We present a new class of Lipschitz operators on Euclidean lattices that we call lattice
Lipschitz maps, and we prove that the associated McShane and Whitney formulas provide …

A new stochastic approach for the approximation of (nonlinear) Lipschitz operators in
normed spaces by their eigenvectors is shown. Different ways of providing integral …

Current work defines Schmidt representation of a bilinear operator T: H 1× H 2→ K, where H
1, H 2 and K are separable Hilbert spaces. Introducing the concept of singular value and …

Lattice Lipschitz operators define a new class of nonlinear Banach-lattice-valued maps that
can be written as diagonal functions with respect to a certain basis. In the n-dimensional …

[EN] We present a new class of Lipschitz operators on Euclidean lattices that we call lattice
Lipschitz maps, and we prove that the associated McShane and Whitney formulas provide …

We present McShane and Whitney extension formulas for a new class of Lipschitz operators
on Banach lattices, that we call lattice Lipschitz maps. Using them, and based on the …