On pairs of non measurable linear varieties in A.
On p-analytic tensors.
On para-A-Einstein manifolds.
On parabolic Whittaker functions II
We propose a Givental-type stationary phase integral representation for the restricted Grm,N-Whittaker function, which is expected to describe the (S 1×U N)-equivariant Gromov-Witten invariants of the Grassmann variety Grm,N. Our key tool is a generalization of the Whittaker model for principal series U(gl N)-modules, and its realization in the space of functions of totally positive unipotent matrices. In particular, our construction involves a representation theoretic derivation of the Batyrev-Ciocan-Fontanine-Kim-van...
On para-Kählerian manifolds and on skew symmetric Killing vector fields carried by .
On para-Kähler-Norden structures on the tangent bundles
The main purpose of this article is to investigate the paraholomorphy property of the Sasaki and Cheeger-Gromoll metrics by using compatible paracomplex stuctures on the tangent bundle.
On parallel vector fields of subbundles of vector bundles with linear and nonlinear connections.
On para-Nordenian structures
The aim of this paper is to investigate para-Nordenian properties of the Sasakian metrics in the cotangent bundle.
On partially pseudo symmetric -contact Riemannian manifolds.
On peculiarity of the case among the -state Ising-like models.
On Perelman’s functional with curvature corrections
In recent ten years, there has been much concentration and increased research activities on Hamilton’s Ricci flow evolving on a Riemannian metric and Perelman’s functional. In this paper, we extend Perelman’s functional approach to include logarithmic curvature corrections induced by quantum effects. Many interesting consequences are revealed.
On piecewise flat surfaces in the sense of Toralballa
On pinched manifolds with fundamental group
On Poncelet's porism
We consider circular annuli with Poncelet's porism property. We prove two identities which imply Chapple's, Steiner's and other formulas. All porisms can be expressed in the form in which elliptic functions are not used.
On Probalistic Commutative Spaces.
On projectable objects on fibred manifolds
The aim of this paper is to study the projectable and -projectable objects (tensors, derivations and linear connections) on the total space of a fibred manifold , where is a normalization of .
On Pseudo Metric Semi-Symmetric Connections
On pseudo metric semi-symmetric connections.
On pseudo Ricci-symmetric manifolds.
On pseudosymmetric para-Kähler manifolds