A note about the problem of conformal deformation of metrics in the unit ball.
A Note Concerning a Statement of Hollcroft.
A note on a hermitian analog of Einstein spaces
A note on almost s-tangent structures
A note on bidifferential calculi and bihamiltonian systems
In this note we discuss the geometrical relationship between bi-Hamiltonian systems and bi-differential calculi, introduced by Dimakis and Möller–Hoissen.
A Note on Billiard Systems in Finsler Plane with Elliptic Indicatrices
A note on Bochner type theorems for complete manifolds.
A note on characteristic classes
This paper studies the relationship between the sections and the Chern or Pontrjagin classes of a vector bundle by the theory of connection. Our results are natural generalizations of the Gauss-Bonnet Theorem.
A note on Chen's basic equality for submanifolds in a Sasakian space form.
A note on codimension-1 foliations
A Note on compact Kähler manifolds with Nef Tangent Bundles.
A note on conformal vector fields on a Riemannian manifold
We consider an n-dimensional compact Riemannian manifold (M,g) and show that the presence of a non-Killing conformal vector field ξ on M that is also an eigenvector of the Laplacian operator acting on smooth vector fields with eigenvalue λ > 0, together with an upper bound on the energy of the vector field ξ, implies that M is isometric to the n-sphere Sⁿ(λ). We also introduce the notion of φ-analytic conformal vector fields, study their properties, and obtain a characterization of n-spheres...
A note on constant geodesic curvature curves on surfaces
A note on counting cuspidal excursions.
A Note on Curvature-like Invariants of Some Connections on Locally Decomposable Spaces
A note on equichordal graphs
A note on Euclidean spheres.
A note on extremal functions for sharp Sobolev inequalities.
A note on Fiedler-Moravek combinatorial problem
A note on flat noncommutative connections
It is proven that every flat connection or covariant derivative ∇ on a left A-module M (with respect to the universal differential calculus) induces a right A-module structure on M so that ∇ is a bimodule connection on M or M is a flat differentiable bimodule. Similarly a flat hom-connection on a right A-module M induces a compatible left A-action.