Showing 101 - 120 of 14,175

101

Revisiting Semidefinite Programming Approaches to Options Pricing: Complexity and Computational Perspectives.
Henrion, Didier ; Kirschner, Felix ; De Klerk, Etienne ; et al.
INFORMS Journal on Computing. Mar/Apr2023, Vol. 35 Issue 2, p335-349. 15p.

PRICES ARBITRAGE SEMIDEFINITE programming EUROPEAN Union
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102

Truss topology optimization for additively manufactured components with respect to structural stiffness and active cooling.
David, Petr ; Mareš, Tomáš
Mechanics of Advanced Materials & Structures. 2025, Vol. 32 Issue 5, p852-872. 21p.

TRAVELING salesman probl... SEMIDEFINITE programming ANT algorithms TRUSSES TOPOLOGY COOLING
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103

Quantifying the performance of bidirectional quantum teleportation.
Siddiqui, Aliza U. ; Wilde, Mark M.
Canadian Journal of Physics. 2025, Vol. 103 Issue 2, p174-214. 41p.

QUANTUM teleportation SEMIDEFINITE programming TELEPORTATION ANALYTICAL solutions INFORMATION sharing
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104

Computing four-point functions with integrability, bootstrap and parity symmetry.
Cavaglià, Andrea ; Gromov, Nikolay ; Preti, Michelangelo
Journal of High Energy Physics. Feb2025, Vol. 2025 Issue 2, p1-39. 39p.

CONFORMAL field theory SEMIDEFINITE programming PHYSICAL mobility CORRELATORS SUPERSYMMETRY
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105

Approximating M-matrix in Learning Directed Acyclic Graphs Using Methods Involve Semidefinite Matrix Constraints.
Al-Homidan, Suliman
Arabian Journal for Science & Engineering (Springer Science & Business Media B.V. ). Jan2025, Vol. 50 Issue 2, p1329-1337. 9p.

SEMIDEFINITE programming QUADRATIC programming NUMERICAL analysis NOISE COMPARATIVE studies
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106

Many photonic design problems are sparse QCQPs.
Gertler, Shai ; Zeyu Kuang ; Christie, Colin ; et al.
Science Advances. 1/3/2025, Vol. 11 Issue 1, p1-13. 13p.

MAXWELL equations SEMIDEFINITE programming WAVES (Physics) MATHEMATICAL optimizatio... FLUID dynamics
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107

Algebraic conditions for stability in Runge-Kutta methods and their certification via semidefinite programming.
Juhl, Austin ; Shirokoff, David
Applied Numerical Mathematics. Jan2025, Vol. 207, p136-155. 20p.

RUNGE-Kutta formulas SEMIDEFINITE programming SUM of squares
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108

A semidefinite hierarchy for the expected independence number of a random graph
Shu, Kevin ; Cifuentes, Diego ; Toriello, Alejandro
Optimization Letters. :1-17

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109

Compound optimal design of experiments – Semidefinite Programming formulations
Duarte, Belmiro P. M. ; Atkinson, Anthony C. ; Oliveira, Nuno M. C.
Optimization and Engineering: International Multidisciplinary Journal to Promote Optimization Theory & Applications in Engineering Sciences. :1-23

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110

A New Adaptive Balanced Augmented Lagrangian Method with Application to ISAC Beamforming Design
Wu, Jia-Geng ; Jiang, Bo ; Li, Xin-Xin ; et al.
Journal of the Operations Research Society of China. :1-24

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111

Moments and convex optimization for analysis and control of nonlinear partial differential equations
Korda, Milan ; Henrion, Didier ; Lasserre, Jean-Bernard ; et al.
Elsevier. Handbook of Numerical Analysis. :339-366

Semidefinite programming Occupation measure Convex optimization Optimal control Partial differential equ... [MATH.MATH-OC]Mathematic...
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112

An effective version of Schmüdgen’s Positivstellensatz for the hypercube
Laurent, Monique ; Slot, Lucas ; Centrum voor Wiskunde en Informatica (CWI) ; et al.
Optimization Letters. 17(3):515-530

Schmüdgen's Positivstell... Sum-of-squares polynomia... Lasserre hierarchy Polynomial kernel method Jackson kernel Semidefinite programming
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113

Optirefine: densest subgraphs and maximum cuts with k refinements
Tu, Sijing ; Stankovic, Aleksa ; Neumann, Stefan ; et al.
Data Mining and Knowledge Discovery. 39(6)

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114

Direct Data‐Driven State‐Feedback Control of Linear Parameter‐Varying Systems.
Verhoek, Chris ; Tóth, Roland ; Abbas, Hossam S.
International Journal of Robust & Nonlinear Control; 11/10/2025, Vol. 35 Issue 16, p6955-6977, 23p

STATE feedback (Feedback... CLOSED loop systems TIME-varying systems OPERATIONS research NONLINEAR systems SEMIDEFINITE programming
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115

LMI-Based Optimal Synchronization for Fractional-Order Coupled Reaction-Diffusion Neural Networks with Markovian Switching Topologies.
Liu, Fengyi ; Zhao, Ming ; Chang, Qi ; et al.
Fractal & Fractional; Nov2025, Vol. 9 Issue 11, p749, 23p

SYNCHRONIZATION MARKOV processes REACTION-diffusion equat... FRACTIONAL differential... COMPUTER simulation ARTIFICIAL neural networ...
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116

Hierarchical Beamforming Optimization for ISAC-Enabled RSU Systems in Complex Urban Environments.
You, Zhiyuan ; Lv, Na ; Zheng, Guimei ; et al.
Sensors (14248220); Nov2025, Vol. 25 Issue 21, p6803, 27p

MATHEMATICAL optimizatio... BEAMFORMING SIGNAL processing SEMIDEFINITE programming SIGNAL-to-noise ratio HIGHWAY communications
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117

On Computing the Nonlinearity Interval in Parametric Semidefinite Optimization.
Hauenstein, Jonathan D. ; Mohammad-Nezhad, Ali ; Tang, Tingting ; et al.
Mathematics of Operations Research. Nov2022, Vol. 47 Issue 4, p2989-3009. 21p.

SEMIDEFINITE programming ALGEBRAIC geometry POINT set theory
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118

A distributionally robust chance-constrained kernel-free quadratic surface support vector machine.
Lin, Fengming ; Fang, Shu-Cherng ; Fang, Xiaolei ; et al.
European Journal of Operational Research. Jul2024, Vol. 316 Issue 1, p46-60. 15p.

DATA science SUPPORT vector machines SEMIDEFINITE programming ROBUST optimization CLASSIFICATION
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119

ON SEMIDEFINITE PROGRAMMING CHARACTERIZATIONS OF THE NUMERICAL RADIUS AND ITS DUAL NORM.
FRIEDLAND, SHMUEL ; CHI-KWONG LI
SIAM Journal on Matrix Analysis & Applications. 2024, Vol. 45 Issue 3, p1414-1428. 15p.

INTERIOR-point methods SEMIDEFINITE programming POLYNOMIAL approximation POLYNOMIAL time algorith... MATRIX norms
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120

PROVABLY FASTER GRADIENT DESCENT VIA LONG STEPS.
GRIMMER, BENJAMIN
SIAM Journal on Optimization. 2024, Vol. 34 Issue 3, p2588-2608. 21p.

SEMIDEFINITE programming CONVEX programming MOTIVATION (Psychology) LOGICAL prediction
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