电子科学学刊：英文版, ISSN 0217-9822, 2012, Volume 29, Issue 3, pp. 319 - 327

Abstract In this paper, the concepts of （α,β） vague mappings, surjective （α,β） vague mappings, injective （α,β...

Engineering | TP313.13 | ( α, β ) vague partition | Injective ( α, β ) vague mappings | Surjective ( α, β ) vague mappings | ( α, β ) vague monomorphism | Vague mappings | Electrical Engineering | Injective (α, β) vague mappings | (α, β) vague partition | (α, β) vague monomorphism | Surjective (α, β) vague mappings

Engineering | TP313.13 | ( α, β ) vague partition | Injective ( α, β ) vague mappings | Surjective ( α, β ) vague mappings | ( α, β ) vague monomorphism | Vague mappings | Electrical Engineering | Injective (α, β) vague mappings | (α, β) vague partition | (α, β) vague monomorphism | Surjective (α, β) vague mappings

Journal Article

Proyecciones, ISSN 0716-0917, 03/2019, Volume 38, Issue 1, pp. 59 - 82

Journal Article

Optimization Letters, ISSN 1862-4472, 10/2014, Volume 8, Issue 7, pp. 2127 - 2134

In this paper we provide a sufficient conditions that under them a vector quasimonotone set-valued mapping transfer to a vector monotone set-valued mapping...

Monotone map | Vector pseudomonotone map | Vector quasimonotone map | Computational Intelligence | Operations Research/Decision Theory | Numerical and Computational Physics | Mathematics | Optimization | Surjective property | TRANSLATIONS | MATHEMATICS, APPLIED | OPERATIONS RESEARCH & MANAGEMENT SCIENCE | MAPS

Monotone map | Vector pseudomonotone map | Vector quasimonotone map | Computational Intelligence | Operations Research/Decision Theory | Numerical and Computational Physics | Mathematics | Optimization | Surjective property | TRANSLATIONS | MATHEMATICS, APPLIED | OPERATIONS RESEARCH & MANAGEMENT SCIENCE | MAPS

Journal Article

Mathematical Notes, ISSN 0001-4346, 1/2016, Volume 99, Issue 1, pp. 192 - 195

In the paper, quadratic mappings acting from one finite-dimensional space to another are studied...

Mathematics, general | stable surjectivity | Mathematics | quadratic mapping | quadratic surjective mapping | MATHEMATICS | MAPS

Mathematics, general | stable surjectivity | Mathematics | quadratic mapping | quadratic surjective mapping | MATHEMATICS | MAPS

Journal Article

Nonlinear Analysis, ISSN 0362-546X, 06/2014, Volume 102, pp. 84 - 90

.... When conditions are strengthened, this mapping reaches at most finitely many times the fixed value throughout the entire space...

Condensing mapping | Surjective implicit function theorem | Compact mapping | Continuation method | [formula omitted]-homotopy | Fredholm mapping | Fixed point | Proper mapping | homotopy | MATHEMATICS | MATHEMATICS, APPLIED | C-1-homotopy | Construction | Perturbation methods | Proving | Condensing | Nonlinearity | Mapping | Banach space | Continuation methods

Condensing mapping | Surjective implicit function theorem | Compact mapping | Continuation method | [formula omitted]-homotopy | Fredholm mapping | Fixed point | Proper mapping | homotopy | MATHEMATICS | MATHEMATICS, APPLIED | C-1-homotopy | Construction | Perturbation methods | Proving | Condensing | Nonlinearity | Mapping | Banach space | Continuation methods

Journal Article

Gazi University Journal of Science, ISSN 1303-9709, 2013, Volume 26, Issue 1, pp. 47 - 50

Journal Article

Topology and its Applications, ISSN 0166-8641, 09/2017, Volume 229, pp. 85 - 105

.... This hyperspace is endowed with the Vietoris topology. For a given mapping between Hausdorff spaces f:X...

Surjective map | Open map | Quotient map | Pseudo-open map | Light map | Induced mapping | Strong light map | 1-Sequence covering map | Finite-to-1 map | Monotone map | Almost-open map | Homeomorphism | Hyperspace of nontrivial convergent sequences | Closed map | Sequence covering map | MATHEMATICS, APPLIED | Homeomorphism Monotone map | MATHEMATICS | INDUCED MAPS | OPENNESS

Surjective map | Open map | Quotient map | Pseudo-open map | Light map | Induced mapping | Strong light map | 1-Sequence covering map | Finite-to-1 map | Monotone map | Almost-open map | Homeomorphism | Hyperspace of nontrivial convergent sequences | Closed map | Sequence covering map | MATHEMATICS, APPLIED | Homeomorphism Monotone map | MATHEMATICS | INDUCED MAPS | OPENNESS

Journal Article

Central European Journal of Mathematics, ISSN 1895-1074, 2008, Volume 6, Issue 4, pp. 497 - 503

Let K be a CW-complex of dimension 3 such that H-3(K;Z) = 0 and M-Q8 the orbit space of the 3-sphere S-3 with respect to the action of the quaternion group...

Linear systems | Cohomology with local coefficients | Quaternion group | Strongly surjective map | MATHEMATICS | quaternion group | strongly surjective map | linear systems | cohomology with local coefficients

Linear systems | Cohomology with local coefficients | Quaternion group | Strongly surjective map | MATHEMATICS | quaternion group | strongly surjective map | linear systems | cohomology with local coefficients

Journal Article

Functional Analysis and Its Applications, ISSN 0016-2663, 1/2019, Volume 53, Issue 1, pp. 61 - 64

The solvability of the equation A(x) = f(x) on the sphere of a Hilbert space and the dimension of its solution set are studied in the case where A is a closed surjective operator and f is an odd Lipschitz mapping...

Functional Analysis | Analysis | surjective operator | contraction mapping | Mathematics | Lipschitz constant | topological dimension | MATHEMATICS | MATHEMATICS, APPLIED

Functional Analysis | Analysis | surjective operator | contraction mapping | Mathematics | Lipschitz constant | topological dimension | MATHEMATICS | MATHEMATICS, APPLIED

Journal Article

Fundamenta Mathematicae, ISSN 0016-2736, 2006, Volume 192, Issue 3, pp. 195 - 214

Let K be a CW-complex of dimension 3 such that H-3 (K; Z) = 0, and M a closed manifold of dimension 3 with a base point a E M. We study the problem of...

Complexes with zero top cohomology | Manifolds with abelian fundamental group | Cohomology with local coefficients | Strongly surjective map | MATHEMATICS | complexes with zero top cohomology | strongly surjective map | cohomology with local coefficients | manifolds with abelian fundamental group

Complexes with zero top cohomology | Manifolds with abelian fundamental group | Cohomology with local coefficients | Strongly surjective map | MATHEMATICS | complexes with zero top cohomology | strongly surjective map | cohomology with local coefficients | manifolds with abelian fundamental group

Journal Article

Nonlinear Analysis, ISSN 0362-546X, 2010, Volume 73, Issue 4, pp. 835 - 839

Sufficient conditions are given to assert that a C 1 -proper mapping defined on a compact embedding between Banach spaces over K has a fixed point...

Surjective Implicit Function Theorem | Compact embedding | Coercive mapping | [formula omitted]-homotopy | Continuation methods | Fixed point | Proper mapping | Zorn’s lemma | Zorn's lemma | homotopy | EXISTENCE | MATHEMATICS, APPLIED | NUMBER | MATHEMATICS | ZERO POINTS | C-1-homotopy | Nonlinearity | Mapping | Banach space | Images | Proving

Surjective Implicit Function Theorem | Compact embedding | Coercive mapping | [formula omitted]-homotopy | Continuation methods | Fixed point | Proper mapping | Zorn’s lemma | Zorn's lemma | homotopy | EXISTENCE | MATHEMATICS, APPLIED | NUMBER | MATHEMATICS | ZERO POINTS | C-1-homotopy | Nonlinearity | Mapping | Banach space | Images | Proving

Journal Article

12.
Full Text
Universal mappings for certain classes of operators and polynomials between Banach spaces

Mathematische Nachrichten, ISSN 0025-584X, 12/2017, Volume 290, Issue 17-18, pp. 2788 - 2799

A well‐known result of J. Lindenstrauss and A. Pełczyński (1968) gives the existence of a universal non‐weakly compact operator between Banach spaces. We show...

Primary: 46G25; Secondary: 47B10 | 47H60 | surjective operator ideals | universal polynomial | universal operator | Ideals of homogeneous polynomials | MATHEMATICS | IDEALS

Primary: 46G25; Secondary: 47B10 | 47H60 | surjective operator ideals | universal polynomial | universal operator | Ideals of homogeneous polynomials | MATHEMATICS | IDEALS

Journal Article

Annales Academiae Scientiarum Fennicae Mathematica, ISSN 1239-629X, 2017, Volume 42, Issue 2, pp. 525 - 534

Given a surjective mapping f : E -> F between Banach spaces, we investigate the existence of a subspace G of E, with the same density character as F, such that the restriction of f to G remains surjective...

Nonlinear quotient | Density character | Smooth surjective mapping | Surjective restriction | Uniformly open map | MATHEMATICS | uniformly open map | FIBRATIONS | BANACH-SPACES | MANIFOLDS | nonlinear quotient | surjective restriction | density character

Nonlinear quotient | Density character | Smooth surjective mapping | Surjective restriction | Uniformly open map | MATHEMATICS | uniformly open map | FIBRATIONS | BANACH-SPACES | MANIFOLDS | nonlinear quotient | surjective restriction | density character

Journal Article

Revista de la Real Academia de Ciencias Exactas, Físicas y Naturales. Serie A. Matemáticas, ISSN 1578-7303, 7/2019, Volume 113, Issue 3, pp. 1795 - 1798

... restriction · Density-surjective mapping Mathematics Subject Classiﬁcation Primary 54E40 · 54C65 1 Introduction In recent years, there has been an increasing interest...

Primary 54E40 | 54C65 | Surjective restriction | Theoretical, Mathematical and Computational Physics | Mathematics, general | Mathematics | Applications of Mathematics | Density-surjective mapping | Open surjective function | MATHEMATICS | Metric space

Primary 54E40 | 54C65 | Surjective restriction | Theoretical, Mathematical and Computational Physics | Mathematics, general | Mathematics | Applications of Mathematics | Density-surjective mapping | Open surjective function | MATHEMATICS | Metric space

Journal Article

Journal of Mathematical Analysis and Applications, ISSN 0022-247X, 2010, Volume 367, Issue 1, pp. 29 - 33

We show a unified method of proving the existence of C 1 -Fréchet smooth and Lipschitz mappings which are surjective or whose range of the derivative contains the whole dual unit ball...

Fréchet smoothness | Surjective mappings | MATHEMATICS | MATHEMATICS, APPLIED | SMOOTH | Frechet smoothness | Derivatives (Financial instruments)

Fréchet smoothness | Surjective mappings | MATHEMATICS | MATHEMATICS, APPLIED | SMOOTH | Frechet smoothness | Derivatives (Financial instruments)

Journal Article

Topology Proceedings, ISSN 0146-4124, 2012, Volume 40, pp. 53 - 62

Conference Proceeding

Journal of Mathematical Analysis and Applications, ISSN 0022-247X, 11/2017, Volume 455, Issue 2, pp. 1579 - 1596

Surjective isometries in a given unitarily invariant norm on n-by-n complex matrices and with respect to Jordan product, are classified. Moreover, the similar...

Surjective preserver | Matrix algebra | Unitarily invariant function | Jordan product | MATHEMATICS | MATHEMATICS, APPLIED | MAPPINGS | ISOMETRIES | Computer science | Electrical engineering | Algebra

Surjective preserver | Matrix algebra | Unitarily invariant function | Jordan product | MATHEMATICS | MATHEMATICS, APPLIED | MAPPINGS | ISOMETRIES | Computer science | Electrical engineering | Algebra

Journal Article

Applied Mathematics and Computation, ISSN 0096-3003, 2001, Volume 121, Issue 2, pp. 391 - 395

Sufficient conditions are given to assert that differentiable mappings and differentiable proper mappings between R n and R m share a value...

Compact mapping | Surjective implicit function theorem | Zero point | C1-homotopy | Continuation methods | Proper mapping | homotopy | EXISTENCE | MATHEMATICS, APPLIED | surjective implicit function theorem | proper mapping | compact mapping | zero point | continuation methods | C-1-homotopy

Compact mapping | Surjective implicit function theorem | Zero point | C1-homotopy | Continuation methods | Proper mapping | homotopy | EXISTENCE | MATHEMATICS, APPLIED | surjective implicit function theorem | proper mapping | compact mapping | zero point | continuation methods | C-1-homotopy

Journal Article

JOURNAL OF NONLINEAR AND CONVEX ANALYSIS, ISSN 1345-4773, 2017, Volume 18, Issue 4, pp. 685 - 685

In this paper, we present existence results for the Minty variational inequality associated to a monotone operator with noncompact domain. As a consequence, we...

MATHEMATICS | MATHEMATICS, APPLIED | Monotone mapping | Minty variational inequality | KKM condition | surjective mapping | EQUILIBRIUM PROBLEMS | OPERATORS

MATHEMATICS | MATHEMATICS, APPLIED | Monotone mapping | Minty variational inequality | KKM condition | surjective mapping | EQUILIBRIUM PROBLEMS | OPERATORS

Journal Article

Chinese Annals of Mathematics. Series B, ISSN 0252-9599, 1998, Volume 19, Issue 3, pp. 273 - 280

.... Applications are given to extremum problem and some surjective mappings.

Surjective mapping | Weak P.S. condition | Variational principle | Extremum problem | MATHEMATICS | variational principle | extremum problem | weak PS condition | surjective mapping

Surjective mapping | Weak P.S. condition | Variational principle | Extremum problem | MATHEMATICS | variational principle | extremum problem | weak PS condition | surjective mapping

Journal Article

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