Factorization of polynomials in several variables.- Programming languages as tools for the formulation of concepts.- Non-standard models for arithmetic and analysis.- On factorization of manifolds.- Homeomorphisms with a given dilatation.- From the classical theory of jacobian varieties.- Recent developments in the theory of discontinuous groups of motions of symmetric spaces.- The corona theorem.- Polynomial approximation.
Factorization of polynomials in several variables.- Programming languages as tools for the formulation of concepts.- Non-standard models for arithmetic and analysis.- On factorization of manifolds.- Homeomorphisms with a given dilatation.- From the classical theory of jacobian varieties.- Recent developments in the theory of discontinuous groups of motions of symmetric spaces.- The corona theorem.- Polynomial approximation.
Factorization of polynomials in several variables.- Programming languages as tools for the formulation of concepts.- Non-standard models for arithmetic and analysis.- On factorization of manifolds.- Homeomorphisms with a given dilatation.- From the classical theory of jacobian varieties.- Recent developments in the theory of discontinuous groups of motions of symmetric spaces.- The corona theorem.- Polynomial approximation.
Factorization of polynomials in several variables.- Programming languages as tools for the formulation of concepts.- Non-standard models for arithmetic and analysis.- On factorization of manifolds.- Homeomorphisms with a given dilatation.- From the classical theory of jacobian varieties.- Recent developments in the theory of discontinuous groups of motions of symmetric spaces.- The corona theorem.- Polynomial approximation.
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