-
作者:Graber, T; Pandharipande, R
作者单位:Harvard University; California Institute of Technology
-
作者:Ivanov, NV; McCarthy, JD
作者单位:Michigan State University
摘要:In this paper and its sequel, we prove that injective homomorphisms between Teichmuller modular groups of compact orientable surfaces are necessarily isomorphisms, if an appropriately measured size of the surfaces in question differs by at most one. In particular, we establish the co-Hopfian property for modular groups of surfaces of positive genus.
-
作者:Kohnen, W; Ono, K
作者单位:Ruprecht Karls University Heidelberg; Pennsylvania Commonwealth System of Higher Education (PCSHE); Pennsylvania State University; Pennsylvania State University - University Park
-
作者:Casian, L; Stanton, RJ
作者单位:University System of Ohio; Ohio State University
-
作者:Hwang, JM; Mok, N
作者单位:Seoul National University (SNU); University of Hong Kong
-
作者:Soffer, A; Weinstein, MI
作者单位:Rutgers University System; Rutgers University New Brunswick; University of Michigan System; University of Michigan
摘要:We consider a class of nonlinear Klein-Gordon equations which are Hamiltonian and are perturbations of linear dispersive equations. The unperturbed dynamical system has a bound state, a spatially localized and time periodic solution. We show that, for generic nonlinear Hamiltonian perturbations, all small amplitude solutions decay to zero as time tends to infinity at an anomalously slow rate. In particular, spatially localized and time-periodic solutions of the linear problem are destroyed by ...
-
作者:Gaffney, T; Kleiman, SL
作者单位:Northeastern University; Massachusetts Institute of Technology (MIT)
摘要:We establish the principle of specialization of integral dependence for submodules of finite colength of free modules, as part of the general algebraic-geometric theory of the Buchsbaum-Rim multiplicity. Then we apply the principle to the study of equisingularity of ICIS germs, obtaining results for Whitney's Condition A and Them's Condition A(f). Notably, we describe these equisingularity conditions for analytic families in terms of various numerical invariants, which, for the most part, depe...
-
作者:Friedman, E; Skoruppa, NP
作者单位:Universidad de Chile; Universite de Bordeaux
-
作者:Li, WP; Qin, ZB
作者单位:Hong Kong University of Science & Technology; Oklahoma State University System; Oklahoma State University - Stillwater
-
作者:Mehta, VB; Trivedi, V
作者单位:Tata Institute of Fundamental Research (TIFR)