Tauberian operators in -adic analysis.
Tensor products and -nuclear spaces in -adic analysis
Tensor products of non-Archimedean weighted spaces of continuous functions.
The Banach Spaces ...p(n) for large p and n.
The classes of strongly (A,p)-summable sequences of fuzzy numbers.
The construction of normal bases for the space of continuous functions on , with the aid of operators
The differential equation y' = fy in the algebras H(D).
The equation in when is quasi-invertible
The fixed point method for fuzzy approximation of a functional equation associated with inner product spaces.
The Hahn-Banach Theorem surveyed [Book]
The Mackey-Arens and Hahn-Banach theorems for spaces over valued fields
The Maslov dequantization, idempotent and tropical mathematics: a brief introduction.
The meaning of time and covariant superderivatives in supermechanics.
The non-Archimedean Laplace transform.
The non-archimedean space
The non-archimedian space BC(X) with the strict topology.
Let X be a zero-dimensional, Hausdorff topological space and K a field with non-trivial, non-archimedean valuation under which it is complete. Then BC(X) is the vector space of the bounded continuous functions from X to K. We obtain necessary and sufficient conditions for BC(X), equipped with the strict topology, to be of countable type and to be nuclear in the non-archimedean sense.
The -adic -transform
The p-adic differential equation y' = wy in the closed unit disk.
The problems of the non-Archimedean analysis generated by quantum physics
The solution of embedding problems in the framework of GAPs with applications on nonlinear PDEs.