Monatshefte für Mathematik, ISSN 0026-9255, 8/2019, Volume 189, Issue 4, pp. 595 - 609

We introduce the notion of Lipschitz p-compact operators. We show that they can be seen as a natural extension of the linear p-compact operators of Sinha and...

Lipschitz operators | Primary 47B07 | Secondary 26A16 | 47L20 | Lipschitz p -compact operators | 47B10 | Mathematics, general | Mathematics | Locally p -compact mappings | Lipschitz-free p -compact mappings | Lipschitz-free p-compact mappings | Lipschitz p-compact operators | Locally p-compact mappings | MATHEMATICS | NUCLEAR | ADJOINTS | OPERATORS | IDEALS

Lipschitz operators | Primary 47B07 | Secondary 26A16 | 47L20 | Lipschitz p -compact operators | 47B10 | Mathematics, general | Mathematics | Locally p -compact mappings | Lipschitz-free p -compact mappings | Lipschitz-free p-compact mappings | Lipschitz p-compact operators | Locally p-compact mappings | MATHEMATICS | NUCLEAR | ADJOINTS | OPERATORS | IDEALS

Journal Article

2019, ISBN 303897644X

Following the tremendous reception of our first volume on topological groups called ""Topological Groups: Yesterday, Today, and Tomorrow"", we now present our...

coarse structure | descriptive set theory | group representation | thick set | free topological group | character | selectively sequentially pseudocompact | separable topological group | quotient group | Chabauty topology | pseudo-?-bounded | topological group | free precompact Boolean group | right-angled Artin groups | Neretin’s group | coarse space | ultrafilter space | endomorphism | separable | absolutely closed topological group | tree | strongly pseudocompact | Gromov’s compactification | dynamical system | semigroup compactification | tame function | compact topological semigroup | vast set | space of closed subgroups | reflexive group | Lie group | matrix coefficient | maximal ideal | topological semigroup | ballean | continuous inverse algebra | extension | subgroup | Thompson’s group | scale | isomorphic embedding | arrow ultrafilter | H-space | paratopological group | pseudocompact | Ramsey ultrafilter | fibre bundle | locally compact group | product | large set in a group | Vietoris topology | topological group of compact exponent | Bourbaki uniformity | p-compact | mapping cylinder | syndetic set | p-adic Lie group | Boolean topological group | non-trivial convergent sequence | fixed point algebra | polish group topologies | varieties of coarse spaces | piecewise syndetic set | maximal space

coarse structure | descriptive set theory | group representation | thick set | free topological group | character | selectively sequentially pseudocompact | separable topological group | quotient group | Chabauty topology | pseudo-?-bounded | topological group | free precompact Boolean group | right-angled Artin groups | Neretin’s group | coarse space | ultrafilter space | endomorphism | separable | absolutely closed topological group | tree | strongly pseudocompact | Gromov’s compactification | dynamical system | semigroup compactification | tame function | compact topological semigroup | vast set | space of closed subgroups | reflexive group | Lie group | matrix coefficient | maximal ideal | topological semigroup | ballean | continuous inverse algebra | extension | subgroup | Thompson’s group | scale | isomorphic embedding | arrow ultrafilter | H-space | paratopological group | pseudocompact | Ramsey ultrafilter | fibre bundle | locally compact group | product | large set in a group | Vietoris topology | topological group of compact exponent | Bourbaki uniformity | p-compact | mapping cylinder | syndetic set | p-adic Lie group | Boolean topological group | non-trivial convergent sequence | fixed point algebra | polish group topologies | varieties of coarse spaces | piecewise syndetic set | maximal space

eBook

Revista de la Real Academia de Ciencias Exactas, Físicas y Naturales. Serie A. Matemáticas, ISSN 1578-7303, 10/2018, Volume 112, Issue 4, pp. 1431 - 1441

We define the finest order on inductive limits of ordered cones which makes the linear mappings monotone and gives rise to the definition of inductive limit...

Inductive limits | Locally convex cones | Secondary 46A20 | 46A03 | Theoretical, Mathematical and Computational Physics | Mathematics, general | Mathematics | Duality | Applications of Mathematics | Primary 46M40 | MATHEMATICS

Inductive limits | Locally convex cones | Secondary 46A20 | 46A03 | Theoretical, Mathematical and Computational Physics | Mathematics, general | Mathematics | Duality | Applications of Mathematics | Primary 46M40 | MATHEMATICS

Journal Article

Mediterranean Journal of Mathematics, ISSN 1660-5446, 8/2014, Volume 11, Issue 3, pp. 913 - 927

In Motallebi and Saiflu [3], products and direct sums of cones have been investigated based on convex quasi-uniform structures. In this paper, we define the...

product and direct sum | 20K25 | X -topology | Mathematics, general | Mathematics | 46A20 | Locally convex cone | X-topology | MATHEMATICS | MATHEMATICS, APPLIED

product and direct sum | 20K25 | X -topology | Mathematics, general | Mathematics | 46A20 | Locally convex cone | X-topology | MATHEMATICS | MATHEMATICS, APPLIED

Journal Article

Applied Categorical Structures, ISSN 0927-2852, 12/2007, Volume 15, Issue 5, pp. 541 - 572

We provide the appropriate common ‘(pre)framework’ for various central results of domain theory and topology, like the Lawson duality of continuous domains,...

54D45 | locally compact | Mathematics | Theory of Computation | saturated | duality | Geometry | Secondary 03E25 | open filter | 18B30 | quasiframe | Convex and Discrete Geometry | well-filtered | domain | sober | preframe | spatial | Mathematical Logic and Foundations | Primary 06B35 | Saturated | Spatial | Sober | Well-filtered | Duality | Preframe | Open filter | Quasiframe | Domain | Locally compact | MATHEMATICS

54D45 | locally compact | Mathematics | Theory of Computation | saturated | duality | Geometry | Secondary 03E25 | open filter | 18B30 | quasiframe | Convex and Discrete Geometry | well-filtered | domain | sober | preframe | spatial | Mathematical Logic and Foundations | Primary 06B35 | Saturated | Spatial | Sober | Well-filtered | Duality | Preframe | Open filter | Quasiframe | Domain | Locally compact | MATHEMATICS

Journal Article

Positivity, ISSN 1385-1292, 3/2017, Volume 21, Issue 1, pp. 449 - 472

We consider ordered cones of continuous cone-valued functions on a locally compact Hausdorff space, endowed with appropriate locally convex topologies. Using...

Korovkin type approximation | cone-valued functions | locally convex cones | Mathematics | 46A20 | 47B60 | Operator Theory | 47B38 | Fourier Analysis | Potential Theory | 46A03 | 46E10 | Calculus of Variations and Optimal Control; Optimization | Econometrics | MATHEMATICS | APPROXIMATION | Studies

Korovkin type approximation | cone-valued functions | locally convex cones | Mathematics | 46A20 | 47B60 | Operator Theory | 47B38 | Fourier Analysis | Potential Theory | 46A03 | 46E10 | Calculus of Variations and Optimal Control; Optimization | Econometrics | MATHEMATICS | APPROXIMATION | Studies

Journal Article

Positivity, ISSN 1385-1292, 6/2002, Volume 6, Issue 2, pp. 115 - 127

On a given cone (resp. vector space) $$\mathcal{Q}$$ we consider an initial topology and order induced by a family of linear operators into a second cone...

Operator Theory | Fourier Analysis | Potential Theory | positive linear functionals | locally convex cones | Calculus of Variations and Optimal Control | Mathematics | Econometrics | Optimization | Positive linear functionals | Locally convex cones | MATHEMATICS | Studies | Linear programming | Mathematical models

Operator Theory | Fourier Analysis | Potential Theory | positive linear functionals | locally convex cones | Calculus of Variations and Optimal Control | Mathematics | Econometrics | Optimization | Positive linear functionals | Locally convex cones | MATHEMATICS | Studies | Linear programming | Mathematical models

Journal Article

Proceedings of the American Mathematical Society, ISSN 0002-9939, 07/1998, Volume 126, Issue 7, pp. 1973 - 1982

We prove a uniform boundedness theorem for families of linear operators on ordered cones. Using the concept of locally convex cones we introduce the notions of...

Series convergence | Mathematical theorems | Marital property | Topological theorems | Topological vector spaces | Linear transformations | Mathematical functions | Mathematics | Topology | Vector spaces | Locally convex cones | Uniform boundedness theorem | uniform boundedness theorem | MATHEMATICS | MATHEMATICS, APPLIED | locally convex cones

Series convergence | Mathematical theorems | Marital property | Topological theorems | Topological vector spaces | Linear transformations | Mathematical functions | Mathematics | Topology | Vector spaces | Locally convex cones | Uniform boundedness theorem | uniform boundedness theorem | MATHEMATICS | MATHEMATICS, APPLIED | locally convex cones

Journal Article

Transactions of the American Mathematical Society, ISSN 0002-9947, 12/1996, Volume 348, Issue 12, pp. 5065 - 5085

We introduce linear functionals on an ordered cone that are minimal with respect to a given subcone. Using concepts developed for Choquet theory we observe...

Algebra | Mathematical theorems | Mathematical integrals | Radon | Potential theory | Scalars | Mathematical functions | Topology | Continuous functions | Locally convex cones | Abstract integrals | MATHEMATICS | abstract integrals | K PQ MATHEMATICS | locally convex cones

Algebra | Mathematical theorems | Mathematical integrals | Radon | Potential theory | Scalars | Mathematical functions | Topology | Continuous functions | Locally convex cones | Abstract integrals | MATHEMATICS | abstract integrals | K PQ MATHEMATICS | locally convex cones

Journal Article

No results were found for your search.

Cannot display more than 1000 results, please narrow the terms of your search.