Department of Mathematics

Parent: UC Santa Cruz

eScholarship stats: Breakdown by Item for December, 2024 through March, 2025

ItemTitleTotal requestsDownloadView-only%Dnld
0ms6b2gzProfinite properties of algebraically clean graphs of free groups3352815.2%
3c41x28cChains in CR geometry as geodesics of a Kropina metric3032710.0%
5nt3z8v1p-adic L-functions and Euler systems: a tale in two trilogies29121741.4%
6tw8n95xGap phenomena and curvature estimates for conformally compact Einstein manifolds2942513.8%
4583z8xvArithmetic of arithmetic Coxeter groups232218.7%
01n253rdConformal Ricci flow on asymptotically hyperbolic manifolds22111150.0%
5rm5w502Modified mean curvature flow of star-shaped hypersurfaces in hyperbolic space2214863.6%
8p83m011Min-max minimal disks with free boundary in riemannian manifolds221214.5%
8gn049c3A note on static spaces and related problems2171433.3%
5x99t347Stability of the surface area preserving mean curvature flow in Euclidean space2081240.0%
3qh4j8qbExistence of good sweepouts on closed manifolds1941521.1%
3905j8kqBubblesandcrashes:Gradientdynamicsinfinancial markets1751229.4%
3j18g1spEndotrivial complexes170170.0%
7bz6f4n3On the diagonal susceptibility of the 2D Ising model170170.0%
0dm6k0qxThe −+ and −+ constructions for biset functors1621412.5%
76q410whNo Infinite Spin for Planar Total Collision161156.3%
93p4c58mAlmost Global Solutions of the Eikonal Equation1661037.5%
9wn7j80dSymmetric regularization, reduction and blow-up of the planar three-body problem1621412.5%
4796z94jThe Kepler Cone, Maclaurin Duality and Jacobi-Maupertuis metrics1531220.0%
55c6k9htOn scalar curvature rigidity of vacuum static spaces1541126.7%
6sd3b9mpDistribution functions for largest eigenvalues and their applications150150.0%
9512b72cOn Picard groups of blocks of finite groups151146.7%
3p89c602Stratification in tensor triangular geometry with applications to spectral Mackey functors140140.0%
4zk21667The Honest Embedding Dimension of a Numerical Semigroup1431121.4%
6mn2x9vwHypersurfaces in hyperbolic space with support function146842.9%
86j2v038Estimates for the energy density of critical points of a class of conformally invariant variational problems146842.9%
8rf4t5w4Scalar invariants of surfaces in the conformal 3-sphere via Minkowski spacetime138561.5%
06g660f8Random Words, Toeplitz Determinants and Integrable Systems. II120120.0%
1226b2xbClosed Geodesics in Alexandrov Spaces of Curvature Bounded from Above1221016.7%
1d93s5xmDropping Bodies121118.3%
29r2j8r8Uniformity of harmonic map heat flow at infinite time121118.3%
3m66g3nrCompactification of the energy surfaces for n bodies1221016.7%
8mj875ndNo infinite spin for planar total collision1221016.7%
9fm2d9s6On $n$-superharmonic functions and some geometric applications120120.0%
9nj5n7m9On the uniqueness of the foliation of spheres of constant mean curvature in asymptotically flat 3-manifolds123925.0%
0j92r42zClassical n-body scattering with long-range potentials111109.1%
1rs6r4kkOn the topology of conformally compact Einstein 4-manifolds110110.0%
3cq122sbSymmetric regularization, reduction and blow-up of the planar three-body problem113827.3%
3s45c8b1Oscillating about coplanarity in the 4 body problem110110.0%
4kg558b7Möbius and Laguerre geometry of Dupin Hypersurfaces113827.3%
5d44f8gvThe spectrum of derived Mackey functors110110.0%
9808z6pbDropping Bodies113827.3%
0dh775h7The negative energy N-body problem has finite diameter102820.0%
3wn016swStratification and the comparison between homological and tensor triangular support100100.0%
5kp5z9t2A characterization of finite étale morphisms in tensor triangular geometry100100.0%
6q472228Level-Spacing Distributions and the Bessel Kernel100100.0%
7k657713The -adic -functions of evil Eisenstein series100100.0%
8df3j0tnWeakly horospherically convex hypersurfaces in hyperbolic space103730.0%
9q5945xnOn nonnegatively curved hypersurfaces in Hn+1103730.0%
18w074tvEvading Anderson localization in a one-dimensional conductor with correlated disorder9090.0%

Note: Due to the evolving nature of web traffic, the data presented here should be considered approximate and subject to revision. Learn more.