferential equations, Parabolic--Numerical solutionsDifferential equations, Elliptic--Numerical solutionsContinuum (Mathematics)GeometryComplex manifolds
4. CM congruences and anticyclotomic Euler systems Lee, Yu-Sheng 2023 Theses MathematicsAutomorphic formsIwasawa theoryCohomology operationsField extensions (Mathematics)
5. Monopoles and Dehn twists on contact 3-manifolds Muñoz Echániz, Juan Álvaro 2023 Theses MathematicsTopologyHomeomorphismsFloer homology
6. Open/closed correspondence and mirror symmetry Yu, Song 2023 Theses MathematicsMirror symmetryBranesDuality theory (Mathematics)Gromov-Witten invariantsHypergeometric functions
7. Path properties of KPZ models Das, Sayan 2023 Theses MathematicsStochastic partial differential equationsStatistical mechanics--Mathematical modelsStochastic processes--Mathematical modelsPolymers--Mathematical modelsBrownian bridges (Mathematics)
8. Ricci flow and positivity of curvature on manifolds with boundary Chow, Tsz Kiu Aaron 2023 Theses MathematicsRicci flowManifolds (Mathematics)Curvature
9. The geometry of polymers and other results in the KPZ universality class Zhu, Weitao 2023 Theses MathematicsPolymers--Mathematical modelsGeometryRandom variables--Mathematical modelsParabola
10. The Harris-Venkatesh conjecture for derived Hecke operators Zhang, Robin 2023 Theses MathematicsHecke operatorsForms, ModularModular curves
11. Webs and Foams of Simple Lie Algebras Thatte, Mrudul Madhav 2023 Theses MathematicsCircleCalculusFrobenius algebrasCombinatorial analysisFunctor theory
12. Derived Hecke Operators on Unitary Shimura Varieties Atanasov, Stanislav Ivanov 2022 Theses MathematicsHomology theoryCohomology operations
13. Geometric pullback formula for unitary Shimura varieties Dung, Nguyen Chi 2022 Theses MathematicsNumber theoryArithmetical algebraic geometryAutomorphic formsShimura varietiesL-functions
14. Geometry of q-bic Hypersurfaces Cheng, Raymond 2022 Theses MathematicsHypersurfacesGeometry, Algebraic
15. On chains of monoids and their representation rings Sitaraman, Maithreya Aravind 2022 Theses MathematicsMonoidsRepresentations of rings (Algebra)Algebraic topologyPolynomials
16. Resolutions, bounds, and dimensions for derived categories of varieties Olander, Noah 2022 Theses MathematicsAlgebraic spacesSheaf theory
17. Sections and unirulings of families over the projective line Pieloch, Alexander 2022 Theses MathematicsAlgebra, HomologicalHomology theoryAnalytic functionsAlgebraic varieties
18. Some results in weak KPZ universality Parekh, Shalin 2022 Theses MathematicsStochastic partial differential equationsApplied mathematics
19. Spectral Moments of Rankin-Selberg L-functions Kwan, Chung Hang 2022 Theses MathematicsSpectral theory (Mathematics)Functions
20. Structure and symmetry of singularity models of mean curvature flow Zhu, Jingze 2022 Theses MathematicsCurvatureSymmetry
21. The cubic Pell equation L-function Hinkle, Gerhardt Nicholaus Farley 2022 Theses MathematicsPell's equationEquations, CubicFunctions, ThetaEigenvaluesForms, Quadratic
22. A renormalization approach to the Liouville quantum gravity metric Falconet, Hugo Pierre 2021 Theses MathematicsQuantum gravity--MathematicsGaussian Markov random fieldsString models
23. Asymptotic representations of shifted quantum affine algebras from critical K-theory Liu, Huaxin 2021 Theses MathematicsAffine algebraic groupsQuantum groupsToroidal harmonics
24. Calculus Misconceptions of Undergraduate Students McDowell, Yonghong L. 2021 Theses Mathematics--Study and teaching (Higher)Mathematics--Study and teaching (Higher)--Psychological aspectsProblem solving--Study and teachingErrorsUndergraduatesCalculus--Study and teaching (Higher)
25. Eisenstein series for G₂ and the symmetric cube Bloch--Kato conjecture Mundy, Samuel Raymond 2021 Theses MathematicsEisenstein seriesAutomorphic functions
26. Elliptic stable envelopes and 3d mirror symmetry Kononov, Iakov 2021 Theses MathematicsPhysicsGeometry, EnumerativeMirror symmetrySymplectic geometry
27. Floer Homology via Twisted Loop Spaces Rezchikov, Semen 2021 Theses MathematicsFloer homologyHomology theoryLoop spaces
28. Large deviations of the KPZ equation, Markov duality and SPDE limits of the vertex models Lin, Yier 2021 Theses MathematicsStochastic modelsDuality theory (Mathematics)Markov processes--Mathematical models
29. Moduli of stable maps with fields Picciotto, Renata 2021 Theses MathematicsMappings (Mathematics)
30. On the Kahler Ricci flow, positive curvature in Hermitian geometry and non-compact Calabi-Yau metrics Tong, Cheng Yu 2021 Theses MathematicsGeometryManifolds (Mathematics)Hermitian structures
31. Planarity and the mean curvature flow of pinched submanifolds in higher codimension Naff, Keaton 2021 Theses MathematicsManifolds (Mathematics)Curvature
32. Relative Gromov-Witten Invariants - A Computation Dolfen, Clara 2021 Theses MathematicsManifolds (Mathematics)Gromov-Witten invariantsFiber bundles (Mathematics)
33. Some Exactly Solvable Models And Their Asymptotics Rychnovsky, Mark 2021 Theses MathematicsBrownian motion processesEpidemiologyMathematical modelsStochastic processes--Mathematical modelsProbabilities
34. Admissible subcategories of del Pezzo surfaces Pirozhkov, Dmitrii 2020 Theses MathematicsSurfaces, AlgebraicDimension theory (Algebra)
35. Arbitrage Theory Under Portfolio Constraints Li, Zhi 2020 Theses MathematicsFinance--Mathematical modelsProbabilitiesStock exchangesPortfolio management--Mathematical models
36. Cellular dg-categories and their applications to homotopy theory of A-infinity categories Kravets, Oleksandr 2020 Theses MathematicsAlgebra, HomologicalTopologyAlgebra, AbstractTopological spaces
37. Discrete Gibbsian line ensembles and weak noise scaling for directed polymers Wu, Xuan 2020 Theses MathematicsProbabilitiesMathematical physics
38. Jones grading from symplectic Khovanov homology Cheng, Zhechi 2020 Theses MathematicsHomology theory
39. Moduli of Surfaces and Applications to Curves Marinescu, Monica 2020 Theses MathematicsCurves, Algebraic
40. On the enumerative geometry of branched covers of curves Lian, Carl 2020 Theses MathematicsCurves, AlgebraicGeometry, Enumerative
41. On Wrapped Fukaya Category and loop space of Lagrangians in a Liouville Manifold Zhang, Zhongyi 2020 Theses MathematicsSymplectic geometryAlgebraic topology
42. Polygenic adaptation after a sudden change in environment Hayward, Laura K. 2020 Theses MathematicsBiologyEvolution (Biology)Adaptation (Biology)Ecological assessment (Biology)
43. Quantum Cohomology of Slices of the Affine Grassmannian Danilenko, Ivan 2020 Theses MathematicsGeometry, AlgebraicCohomology operationsString modelsSymplectic and contact topology
44. Relative Gromov-Witten theory and vertex operators Wang, Shuai 2020 Theses MathematicsGromov-Witten invariantsVertex operator algebras
45. Topics in Stochastic Portfolio Theory: Pathwise Generation of Trading Strategies, and Portfolio Theory in Open Markets Kim, Donghan 2020 Theses MathematicsFinanceStock exchangesPortfolio management--Mathematical modelsInvestments
46. Blowup rate control for solution of Jang's equation and its application on Penrose inequality Yu, Wenhua 2019 Theses MathematicsInequalities (Mathematics)Blowing up (Algebraic geometry)
47. Brauer class over the Picard scheme of curves Ma, Qixiao 2019 Theses MathematicsBrauer groupsPicard schemesAlgebra
48. Fourier expansions for Eisenstein series twisted by modular symbols and the distribution of multiples of real points on an elliptic curve Cowan, Alexander 2019 Theses MathematicsDiophantine approximationFourier seriesCurves, Elliptic
49. Non-compact geometric flows: long time existence and type II singularities Choi, Beomjun 2019 Theses MathematicsGeometry, DifferentialSingularities (Mathematics)
50. On the Picard functor in formal-rigid geometry Li, Shizhang 2019 Theses MathematicsPicard groupsGeometry, AlgebraicHodge theoryp-adic analysis
51. Optimal Transport and Equilibrium Problems in Mathematical Finance Tan, Xiaowei 2019 Theses MathematicsFinanceFinance--Mathematical modelsEquilibriumFinance--Statistical methods
52. p-adic L-functions for non-critical adjoint L-values Lee, Pak Hin 2019 Theses MathematicsForms, Modularp-adic numbersCohomology operationsQuadratic fields
53. Some canonical metrics on Kähler orbifolds Faulk, Mitchell 2019 Theses MathematicsOrbifoldsKählerian structuresGeometry, Differential
54. The linear stability of Reissner-Nordström spacetime for small charge Giorgi, Elena 2019 Theses MathematicsSpace and timeStability
55. The two-legged K-theoretic equivariant vertex Osinenko, Anton 2019 Theses MathematicsGeometryGeometry, Enumerative
56. An intersection number formula for CM-cycles in Lubin-Tate spaces Li, Qirui 2018 Theses MathematicsNumber theoryGeometry, Algebraic
57. Completed Symplectic Cohomology and Liouville Cobordisms Venkatesh, Saraswathi 2018 Theses MathematicsCohomology operationsSymplectic groupsCobordism theoryInvariantsFloer homology
58. Dominating varieties by liftable ones van Dobben de Bruyn, Remy 2018 Theses MathematicsGeometry, AlgebraicAlgebra, Abstract
59. Equidimensional adic eigenvarieties for groups with discrete series Gulotta, Daniel Robert 2018 Theses MathematicsSeriesp-adic groups
60. Growth rate of 3-manifold homologies under branched covers Cornish, James Stevens 2018 Theses MathematicsLow-dimensional topologyAlgebra, HomologicalFloer homology
61. K-theoretic enumerative geometry and the Hilbert scheme of points on a surface Arbesfeld, Noah 2018 Theses MathematicsGeometry, EnumerativeHilbert schemes
62. On Constraints Imposed by Independent Gonal Morphisms for a Curve Jiang, Feiqi 2018 Theses MathematicsCurvesRiemann surfacesGeometry
63. Quantum K-theory and the Baxter Operator Pushkar, Petr 2018 Theses MathematicsK-theoryGrassmann manifoldsTopologyQuantum groups
64. The coupled Ricci flow and the anomaly flow over Riemann surface Huang, Zhijie 2018 Theses MathematicsRicci flowRiemann surfaces
65. The Hull-Strominger system in complex geometry Picard, Sebastien F. 2018 Theses MathematicsGeometryTopologyEvolution equations
66. The linear stability of the Schwarzschild spacetime in the harmonic gauge: odd part Hung, Pei-Ken 2018 Theses MathematicsEinstein field equationsSpace and timeDifferential equations, Linear
67. Topics in Walsh Semimartingales and Diffusions: Construction, Stochastic Calculus, and Control Yan, Minghan 2018 Theses MathematicsSemimartingales (Mathematics)Walsh functionsStochastic control theory
68. A Large Sieve Zero Density Estimate for Maass Cusp Forms Lewis, Paul Dunbar 2017 Theses MathematicsSieves (Mathematics)Cusp forms (Mathematics)
69. Distinguished representations of the metaplectic cover of GL(n) Petkov, Vladislav Vladilenov 2017 Theses MathematicsLinear algebraic groupsForms, Modular
70. Linear Stability of Schwarzschild Spacetime Keller, Jordan 2017 Theses MathematicsSchwarzschild black holesSpace and time
71. Relative Orbifold Donaldson-Thomas Theory and the Degeneration Formula Zhou, Zijun 2017 Theses MathematicsDonaldson-Thomas invariantsOrbifolds
72. Stable Basis and Quantum Cohomology of Cotangent Bundles of Flag Varieties Su, Changjian 2017 Theses MathematicsFlag manifoldsHomology theory
73. The Gauss curvature flow : Regularity and Asymptotic Behavior Choi, Kyeongsu 2017 Theses MathematicsHypersurfacesCurvature
74. Tropical geometry of curves with large theta characteristics Deopurkar, Ashwin 2017 Theses MathematicsTropical geometryCurves
75. Unoriented skein relations for grid homology and tangle Floer homology Wong, C.-M. Michael 2017 Theses MathematicsFloer homology
76. A GL(3) Kuznetsov Trace Formula and the Distribution of Fourier Coefficients of Maass Forms Guerreiro, João Leitão 2016 Theses EigenvaluesMathematicsTrace formulasWeyl's problem
77. A local relative trace formula for spherical varieties Filip, Ioan 2016 Theses Combinatorial geometryGeometry, AlgebraicMathematicsTrace formulas
78. An alternative proof of genericity for unitary group of three variables Wang, Chongli 2016 Theses Unitary groupsGroup theoryMellin transformMathematicsTrace formulas
79. Conformally invariant random planar objects Benoist, Stephane 2016 Theses Ising modelStatistical mechanics--Mathematical modelsConformal invariantsStatistical mechanicsMathematics
80. Derived Categories of Moduli Spaces of Semistable Pairs over Curves Potashnik, Natasha 2016 Theses Moduli theoryMathematicsDerived categories (Mathematics)Geometry, Algebraic
81. Dualization and deformations of the Bar-Natan—Russell skein module Heyman, Andrea L. 2016 Theses MathematicsDuality theory (Mathematics)Quantum theory--MathematicsTorus (Geometry)
82. Dynamics, Graph Theory, and Barsotti-Tate Groups: Variations on a Theme of Mochizuki Krishnamoorthy, Raju 2016 Theses Geometry, HyperbolicShimura varietiesMathematicsExponential functions
83. Dynamics of Large Rank-Based Systems of Interacting Diffusions Bruggeman, Cameron 2016 Theses Diffusion--Mathematical modelsDispersion--Mathematical modelsPorous materials--Mathematical modelsPortfolio management--Mathematical modelsDiffusion processesMathematicsStatistics
84. Kuranishi atlases and genus zero Gromov-Witten invariants Castellano, Robert 2016 Theses Moduli theoryPseudoholomorphic curvesGromov-Witten invariantsInvariantsMathematics
85. Nearly Overconvergent Forms and p-adic L-Functions for Symplectic Groups Liu, Zheng 2016 Theses MathematicsL-functionsAutomorphic formsCurves, EllipticHecke algebrasEigenvaluesShimura varieties
86. Periodic symplectic cohomologies and obstructions to exact Lagrangian immersions Zhao, Jingyu 2016 Theses Symplectic geometryHomology theoryMathematics
87. Quantum difference equations for quiver varieties Smirnov, Andrey 2016 Theses Quantum theory--MathematicsK-theoryDifference equationsWeyl groupsMathematics
88. Quasi-local energy and isometric embedding Gimre, Karsten Trevor 2016 Theses Isometrics (Mathematics)Generalized spacesMathematics
89. Relative Trace Formula for SO₂ × SO₃ and the Waldspurger Formula Krishna, Rahul Marathe 2016 Theses Trace formulasMathematicsLinear algebraic groupsTorus (Geometry)
90. Simultaneous twists of elliptic curves and the Hasse principle for certain K3 surfaces Pal, Vivek 2016 Theses MathematicsEquationsGeometry, DifferentialCurves, Elliptic
91. Viscosity Characterizations of Explosions and Arbitrage Wang, Yinghui 2016 Theses Business mathematicsDifferential equations, PartialViscosity solutionsHamilton-Jacobi equationsArbitrageMathematicsFinance
92. A Minkowski-Type Inequality for Hypersurfaces in the Reissner-Nordstrom-Anti-deSitter Manifold Wang, Zhuhai 2015 Theses MathematicsMinkowski geometryHypersurfacesManifolds (Mathematics)Inequalities (Mathematics)
93. A Proof of Looijenga's Conjecture via Integral-Affine Geometry Engel, Philip 2015 Theses MathematicsGeometry, AffineCurves, AlgebraicSmoothing (Numerical analysis)
94. Equivariant Gromov-Witten Theory of GKM Orbifolds Zong, Zhengyu 2015 Theses MathematicsGromov-Witten invariantsOrbifoldsToric varieties
95. On a Spectral Bound for Congruence Subgroup Families in SL(3,Z) Heath, Timothy Christopher 2015 Theses MathematicsCongruences (Geometry)Hausdorff measures
96. Partial differential equations and variational approaches to constant scalar curvature metrics in Kähler geometry Rubin, Daniel Ilan 2015 Theses MathematicsScalar field theoryCurves, AlgebraicMonge-Ampère equations
98. Singular Solutions to the Monge-Ampere Equation Mooney, Connor R. 2015 Theses MathematicsMonge-Ampère equationsHausdorff measures
99. The Parity of Analytic Ranks among Quadratic Twists of Elliptic Curves over Number Fields Balsam, Nava Kayla 2015 Theses MathematicsCurves, Elliptic
100. A Spacetime Alexandrov Theorem Wang, Ye-Kai 2014 Theses MathematicsSpace and timeMathematical analysisSubmanifolds