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Now showing items 778-807 of 1763
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Nachweis periodischer Lösungen in nichtautonomen Systemen mit Hilfe des Brouwerschen Fixpunktsatzes
Natural affinors on higher order cotangent bundle
The natural affinors on $(J^rT^*)^*$
Natural affinors on $r$-jet prolongation of the tangent bundle
The natural affinors on some fiber product preserving gauge bundle functors of vector bundles
Natural affinors on time-dependent Weil bundles
Natural extension of a congruence of a lattice to its lattice of convex sublattices
Natural functions on $T\sp *T\sp {(r)}$ and $T\sp *T\sp {r\ast}$
Natural liftings of $(0,2)$-tensor fields to the tangent bundle
Naturally reductive homogeneous $(\alpha ,\beta )$-metric spaces
Natural operations on holomorphic forms
Natural operators in the view of Cartan geometries
Natural operators lifting functions to bundle functors on fibered manifolds
The natural operators lifting vector fields to generalized higher order tangent bundles
The natural operators lifting vector fields to $(J\sp rT\sp *)\sp *$
Natural transformations of 2-quasijets
Natural transformations of connections on the first principal prolongation
Natural transformations of semi-holonomic 3-jets
Natural transformations of separated jets
Natural transformations of symplectic structures into Poisson's and Jacobi's brackets
Natural transformations of the second tangent functor into itself
Natural transformations transforming vector fields into affinors on the extended $r$-th order tangent bundles
The natural transformations $TT^{(r)}\to TT^{(r)}$
Natural vector fields and 2-vector fields on the tangent bundle of a pseudo-Riemannian manifold
Natural vector fields on tangent bundles
Natural weak factorization systems
Nearly Kähler and nearly parallel $G\sb 2$-structures on spheres
Necessary and sufficient conditions for finally vanishing oscillatory solutions in second order delay equations
Necessary and sufficient conditions for stability of Volterra integro-dynamic equation on time scales
Necessary and sufficient conditions for the convergence of approximate Picard's iterates for nonlinear boundary value problems
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