X
Search Filters
Format Format
Subjects Subjects
Subjects Subjects
X
Sort by Item Count (A-Z)
Filter by Count
mathematics (225) 225
mathematics, applied (200) 200
mathematical analysis (92) 92
mathematics, general (82) 82
convergence (72) 72
analysis (71) 71
operators (71) 71
approximation (69) 69
mathematical models (43) 43
optimization (41) 41
kantorovich constant (40) 40
applications of mathematics (39) 39
kantorovich method (38) 38
theorems (38) 38
inequalities (33) 33
mechanics (33) 33
studies (33) 33
numerical analysis (32) 32
41a25 (31) 31
algorithms (30) 30
banach space (30) 30
41a36 (27) 27
monge-kantorovich problem (27) 27
algebra (25) 25
differential equations (25) 25
newton's method (25) 25
theory of computation (25) 25
modulus of continuity (24) 24
rate of convergence (24) 24
computer science (22) 22
continuity (22) 22
engineering (22) 22
nonlinear equations (22) 22
discrete mathematics and combinatorics (20) 20
extended kantorovich method (20) 20
newton’s method (19) 19
49m15 (18) 18
applied mathematics (18) 18
computational mathematics and numerical analysis (17) 17
geometry (17) 17
partial differential equations (17) 17
plates (17) 17
probability theory and stochastic processes (17) 17
semilocal convergence (17) 17
boundary conditions (16) 16
equations (16) 16
kantorovich inequality (16) 16
statistics & probability (16) 16
mechanical engineering (15) 15
operations research & management science (15) 15
optimal transport (15) 15
theoretical, mathematical and computational physics (15) 15
65g99 (14) 14
65h10 (14) 14
calculus of variations and optimal control; optimization (14) 14
numeric computing (14) 14
physics (14) 14
specht ratio (14) 14
theorem (14) 14
methods (13) 13
newton methods (13) 13
ordinary differential equations (13) 13
47h17 (12) 12
engineering, mechanical (12) 12
operator inequality (12) 12
optimal transportation (12) 12
regularity (12) 12
research (12) 12
uniqueness (12) 12
vibration (12) 12
65j15 (11) 11
bending analysis (11) 11
generalized kantorovich constant (11) 11
operator theory (11) 11
polynomials (11) 11
smoothness (11) 11
41a10 (10) 10
constants (10) 10
estimates (10) 10
finite element method (10) 10
kantorovich metric (10) 10
kantorovich theorem (10) 10
mathematics of computing (10) 10
mathematics, interdisciplinary applications (10) 10
matrices (10) 10
operator inequalities (10) 10
young inequality (10) 10
automation & control systems (9) 9
kantorovich (9) 9
newton-like methods (9) 9
physics, mathematical (9) 9
positive linear map (9) 9
theoretical and applied mechanics (9) 9
transport (9) 9
transportation (9) 9
appl.mathematics/computational methods of engineering (8) 8
kantorovich distance (8) 8
kantorovich hypothesis (8) 8
kantorovich operators (8) 8
majorizing sequence (8) 8
more...
Library Location Library Location
Language Language
Publication Date Publication Date
Click on a bar to filter by decade
Slide to change publication date range


Journal of Inequalities and Applications, ISSN 1025-5834, 12/2017, Volume 2017, Issue 1, pp. 1 - 16
... on the operator inequalities involving improved Y oung’ s and its reverse inequalities relating to the Kantorovich constant Jie Zhang * and Junliang Wu * Correspondence... 
Kantorovich constant | operator inequality | Mathematics | 15A15 | 47A30 | 15A42 | Analysis | Young’s inequality | Mathematics, general | progress | Applications of Mathematics | 15A60 | Kittaneh-Manasrah inequality | MATHEMATICS | MATHEMATICS, APPLIED | MATRICES | Young's inequality | Scalars | Operators | Promotion | Inequalities | Research
Journal Article
Journal of Mathematical Inequalities, ISSN 1846-579X, 2016, Volume 10, Issue 2, pp. 559 - 570
In this article, we study the further refinements and reverses of the Young and Heinz inequalities with the Kantorovich constant... 
Heinz mean | Kantorovich constant | Operator inequalities | Young inequality | MATHEMATICS | MATHEMATICS, APPLIED | operator inequalities | REVERSE INEQUALITIES | HILBERT-SPACE
Journal Article
Results in Mathematics, ISSN 1422-6383, 3/2019, Volume 74, Issue 1, pp. 1 - 10
...) applying the Kantorovich constant. As an application of these numerical versions, we study some matrix inequalities for the Hilbert... 
reverse Young type inequality | Hilbert–Schmidt norm | 15A45 | Mathematics, general | matrix inequalities | Mathematics | classical Kantorovich constant | 15A60 | 47A30 | MATHEMATICS | MATHEMATICS, APPLIED | Hilbert-Schmidt norm | HEINZ INEQUALITIES
Journal Article
Journal of Mathematical Inequalities, ISSN 1846-579X, 2011, Volume 5, Issue 4, pp. 551 - 556
The Specht ratio S(h) is the optimal constant in the reverse of the arithmetic-geometric mean inequality, i.e., if 0 < m <= a, b <= M and h = M/m, then (1 - mu)a + mu b <= S(h)a(1-mu) b(mu... 
Operator inequality | Specht ratio | Operator means | Kantorovich constant | Young inequality | Arithmetic-geometric-harmonic mean inequality | MATHEMATICS | MATHEMATICS, APPLIED | operator inequality | operator means | arithmetic-geometric-harmonic mean inequality
Journal Article
International Journal of Structural Stability and Dynamics, ISSN 0219-4554, 06/2007, Volume 7, Issue 2, pp. 179 - 192
This work presents highly accurate numerical calculations of the buckling loads for thin elastic rectangular plates with known constant in-plane stresses, and in- plane shear loading that is increased... 
Exact element method | Extended Kantorovich method | Stability | Shear buckling | Thin plates | ENGINEERING, CIVIL | MECHANICS | extended Kantorovich method | thin plates | stability | shear buckling | LOADS | ENGINEERING, MECHANICAL | exact element method
Journal Article
Issues of analysis, ISSN 2306-3432, 02/2020, Volume 27, Issue 1, pp. 38 - 51
A hyperbolic formulation has been established for the generalized Kantorovich constant... 
hyperbolic formulation for kantorovich constant | generalized kantorovich constant | a dual generalized kantorovich constant | hyperbolic inequalities
Journal Article
Taiwanese journal of mathematics, ISSN 1027-5487, 4/2015, Volume 19, Issue 2, pp. 467 - 479
We show new versions of reverse Young inequalities by virtue of the Kantorovich constant, and utilizing the new reverse Young inequalities we give the reverses of the weighted arithmetic-geometric... 
Mathematical constants | Mathematical inequalities | Reverse Young inequalities | Kantorovich constant | Operators | Unitarily invariant norms | MATHEMATICS
Journal Article
Linear Algebra and Its Applications, ISSN 0024-3795, 2006, Volume 412, Issue 2, pp. 526 - 537
...) via generalized Kantorovich constant K( p). As some applications of two reverse inequalities, we shall show two trace reverse inequalities involving −Tr[ T p ( A∣ B)] and D p ( A∥ B... 
Generalized Kantorovich constant | Tsallis relative operator entropy | Specht ratio | Relative operator entropy | Tsallis relative entropy | Umegaki relative entropy | MATHEMATICS, APPLIED | relative operator entropy | generalized Kantorovich constant
Journal Article
Linear & multilinear algebra, ISSN 1563-5139, 2018, Volume 67, Issue 11, pp. 2253 - 2281
Journal Article
Aequationes mathematicae, ISSN 1420-8903, 2017, Volume 92, Issue 1, pp. 25 - 37
In this paper we use basic properties of strongly convex functions to obtain new inequalities including Jensen type and Jensen–Mercer type inequalities.... 
Secondary 46L05 | Strongly convex functions | Jensen’s inequality | Primary 47A63 | Analysis | Operator inequality | Mathematics | 26B25 | Combinatorics | MATHEMATICS | MATHEMATICS, APPLIED | Jensen's inequality | YOUNG | BOUNDS | KANTOROVICH CONSTANT | Mathematics - Functional Analysis
Journal Article
Houston journal of mathematics, ISSN 0362-1588, 2019, Volume 45, Issue 3, pp. 815 - 830
... <= v <= 1, p >= 2, r = min{v, 1 - v}, h = M/m, h' = M'/m', K(h) = (1+h)(2)/4h and r(1) = min{2r, 1 - 2r}. We also obtain a reverse of the Ando inequality for positive linear maps via the Kantorovich constant. 
MATHEMATICS | Kantorovich's constant | positive linear map | Ando's inequality | Operator mean
Journal Article
Studia Scientiarum Mathematicarum Hungarica, ISSN 0081-6906, 09/2018, Volume 55, Issue 3, pp. 363 - 373
...] via Kantorovich constant. Then we apply these inequalities to establish corresponding inequalities for the Hilbert-Schmidt norm and the trace norm. 
Reverse classical Young inequality | Refinement | Kantorovich constant | Hilbert- Schmidt norm | Positive definite matrices | MATHEMATICS | OPERATOR INEQUALITIES | MEAN INEQUALITIES
Journal Article
Mathematica Slovaca, ISSN 1337-2211, 2019, Volume 69, Issue 4, pp. 919 - 930
We obtain a refined Young type inequality in this paper. The conclusion is presented as follows: Let , ∈ (𝓗) be two positive operators and ∈ [0, 1], then... 
Secondary 46B20 | Kantorovich constant | positive linear map | Primary 47A63 | Young inequality | arithmetic-geometric means | REVERSE YOUNG | MATHEMATICS | OPERATOR INEQUALITIES | Arrays | Inequality
Journal Article
Journal of inequalities and applications, ISSN 1029-242X, 2018, Volume 2018, Issue 1, pp. 1 - 9
...; Lawson–Lim geometric mean; Ando–Li–Mathias geometric mean; Kantorovich constant 1 Introduction Let B(H)b et h eC ∗ -algebra of all bounded linear operators... 
Lawson–Lim geometric mean | Kantorovich constant | 15A45 | Analysis | Ando–Li–Mathias geometric mean | Mathematics, general | Mathematics | 47A64 | Applications of Mathematics | Karcher mean | 47A63 | MATHEMATICS | MATHEMATICS, APPLIED | Ando-Li-Mathias geometric mean | KANTOROVICH INEQUALITY | Lawson-Lim geometric mean | Operators | Research
Journal Article
BULLETIN OF THE IRANIAN MATHEMATICAL SOCIETY, ISSN 1735-8515, 10/2017, Volume 43, Issue 5, pp. 1301 - 1311
Some improvements of Young inequality and its reverse for positive numbers with Kantorovich constant K(t, 2) = (1+t)(2) /4t are given... 
REVERSE YOUNG | MATHEMATICS | Kantorovich constant | Young inequality | MATRICES | Heinz mean | POSITIVE OPERATORS | Hilbert-Schmidt norm | HEINZ INEQUALITIES
Journal Article
Mathematica Slovaca, ISSN 0139-9918, 08/2018, Volume 68, Issue 4, pp. 803 - 810
... and their reverses, using two inequalities where = min{ , 1 – }, = max{ ,1 – } and ,2) = is the Kantorovich constant, and where = max and ) = exp (4 (1 – )( ,2)–1... 
Kantorovich constant | Secondary 47A64 | Primary 47A63 | Young inequality | 47B65 | Heinz mean | weighted arithmetic and geometric mean | strictly positive operator | MATHEMATICS | MATRICES
Journal Article
Journal of Mathematical Inequalities, ISSN 1846-579X, 2016, Volume 10, Issue 3, pp. 713 - 723
In this paper, we obtain some improved Young and Heinz inequalities and the reverse versions for scalars and matrices with Kantorovich constant, equipped with the 1 Hilbert-Schmidt norm, and then we... 
Kantorovich constant | Hilbert-Schmidt norm | Young's inequality | Positive semi-definite matrix | MATHEMATICS | MATHEMATICS, APPLIED
Journal Article
Linear and Multilinear Algebra, ISSN 0308-1087, 03/2015, Volume 63, Issue 3, pp. 636 - 649
.... Among others, we show complements of the -variable Ando-Hiai inequality for the Ando-Li-Mathias geometric mean by means of the Kantorovich constant. 
unitarily invariant norm | Specht ratio | matrix geometric mean | Kantorovich constant | Ando-Li-Mathias geometric mean | Ando-Hiai inequality | Karcher mean | chaotic geometric mean | Ando–Li–Mathias geometric mean | Ando–Hiai inequality | INEQUALITIES | 47A64 | 47A30 | 47A63 | MATHEMATICS | Inequality | Constants | Complement | Algebra | Chaos theory | Inequalities | Images
Journal Article
Journal of Inequalities and Applications, ISSN 1025-5834, 12/2016, Volume 2016, Issue 1, pp. 1 - 8
.... Concretely, we obtain refined Young inequalities with the Kantorovich constant, the reverse ratio type and difference type inequalities for arithmetic-geometric operator... 
Kantorovich constant | Analysis | Young inequality | arithmetic-geometric means | Mathematics, general | Mathematics | Applications of Mathematics | operator iteration | 47A30 | 47A63 | MATHEMATICS | MATHEMATICS, APPLIED | HILBERT-SPACE | Concretes | Operators | Inequalities
Journal Article
No results were found for your search.

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