X
Search Filters
Format Format
Subjects Subjects
Subjects Subjects
X
Sort by Item Count (A-Z)
Filter by Count
mathematics, applied (117) 117
mathematics (107) 107
optimization (44) 44
monotone vector-fields (41) 41
convergence (38) 38
proximal point algorithm (38) 38
analysis (37) 37
operations research & management science (37) 37
algorithms (36) 36
hadamard manifold (29) 29
manifolds (29) 29
applications of mathematics (26) 26
operators (26) 26
variational-inequalities (26) 26
existence (24) 24
mathematics, general (24) 24
studies (24) 24
mathematical analysis (23) 23
riemannian-manifolds (22) 22
stability (22) 22
hadamard manifolds (21) 21
monotone systems (19) 19
newtons method (18) 18
equations (15) 15
theory of computation (15) 15
automation & control systems (14) 14
calculus of variations and optimal control; optimization (14) 14
monotone vector fields (14) 14
systems (14) 14
convexity (13) 13
engineering, general (13) 13
monotone (13) 13
nonsmooth analysis (13) 13
operations research/decision theory (13) 13
curvature (12) 12
methods (12) 12
riemannian manifold (12) 12
differential-equations (11) 11
dynamical systems (11) 11
fields (11) 11
inequalities (11) 11
mechanics (11) 11
riemannian manifolds (11) 11
vector-fields (11) 11
convex-functions (10) 10
physics (10) 10
47h05 (9) 9
differential equations (9) 9
theoretical, mathematical and computational physics (9) 9
algorithm (8) 8
banach-spaces (8) 8
dynamics (8) 8
mathematical models (8) 8
operation research/decision theory (8) 8
quasi-convex (8) 8
topological manifolds (8) 8
47h09 (7) 7
49j40 (7) 7
65k05 (7) 7
iterative algorithms (7) 7
mathematics, interdisciplinary applications (7) 7
minimization (7) 7
monotone vector field (7) 7
physics, mathematical (7) 7
projection (7) 7
resolvent (7) 7
sets (7) 7
theorems (7) 7
uniqueness (7) 7
variational inequality (7) 7
vector field (7) 7
47j20 (6) 6
47j25 (6) 6
90c25 (6) 6
approximation (6) 6
behavior (6) 6
computer science, general (6) 6
engineering, electrical & electronic (6) 6
fixed point (6) 6
geometry (6) 6
mathematical methods in physics (6) 6
mathematical monotonicity (6) 6
maximal monotone operator (6) 6
partial differential equations (6) 6
positive monotone solution (6) 6
spaces (6) 6
statistics & probability (6) 6
vectors (6) 6
accretive-operators (5) 5
applied mathematics (5) 5
banach space (5) 5
competition (5) 5
cooperative systems (5) 5
covariant alpha-theory (5) 5
eigenvalues (5) 5
equilibrium problem (5) 5
equilibrium problems (5) 5
evolution (5) 5
extragradient method (5) 5
gamma-condition (5) 5
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


Communications on Pure and Applied Mathematics, ISSN 0010-3640, 06/2013, Volume 66, Issue 6, pp. 905 - 933
We show that any nondegenerate vector field u in \documentclass{article} \usepackage{mathrsfs} \usepackage{amsmath, amssymb} \pagestyle{empty} \begin{document... 
MATHEMATICS | VARIATIONAL RESOLUTIONS | MATHEMATICS, APPLIED | VALUED FUNCTIONS | MONOTONE | EVOLUTIONS
Journal Article
Nonlinear Analysis, ISSN 0362-546X, 2009, Volume 70, Issue 5, pp. 1850 - 1861
Various concepts of invariant monotone vector fields on Riemannian manifolds are introduced... 
Riemannian manifolds | Monotone vector fields | Generalized invex functions | Invariant monotone vector fields | CRITERIA | MATHEMATICS | MATHEMATICS, APPLIED | CONVEXITY | ALGORITHM | GENERALIZED MONOTONICITY
Journal Article
Journal of Functional Analysis, ISSN 0022-1236, 09/2016, Volume 271, Issue 6, pp. 1652 - 1690
We develop a “metrically selfdual” variational calculus for c-monotone vector fields between general manifolds X and Y, where c is a coupling on X×Y... 
Optimal mass transport | Variational principles | Monotone maps on manifolds | POLAR FACTORIZATION | MATHEMATICS | VARIATIONAL RESOLUTIONS | NAVIER-STOKES | EQUATIONS | SYSTEMS | HAMILTONIANS | NONLINEAR EVOLUTIONS | VALUED FUNCTIONS | Local transit
Journal Article
PACIFIC JOURNAL OF MATHEMATICS, ISSN 0030-8730, 06/2014, Volume 269, Issue 2, pp. 323 - 340
...)) of vector fields from Omega into R-d a Hamiltonian H on R-d x R-d x ... x R-d that is concave in the first variable, jointly convex in the last N-1 variables, and such that (u(1)(x), u(2)(x), ..., u(N-1)(x)) = del H-2,H-...,H-N(x, x, ..., x... 
Krauss theorem | POLAR FACTORIZATION | MATHEMATICS | N-cyclically monotone vector fields | Mathematics - Optimization and Control
Journal Article
Journal of optimization theory and applications, ISSN 1573-2878, 2010, Volume 146, Issue 3, pp. 691 - 708
Journal Article
Set-valued and variational analysis, ISSN 1877-0541, 2010, Volume 19, Issue 3, pp. 361 - 383
.... The resolvent of a set-valued vector field is defined in this setting and by means of this concept, a strong relationship between monotone vector fields and firmly nonexpansive mappings is established... 
Geometry | Resolvent | Yosida approximation | Analysis | Hadamard manifold | Firmly nonexpansive mapping | Pseudo-contractive mapping | 49J40 | Mathematics | Maximal monotone vector field | 47H05 | EXISTENCE | MATHEMATICS, APPLIED | NONEXPANSIVE-MAPPINGS | ACCRETIVE-OPERATORS | COACCRETIVE OPERATORS | PROXIMAL POINT ALGORITHM | STRONG-CONVERGENCE THEOREMS | ASYMPTOTIC-BEHAVIOR | BANACH | VARIATIONAL-INEQUALITIES | ZEROS
Journal Article
JOURNAL OF CONVEX ANALYSIS, ISSN 0944-6532, 2017, Volume 24, Issue 1, pp. 149 - 168
In this paper, a notion of pseudo-Jacobian of continuous vector fields on Riemannian manifolds is presented... 
MATHEMATICS | Pseudo-Jacobian | NONSMOOTH ANALYSIS | Riemannian manifolds | SUBSETS | Lipschitz vector fields | Monotone vector fields
Journal Article
Journal of Fixed Point Theory and Applications, ISSN 1661-7738, 10/2008, Volume 4, Issue 1, pp. 107 - 135
Monotone vector fields were introduced almost 40 years ago as nonlinear extensions of positive definite linear operators, but also as natural extensions of gradients of convex potentials... 
maximal monotone operator | Self-dual Lagrangian | Fenchel–Legendre duality | Mathematical Methods in Physics | Analysis | Mathematics, general | Mathematics | Primary 35F10, 35J65 | Secondary 47N10, 58E30 | Maximal monotone operator | Fenchel-Legendre duality | MATHEMATICS | MATHEMATICS, APPLIED | HAMILTONIAN-SYSTEMS | RESOLUTIONS | EQUATIONS | ANTI-SELFDUAL LAGRANGIANS | OPERATORS
Journal Article
Bulletin of the Brazilian Mathematical Society, New Series, ISSN 1678-7544, 9/2019, Volume 50, Issue 3, pp. 625 - 644
.... Also it is associated with the study of vector fields and flows, but in the literature it is established a product formula for time independent flow. 
rho $$ ρ -monotone vector fields | 37L05 | Theoretical, Mathematical and Computational Physics | 37C10 | Nonlinear resolvent | Product formula | 47H09 | 30J99 | Mathematics, general | Mathematics | 30L99 | Evolution families | ρ-monotone vector fields | MATHEMATICS | rho-monotone vector fields
Journal Article
SIAM journal on optimization, ISSN 1095-7189, 2016, Volume 26, Issue 4, pp. 2696 - 2729
Journal Article
Mathematische Nachrichten, ISSN 1522-2616, 2019, Volume 292, Issue 10, pp. 2108 - 2128
We consider strongly monotone continuous planar vector fields with a finite number of fixed points... 
47H10 | planar map | strongly monotone map | 47H05 | fixed point | winding number | MATHEMATICS | COMPETITION | DIFFERENTIAL-EQUATIONS | SYSTEMS
Journal Article
Optimization letters, ISSN 1862-4480, 2019, Volume 14, Issue 3, pp. 711 - 727
Journal Article
Acta Mathematica Hungarica, ISSN 0236-5294, 5/2002, Volume 94, Issue 4, pp. 307 - 320
We introduce the concept of a strongly monotone vector field on a Riemannian manifold and give an example... 
Mathematics, general | convex function | Mathematics | monotone vector field | Riemannian manifold | Monotone vector field | Convex function | MATHEMATICS | MANIFOLDS
Journal Article
Discrete and Continuous Dynamical Systems- Series A, ISSN 1078-0947, 04/2014, Volume 34, Issue 4, pp. 1465 - 1480
Symmetric Monge-Kantorovich transport problems involving a cost function given by a family of vector fields were used by Ghoussoub-Moameni to establish polar decompositions of such vector fields... 
Mass transport | M-cyclically monotone vector fields | M-cyclically antisymmetric functions | Monge-Kantorovich duality | POLAR FACTORIZATION | MATHEMATICS | MATHEMATICS, APPLIED | EVOLUTIONS | m-cyclically antisymmetric functions | VARIATIONAL RESOLUTIONS | m-cyclically monotone vector fields | VECTOR-FIELDS | OPTIMAL TRANSPORTATION
Journal Article
Journal of mathematical analysis and applications, ISSN 0022-247X, 2019, Volume 473, Issue 2, pp. 866 - 891
We study equilibrium problem on general Riemannian manifolds, focusing on existence of solutions and the convexity properties of the solution set. Our approach... 
Variational inequality problem | Equilibrium problem | Riemannian manifold | Proximal point algorithm | VARIATIONAL-INEQUALITIES | EXISTENCE | MATHEMATICS | MATHEMATICS, APPLIED | MONOTONE VECTOR-FIELDS | PRINCIPLE | NEWTON | Medical colleges | Algorithms | Numerical analysis | Game theory
Journal Article
Journal of Functional Analysis, ISSN 0022-1236, 02/2019, Volume 276, Issue 4, pp. 1201 - 1243
.... In this paper, we show how self-dual variational calculus leads to variational solutions of various stochastic partial differential equations driven by monotone vector fields... 
Maximal monotone vector fields | Bolza duality | Stochastic PDE | Self-dual variational calculus | MATHEMATICS | PARABOLIC EQUATIONS | RESOLUTIONS | NAVIER-STOKES | LAGRANGIANS | PRINCIPLE | HAMILTONIANS | OPERATORS
Journal Article
No results were found for your search.

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