Pierre Albin, Eric Leichtnam, Rafe Mazzeo, and Paolo Piazza, Hodge theory on Cheeger spaces, To appear, Jour. Reine Angew. Math.P. Albin, E. Leichtnam, R. Mazzeo, and P. Piazza, Hodge theory on Cheeger spaces,
Spacetime Meshing of Stratified Spaces for Spacetime Discontinuous Galerkin Methods in Arbitrary Spatial Dimensions University of Illinois at Urbana-Champaign (2019) Google Scholar [11] A.N. Hirani Discrete Exterior Calculus California Institute of Technology (2003) Google Scholar [12] F. Collino, T....
and hodge integrals article 14 september 2018 explore related subjects discover the latest articles and news from researchers in related subjects, suggested using machine learning. differential geometry ordinary differential equations mathematics in the humanities and social sciences differential equations mathema...
Here σ≥ 0 is a (fixed) material constant, and κ(t, x) is the signed curvature of St at x. The local well-posedness theory for (1.1) has been studied intensively. Naturally, the irrotational problem has enjoyed the most attention, but as will become clear, vorticity in the ...
119.Arzu Boysal_ Multiple Bernoulli series and volumes of moduli spaces of flat 54:38 120.Ana Caraiani_ Vanishing theorems for Shimura varieties at infinite level 01:04:37 121.Matthew Morrow_ Relative integral p-adic Hodge theory 01:09:07 122.Javier Fresán_ Symmetric power moments of ...
119.Arzu Boysal_ Multiple Bernoulli series and volumes of moduli spaces of flat 54:38 120.Ana Caraiani_ Vanishing theorems for Shimura varieties at infinite level 01:04:37 121.Matthew Morrow_ Relative integral p-adic Hodge theory 01:09:07 122.Javier Fresán_ Symmetric power moments of ...
G2-manifolds Machine learning Hodge numbers Crowley-Nördstrom invariant Contact Calabi-Yau manifolds 1. Introduction Motivation Since its inception in 2017 [1], [2], [3], [4], the study of Calabi-Yau (CY) manifolds in the context of string theory compactifications, using machine learnin...
The second family has a very simple generating series, and we recover it through surprisingly involved computations using intersection theory of moduli spaces of curves and differentials. Keywords Riemann surfaces · Meromorphic differentials · Integrable systems · Moduli spaces of curves Mathematics ...
See Appendix A with basic informations on Hodge theory and Appendix B on general versions of the well-known Biot – Savart formula in three dimensions. We should not confuse the Helmholtz – Hodge decomposition with Ladyzhenskaya’s for simply connected domains (on irrotational and solenoidal compo...
119.Arzu Boysal_ Multiple Bernoulli series and volumes of moduli spaces of flat 54:38 120.Ana Caraiani_ Vanishing theorems for Shimura varieties at infinite level 01:04:37 121.Matthew Morrow_ Relative integral p-adic Hodge theory 01:09:07 122.Javier Fresán_ Symmetric power moments of ...