Volume Number, Inthispaper Idenotesanaturalnumber, Let Kbeafield, Let M, Mbematricesover K. Thefunctor, Foreveryfield K, ...
thenotationandterminologyforthispaper.
(3) Let VbeanAbelianadd-associativerightzeroedrightcomplementable (2008)
Volume Number, Let Vbeanonemptyrlsstructure, Let M, Nbeaffinesubsetsof V, ...
parallelismofsubsets,orthogonalityofsubsetsandtopologyofthespace.In particular,tointroducethetopologyofrealunitaryspace,wediscussthemetric...
Jianguo Cao and Frederico Xavier (2007)
Jianguo Cao, Frederico Xavier, Let M
Let M 2n be a compact Riemannian manifold of non-positive sectional curvature. It is shown that if M 2n is homeomorphic to a Kahler manifold, then its Euler number satisfies the inequality (\Gamma1)...
A Differential Invariant Related to the First Eigenvalue of the Laplacian (2007)
The Erwin, Schrodinger International Boltzmanngasse, Leonid Friedlander Nikolai, Leonid Friedl, Nikolai Nadirashvili, Nikolai Nadirashvili, ...
this paper we prove two theorems.
The Loewner-Pu Inequality, Isosystolic Estimates, And Quasi-Conformal Geometry (2007)
Introduction Let M 2 be a compact two dimensional manifold and let g be any smooth Riemannian metric on M 2 . Let Area(g) be the area of this metric and sys 1 (g) the length of the shortest...
Topological Pressure For Geodesic Flows (2007)
. We give a Riemannian formula for the topological pressure of the geodesic ow of a closed Riemannian manifold. As a consequence we derive an asymptotic formula for the stable norm in cohomology in...
Jianguo Cao, Frederico Xavier, Let M
Let M 2n be a compact Riemannian manifold of non-positive sectional curvature. It is shown that if M 2n is homeomorphic to a Kahler manifold, then its Euler number satisfies the inequality (\Gamma1)...
Unification of Kinded Infinite Trees (2007)
Vasco Thudichum Vasconcelos, Let M, Also Denoted M
We study the problem of unifying infinite trees with variables subject to constraints on the trees they may be substituted for. The constraints are given by mappings from variables to trees, called...
TOPOLOGICAL PRESSURE FOR GEODESIC FLOWS (2007)
Dedicated to Detlef Gromoll on his sixtieth birthday Abstract. We give a Riemannian formula for the topological pressure of the geodesic flow of a closed Riemannian manifold. As a consequence we...
On the Infinitesimal Isometries of Manifolds with Killing Spinors (2000)
We study the Lie algebra of infinitesimal isometries of 7--dimensional simply connected manifolds with Killing spinors. We obtain some splitting theorems for the action of this algebra on the space...
The K-Homology Class Of The Euler Characteristic Operator Is Trivial (1997)
. On any manifold M n , the de Rham operator D = d + d (with respect to a complete Riemannian metric), with the grading of forms by parity of degree, gives rise by Kasparov theory to a class [D] 2 KO...
The Loewner-Pu Inequality, Isosystolic Estimates, And Quasi-Conformal Geometry (1997)
Introduction Let M 2 be a compact two dimensional manifold and let g be any smooth Riemannian metric on M 2 . Let Area(g) be the area of this metric and sys 1 (g) the length of the shortest...
Scientiarum Fennicae, Eric M. Freden, Let M
. Let G be a negatively curved group. This paper continues the classification of limit points of G that began in part I. A probability measure is constructed on the space at infinity and with respect...
Bloch Invariants Of Hyperbolic 3-Manifolds
Walter D. Neumann, Jun Yang, Let M
. We define an invariant fi(M) of a finite volume hyperbolic 3manifold M in the Bloch group B(C ) and show it is determined by the simplex parameters of any degree one ideal triangulation of M . We...
On the 3-Connected Matroids That Are Minimal Having a Fixed Spanning Restriction
Manoel Lemos, James Oxley, Let M
Let N be a minor of a 3-connected matroid M and let M' be a 3-connected minor of M that is minimal having N as a minor. This paper commences the study of the problem of finding a best-possible...
Journal Of Integer, Yuriy Tarannikov, Let M
We study the minimal density of letters in in nite square-free words. First, we give some de nitions of minimal density in in nite words and prove their equivalence. Further, we propose a method that...