ProfessorsProfessors of Brunel University LondonMartins Bruveris

Martins Bruveris

Brunel University London

H-index: 18

Europe-United Kingdom

About Martins Bruveris

Martins Bruveris, With an exceptional h-index of 18 and a recent h-index of 14 (since 2020), a distinguished researcher at Brunel University London, specializes in the field of Differential Geometry in Infinite Dimensions.

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

Methods and systems for detecting fraud during biometric identity verification

Smooth perturbations of the functional calculus and applications to Riemannian geometry on spaces of metrics

Well-posedness of the EPDiff equation with a pseudo-differential inertia operator

Reducing geographic performance differentials for face recognition

Riemannian geometry for shape analysis and computational anatomy

Martins Bruveris Information

University	Brunel University London
Position	Lecturer
Citations(all)	1111
Citations(since 2020)	583
Cited By	861
hIndex(all)	18
hIndex(since 2020)	14
i10Index(all)	24
i10Index(since 2020)	18
Email	Access Email
University Profile Page	Brunel University London
Google Scholar	View Google Scholar Profile

Martins Bruveris Skills & Research Interests

Differential Geometry in Infinite Dimensions

Top articles of Martins Bruveris

Title	Journal	Author(s)	Publication Date
Methods and systems for detecting fraud during biometric identity verification			2023/12/28
Smooth perturbations of the functional calculus and applications to Riemannian geometry on spaces of metrics	Communications in Mathematical Physics	Martin Bauer Martins Bruveris Philipp Harms Peter W Michor	2022/1
Well-posedness of the EPDiff equation with a pseudo-differential inertia operator	Journal of Differential Equations	Martin Bauer Martins Bruveris Emanuel Cismas Joachim Escher Boris Kolev	2020/6/15
Reducing geographic performance differentials for face recognition		Martins Bruveris Jochem Gietema Pouria Mortazavian Mohan Mahadevan	2020
Riemannian geometry for shape analysis and computational anatomy		Martins Bruveris	2020