1990, ISBN 0198563329, xiii, 304

Book

1974, ISBN 0080181333, 2 v. (xlviii, 666 p.)

Book

1997, Theory and decision library., ISBN 0792347226, Volume 38., xii, 419

Book

Archive for Rational Mechanics and Analysis, ISSN 0003-9527, 12/2016, Volume 222, Issue 3, pp. 1339 - 1365

The Wasserstein distances W p (p $${\geqq}$$ ≧ 1), defined in terms of a solution to the Monge–Kantorovich problem, are known to be a useful tool to...

Mechanics | Physics, general | Fluid- and Aerodynamics | Statistical Physics, Dynamical Systems and Complexity | Theoretical, Mathematical and Computational Physics | Physics | MATHEMATICS, APPLIED | MECHANICS | Analysis | Force and energy | Equality | Fields (mathematics) | Transport | Kinetic energy | Continuity (mathematics) | Infimum | Transport equations | Texts | Constants | Transporting | Archives | Formulas (mathematics) | Dynamical Systems | Analysis of PDEs | Mathematics

Mechanics | Physics, general | Fluid- and Aerodynamics | Statistical Physics, Dynamical Systems and Complexity | Theoretical, Mathematical and Computational Physics | Physics | MATHEMATICS, APPLIED | MECHANICS | Analysis | Force and energy | Equality | Fields (mathematics) | Transport | Kinetic energy | Continuity (mathematics) | Infimum | Transport equations | Texts | Constants | Transporting | Archives | Formulas (mathematics) | Dynamical Systems | Analysis of PDEs | Mathematics

Journal Article

2008, Synthesis lectures on mathematics and statistics, ISBN 159829802X, Volume 3

The text is designed for use in a 40 lecture introductory course covering linear algebra, multivariable differential calculus, and an introduction to real...

Open set | Homogeneous linear system | Limit point | Column space | Critical point | Supremum | Trigonometric Fourier series | Tangent vector | Spectral theorem | Matrix | Inverse function | Inverse matrix | Vector space | Mathematical analysis | Second derivative test | Echelon form | Subspace | Inner product | Differentiability | Tangent space | Vector | Gram-Schmidt orthogonalization | Permutation | Null space | Determinant | Curve | Sequence | Transpose matrix | Row rank | Directional derivative | Convergent | Contraction mapping | Dot product | Inhomogeneous linear system | Column rank | Algebras, Linear | Adjoint matrix | Submanifold | Linearly dependent | Eigenvalue | Power series | Basis | Gaussian elimination | Nullity | Infimum | Isolated point | Complex series | Tangential gradient | Closed set | Orthogonal complement | Partial derivative | Linearly independent | Gradient | Orthogonal | Eigenvector | Chain rule | Taylor series | Rank | Dimension | Fourier series | Implicit function | Orthogonal projection | Orthonormal basis | Series | Base point | Linear system | Linear transformation | Continuity | Limit | Orthonormal sequence

Open set | Homogeneous linear system | Limit point | Column space | Critical point | Supremum | Trigonometric Fourier series | Tangent vector | Spectral theorem | Matrix | Inverse function | Inverse matrix | Vector space | Mathematical analysis | Second derivative test | Echelon form | Subspace | Inner product | Differentiability | Tangent space | Vector | Gram-Schmidt orthogonalization | Permutation | Null space | Determinant | Curve | Sequence | Transpose matrix | Row rank | Directional derivative | Convergent | Contraction mapping | Dot product | Inhomogeneous linear system | Column rank | Algebras, Linear | Adjoint matrix | Submanifold | Linearly dependent | Eigenvalue | Power series | Basis | Gaussian elimination | Nullity | Infimum | Isolated point | Complex series | Tangential gradient | Closed set | Orthogonal complement | Partial derivative | Linearly independent | Gradient | Orthogonal | Eigenvector | Chain rule | Taylor series | Rank | Dimension | Fourier series | Implicit function | Orthogonal projection | Orthonormal basis | Series | Base point | Linear system | Linear transformation | Continuity | Limit | Orthonormal sequence

Web Resource

6.
Full Text
Schatten classes, nuclearity and nonharmonic analysis on compact manifolds with boundary

Journal de mathématiques pures et appliquées, ISSN 0021-7824, 06/2017, Volume 107, Issue 6, pp. 758 - 783

Given a compact manifold with boundary ∂ , in this paper we introduce a global symbolic calculus of pseudo-differential operators associated to . The symbols...

Nuclearity | Nonharmonic analysis | Schatten classes | Fourier series | Pseudo-differential operators | MATHEMATICS | MATHEMATICS, APPLIED | CALCULUS | CONTINUITY PROPERTIES | PSEUDODIFFERENTIAL-OPERATORS | MODULATION SPACES

Nuclearity | Nonharmonic analysis | Schatten classes | Fourier series | Pseudo-differential operators | MATHEMATICS | MATHEMATICS, APPLIED | CALCULUS | CONTINUITY PROPERTIES | PSEUDODIFFERENTIAL-OPERATORS | MODULATION SPACES

Journal Article

Fractional Calculus and Applied Analysis, ISSN 1311-0454, 02/2017, Volume 20, Issue 1, pp. 7 - 51

This article discusses several definitions of the fractional Laplace operator = — (—Δ) in , also known as the Riesz fractional derivative operator; here ∈...

Dynkin’s characteristic operator | extension technique | 47G30 | fractional Laplacian | singular integral | Bochner’s subordination | 60J35 | Balakrishnan’s formula | 35S05 | Riesz potential | weak definition | INTEGRAL-TRANSFORMS | MATHEMATICS, APPLIED | Bochner's subordination | SHORT SURFACE-WAVES | EXTENSION PROBLEM | ASYMPTOTIC-BEHAVIOR | MATHEMATICS | SLOWLY VARYING FUNCTIONS | FINITE DOCK | MATHEMATICS, INTERDISCIPLINARY APPLICATIONS | Dynkin's characteristic operator | DIFFUSION | CAUCHY PROCESS | DOMAINS | Balakrishnan's formula | SYMMETRIC STABLE PROCESSES | Functions (mathematics) | Operators (mathematics) | Operators | Equivalence | Scripts | Mathematical analysis | Derivatives | Continuity (mathematics) | Mathematics - Analysis of PDEs

Dynkin’s characteristic operator | extension technique | 47G30 | fractional Laplacian | singular integral | Bochner’s subordination | 60J35 | Balakrishnan’s formula | 35S05 | Riesz potential | weak definition | INTEGRAL-TRANSFORMS | MATHEMATICS, APPLIED | Bochner's subordination | SHORT SURFACE-WAVES | EXTENSION PROBLEM | ASYMPTOTIC-BEHAVIOR | MATHEMATICS | SLOWLY VARYING FUNCTIONS | FINITE DOCK | MATHEMATICS, INTERDISCIPLINARY APPLICATIONS | Dynkin's characteristic operator | DIFFUSION | CAUCHY PROCESS | DOMAINS | Balakrishnan's formula | SYMMETRIC STABLE PROCESSES | Functions (mathematics) | Operators (mathematics) | Operators | Equivalence | Scripts | Mathematical analysis | Derivatives | Continuity (mathematics) | Mathematics - Analysis of PDEs

Journal Article

Journal of Mathematical Sciences, ISSN 1072-3374, 2/2019, Volume 237, Issue 2, pp. 191 - 244

The paper contains a review of results on the theory of semirings of continuous functions.

Mathematics, general | Mathematics | Continuity (mathematics) | Rings (mathematics)

Mathematics, general | Mathematics | Continuity (mathematics) | Rings (mathematics)

Journal Article

Journal of Inequalities and Applications, ISSN 1025-5834, 12/2016, Volume 2016, Issue 1, pp. 1 - 14

The concern of this paper is to introduce a Kantorovich modification of ( p , q ) $( p,q ) $ -Baskakov operators and investigate their approximation behaviors....

( p , q ) $( p,q )$ -integral | 41A25 | 41A36 | weighted approximation | Analysis | rate of convergence | Mathematics, general | ( p , q ) $( p,q )$ -integers | Mathematics | Applications of Mathematics | ( p , q ) $( p,q )$ -Baskakov-Kantorovich operators | (p,q)-Baskakov-Kantorovich operators | (p,q)-integers | (p,q)-integral | MATHEMATICS | MATHEMATICS, APPLIED | APPROXIMATION | Operators | Construction | Approximation | Mathematical analysis | Inequalities | Texts | Continuity | Convergence

( p , q ) $( p,q )$ -integral | 41A25 | 41A36 | weighted approximation | Analysis | rate of convergence | Mathematics, general | ( p , q ) $( p,q )$ -integers | Mathematics | Applications of Mathematics | ( p , q ) $( p,q )$ -Baskakov-Kantorovich operators | (p,q)-Baskakov-Kantorovich operators | (p,q)-integers | (p,q)-integral | MATHEMATICS | MATHEMATICS, APPLIED | APPROXIMATION | Operators | Construction | Approximation | Mathematical analysis | Inequalities | Texts | Continuity | Convergence

Journal Article

Glasgow Mathematical Journal, ISSN 0017-0895, 01/2019, Volume 61, Issue 1, pp. 13 - 24

We characterize those non-negative, measurable functions psi on [0, 1] and positive, continuous functions omega(1) and omega(2) on R+ for which the generalized...

MATHEMATICS | Operators (mathematics) | Continuity (mathematics)

MATHEMATICS | Operators (mathematics) | Continuity (mathematics)

Journal Article

Journal of Technology and Science Education, ISSN 2014-5349, 2015, Volume 5, Issue 2, pp. 64 - 74

Beginning university training programs must focus on different competencies for mathematics teachers, i.e., not only on solving problems, but also on posing...

Posing problems | Mathematcs educaton | Inital training | Contnuity | Groups | Mathematics Instruction | Algebra | Instructional Effectiveness | Secondary Education | Problem Solving | Academic Achievement | Mathematical Concepts | Foreign Countries | Preservice Teachers | Posing problems, initial training, mathematics education, groups, continuity

Posing problems | Mathematcs educaton | Inital training | Contnuity | Groups | Mathematics Instruction | Algebra | Instructional Effectiveness | Secondary Education | Problem Solving | Academic Achievement | Mathematical Concepts | Foreign Countries | Preservice Teachers | Posing problems, initial training, mathematics education, groups, continuity

Journal Article

01/2018, 2 ed., ISBN 9783319909011, 451

This book is a significant companion text to the existing literature on continuum theory. It opens with background information of continuum theory, so often...

Manifolds (Mathematics) | Global analysis (Mathematics) | Global Analysis and Analysis on Manifolds | Mathematics | Topology

Manifolds (Mathematics) | Global analysis (Mathematics) | Global Analysis and Analysis on Manifolds | Mathematics | Topology

eBook

Psychological Science, ISSN 0956-7976, 12/2017, Volume 28, Issue 12, pp. 1707 - 1718

This study investigated the stable and transient genetic and environmental contributions to individual differences in number knowledge in the transition from...

continuity | genetically sensitive design | innovations | longitudinal study | number knowledge | mathematics achievement | SCHOOL | TWINS | COGNITIVE PREDICTORS | PERFORMANCE | COMPETENCE | CHILDREN | PSYCHOLOGY, MULTIDISCIPLINARY | GENERALIST GENES | ABILITIES | VOCABULARY | COVARIANCE | Academic Success | Humans | Child, Preschool | Mathematical Concepts | Environment | Female | Genotype | Male | Child Development | Mathematics | Child | Longitudinal Studies | Knowledge | Index Medicus

continuity | genetically sensitive design | innovations | longitudinal study | number knowledge | mathematics achievement | SCHOOL | TWINS | COGNITIVE PREDICTORS | PERFORMANCE | COMPETENCE | CHILDREN | PSYCHOLOGY, MULTIDISCIPLINARY | GENERALIST GENES | ABILITIES | VOCABULARY | COVARIANCE | Academic Success | Humans | Child, Preschool | Mathematical Concepts | Environment | Female | Genotype | Male | Child Development | Mathematics | Child | Longitudinal Studies | Knowledge | Index Medicus

Journal Article

14.
Full Text
The Role of Nonpolynomiality in Uniform Approximation by RBF Networks of Hankel Translates

JOURNAL OF FUNCTION SPACES, ISSN 2314-8896, 2019, Volume 2019, pp. 1 - 10

Given mu > - 1/ 2 and c is an element of I =]0,infinity[, let the space C-mu,C-c (respectively, C-mu) consist of all those continuous functions on ]0,c]...

MATHEMATICS | MATHEMATICS, APPLIED | Continuity (mathematics)

MATHEMATICS | MATHEMATICS, APPLIED | Continuity (mathematics)

Journal Article

Complex Analysis and Operator Theory, ISSN 1661-8254, 4/2019, Volume 13, Issue 3, pp. 1441 - 1464

The main problem considered in this article is the following: if $${\mathbf {F}}$$ F , $${\mathbf {E}}$$ E are normed spaces of continuous functions over...

46E15 | Operator Theory | Function spaces | 46E10 | 46E22 | Analysis | Topological vector spaces | Mathematics, general | 47B33 | Mathematics | Weighted composition operators | MATHEMATICS | MATHEMATICS, APPLIED | Operators (mathematics) | Composition | Analytic functions | Function space | Mathematical analysis | Continuity (mathematics)

46E15 | Operator Theory | Function spaces | 46E10 | 46E22 | Analysis | Topological vector spaces | Mathematics, general | 47B33 | Mathematics | Weighted composition operators | MATHEMATICS | MATHEMATICS, APPLIED | Operators (mathematics) | Composition | Analytic functions | Function space | Mathematical analysis | Continuity (mathematics)

Journal Article

Mathematische Annalen, ISSN 0025-5831, 10/2017, Volume 369, Issue 1, pp. 653 - 703

We define and study the concept of commutative Banach perfect semi-field $$({\mathcal {F}}, \oplus , +)$$ ( F , ⊕ , + ) of characteristic 1. The metric...

Mathematics, general | Mathematics | MATHEMATICS | TROPICAL MATHEMATICS | GEOMETRY | Algebra | Construction | Theorems | Congruences | Mathematical analysis | Theorem proving | Isomorphism | Vectors (mathematics) | Continuity (mathematics) | Rings (mathematics)

Mathematics, general | Mathematics | MATHEMATICS | TROPICAL MATHEMATICS | GEOMETRY | Algebra | Construction | Theorems | Congruences | Mathematical analysis | Theorem proving | Isomorphism | Vectors (mathematics) | Continuity (mathematics) | Rings (mathematics)

Journal Article

Aequationes mathematicae, ISSN 0001-9054, 2/2017, Volume 91, Issue 1, pp. 21 - 82

We introduce multifractal zetafunctions providing precise information of a very general class of multifractal spectra, including, for example, the multifractal...

Multifractals | Ergodic theory | Primary 28A78 | Hausdorff dimension | Secondary 37D30 | Analysis | 37A45 | Mathematics | Large deviations | Combinatorics | Zeta functions | LIMITS | MATHEMATICS, APPLIED | SELF-SIMILAR MEASURES | SIMILAR SETS | SPACE | MATHEMATICS | FRACTALS | DIMENSION | DIVERGENCE POINTS | THEORETICAL BIRKHOFF AVERAGES | ENTROPY | Spectra | Continuity (mathematics) | Functions (mathematics) | Mathematical analysis | Information dissemination | Ergodic processes | Convergence

Multifractals | Ergodic theory | Primary 28A78 | Hausdorff dimension | Secondary 37D30 | Analysis | 37A45 | Mathematics | Large deviations | Combinatorics | Zeta functions | LIMITS | MATHEMATICS, APPLIED | SELF-SIMILAR MEASURES | SIMILAR SETS | SPACE | MATHEMATICS | FRACTALS | DIMENSION | DIVERGENCE POINTS | THEORETICAL BIRKHOFF AVERAGES | ENTROPY | Spectra | Continuity (mathematics) | Functions (mathematics) | Mathematical analysis | Information dissemination | Ergodic processes | Convergence

Journal Article

Synthese, ISSN 0039-7857, 10/2015, Volume 192, Issue 10, pp. 3275 - 3295

The development of rigorous foundations of differential calculus in the course of the nineteenth century led to concerns among physicists about its...

Differential calculus | Philosophy of Science | Poincaré | Philosophy of Language | Epistemology | Metaphysics | Continuity | Logic | Boltzmann | Philosophy | PHILOSOPHY | HISTORY & PHILOSOPHY OF SCIENCE | PHYSICS | Poincare | Science | Physicists | History | Differential equations | Calculus | Mathematics

Differential calculus | Philosophy of Science | Poincaré | Philosophy of Language | Epistemology | Metaphysics | Continuity | Logic | Boltzmann | Philosophy | PHILOSOPHY | HISTORY & PHILOSOPHY OF SCIENCE | PHYSICS | Poincare | Science | Physicists | History | Differential equations | Calculus | Mathematics

Journal Article

Computer Methods in Applied Mechanics and Engineering, ISSN 0045-7825, 06/2017, Volume 320, pp. 421 - 443

This paper introduces optimally-blended quadrature rules for isogeometric analysis and analyzes the numerical dispersion of the resulting discretizations. To...

Isogeometric analysis | Quadrature | Finite elements | Numerical dispersion | Eigenvalue problem | Wave propagation | FINITE-ELEMENTS | DIRECT SOLVERS | SIMULATION | NURBS | REFINEMENT | CONTINUITY | MATHEMATICS, INTERDISCIPLINARY APPLICATIONS | MECHANICS | ENGINEERING, MULTIDISCIPLINARY | SPECTRAL ELEMENT METHOD | DYNAMICS | EQUATION | WAVE-PROPAGATION | Mineral industry | Mines and mineral resources | Mining industry | Theorems | Propagation | Approximations | Dispersion | Wave dispersion | Studies | Robustness (mathematics) | Mathematical analysis | Galerkin method | Finite element analysis | Continuity (mathematics) | Eigen values

Isogeometric analysis | Quadrature | Finite elements | Numerical dispersion | Eigenvalue problem | Wave propagation | FINITE-ELEMENTS | DIRECT SOLVERS | SIMULATION | NURBS | REFINEMENT | CONTINUITY | MATHEMATICS, INTERDISCIPLINARY APPLICATIONS | MECHANICS | ENGINEERING, MULTIDISCIPLINARY | SPECTRAL ELEMENT METHOD | DYNAMICS | EQUATION | WAVE-PROPAGATION | Mineral industry | Mines and mineral resources | Mining industry | Theorems | Propagation | Approximations | Dispersion | Wave dispersion | Studies | Robustness (mathematics) | Mathematical analysis | Galerkin method | Finite element analysis | Continuity (mathematics) | Eigen values

Journal Article

Journal of Inequalities and Applications, ISSN 1025-5834, 12/2015, Volume 2015, Issue 1, pp. 1 - 14

A fuzzy rough variable is defined as a rough variable on the universal set of fuzzy variables, or a rough variable taking ‘fuzzy variable’ values. In order to...

expected value operator | Analysis | Mathematics, general | Mathematics | fuzzy rough variable | Applications of Mathematics | critical value | chance measure | MATHEMATICS | MATHEMATICS, APPLIED | REDUCTION | SETS | OPTIMIZATION | SELECTION | Operators (mathematics) | Fuzzy sets | Mathematical analysis | Inequalities | Chebyshev approximation | Markov processes | Fuzzy | Continuity (mathematics)

expected value operator | Analysis | Mathematics, general | Mathematics | fuzzy rough variable | Applications of Mathematics | critical value | chance measure | MATHEMATICS | MATHEMATICS, APPLIED | REDUCTION | SETS | OPTIMIZATION | SELECTION | Operators (mathematics) | Fuzzy sets | Mathematical analysis | Inequalities | Chebyshev approximation | Markov processes | Fuzzy | Continuity (mathematics)

Journal Article