Michal Kocvara

Michal Kocvara

University of Birmingham

H-index: 36

Europe-United Kingdom

About Michal Kocvara

Michal Kocvara, With an exceptional h-index of 36 and a recent h-index of 17 (since 2020), a distinguished researcher at University of Birmingham, specializes in the field of Optimization, numerical analysis.

His recent articles reflect a diverse array of research interests and contributions to the field:

Polynomial optimization in geometric modeling

Polynomial Optimization, Moments, and Applications

Global weight optimization of frame structures with polynomial programming

Loraine–an interior-point solver for low-rank semidefinite programming

Solving Lasserre relaxations of unconstrained binary quadratic optimization problems by an interior-point method

Loraine. m

Partial gradient optimal thresholding algorithms for a class of sparse optimization problems

Newton-type multilevel optimization method

Michal Kocvara Information

University

Position

UK

Citations(all)

4489

Citations(since 2020)

1007

Cited By

3978

hIndex(all)

36

hIndex(since 2020)

17

i10Index(all)

61

i10Index(since 2020)

31

Email

University Profile Page

Google Scholar

Michal Kocvara Skills & Research Interests

Optimization

numerical analysis

Top articles of Michal Kocvara

Polynomial optimization in geometric modeling

2023/12/28

Polynomial Optimization, Moments, and Applications

2023/12/27

Global weight optimization of frame structures with polynomial programming

Structural and Multidisciplinary Optimization

2023/12

Loraine–an interior-point solver for low-rank semidefinite programming

Optimization Methods and Software

2023/10/13

Solving Lasserre relaxations of unconstrained binary quadratic optimization problems by an interior-point method

2023/4/20

Loraine. m

2023

Michal Kocvara
Michal Kocvara

H-Index: 19

Michael Stingl
Michael Stingl

H-Index: 18

Partial gradient optimal thresholding algorithms for a class of sparse optimization problems

Journal of Global Optimization

2022/10

Newton-type multilevel optimization method

Optimization Methods and Software

2022/1/2

Decomposition of arrow type positive semidefinite matrices with application to topology optimization

Mathematical Programming

2021/11

Barrier and penalty methods for low-rank semidefinite programming with application to truss topology design

arXiv preprint arXiv:2105.08529

2021/5/18

Michal Kocvara
Michal Kocvara

H-Index: 19

Michael Stingl
Michael Stingl

H-Index: 18

First-order geometric multilevel optimization for discrete tomography

2021/4/30

On barrier and modified barrier multigrid methods for three-dimensional topology optimization

SIAM Journal on Scientific Computing

2020

Michal Kocvara
Michal Kocvara

H-Index: 19

See List of Professors in Michal Kocvara University(University of Birmingham)

Co-Authors

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