内容提示: Black holes and modular forms in string theorySameer MurthyDepartment of Mathematics, King’s College London,Strand, London UK WC2R 2LS.SummaryThe study of black holes in string theory has led to the discovery of deep and surprising connec-tions between black holes and modular forms...
String theory is canonically accompanied with a space-time interpretationwhich determines S-matrix-like observables, and connects to the standardphysics at low energies in the guise of local effective field theory. Recently,we have introduced a reformulation of string theory which does not rely on ...
But this is not surprising since the P-metric η provides an isomorphism between forms and vector fields, given by AA = ηABAB, so the generalized Lie derivative and bracket can also be viewed as being labelled or acting on vector fields. By evaluating the commutator explicitly we find that...
String theory is canonically accompanied with a space-time interpretationwhich determines S-matrix-like observables, and connects to the standardphysics at low energies in the guise of local effective field theory. Recently,we have introduced a reformulation of string theory which does not rely on ...
and Kitaev materials.2,4,5,6Despite their crystal-structural versatility and compositional tuneability attracting interest in various realms of solid-state (electro)chemistry, materials science, condensed matter physics and pioneering the discovery of next-generation energy storage materials2,7,8,9,10,...
For now, only one authentication method is implemented: forms style authentication (username and password) via the OAuth2 Resource Owner Password Grant Type. It requires implementation of the IResourceOwnerPasswordValidator interface: public class ResourceOwnerPasswordValidator : IResourceOwnerPassword...
that has been made on some questions about the p -adic slopes of modular forms that were raised by the first author in Buzzard (Astérisque 298:1–15, 2005), discuss strategies for making further progress, and examine other related questions....
We apply differential operators to modular forms on orthogonal groups O(2,ℓ){\mathrm{O}(2,\ell)} to construct infinite families of modular forms on special cycles. These operators generalize the quasi-pullback. The subspaces of theta lifts are pre
Slopes of Modular Forms 来自 Semantic Scholar 喜欢 0 阅读量: 4 作者: D Ulmer 摘要: We formulate a strategy for proving that the number of modular eigenforms of weight w and level pN whose eigenvalue for the Hecke operator Up has a fixed p-adic valuation is bounded independently of w...
We probe part of the phase diagram for the pure gauge theory and find a variety of phases with magnetic condensates leading to various forms of (partial) confinement in complete agreement with the algebraic breaking analysis. Also the order of various transitions is established....