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Speaker List

Displaying 24 speakers out of 24
BEATRICE MEINI (Università di Pisa, Italy)
Palindromic cyclic reduction and matrix functions
BRUNO IANNAZZO (Università di Perugia, Italy)
Tutorial on Computational issues of matrix geometric means
Tutorials on Computational issues of matrix geometric means and Riemannian Geometry of the space of Positive Definite matrices and geometric means.
Tutorials on Computational issues of matrix geometric means
Geometric-like means of structured matrices
Tutorials on Computational issues of matrix geometric means
DARIO BINI (Università di Pisa, Italy)
Computational issues of matrix geometric means
Computational issues of matrix geometric means
Computational issues of matrix geometric means
Computational issues of matrix geometric means
DENES PETZ (Budapest University of Technology and Economics, Hungary)
Some entropy inequalities in probability and matrix theory
FRANK NIELSEN (Sony Computer Science Laboratories, Tokyo, Japan)
Computational Geometry on Matrix Manifolds
FREDERIC BARBARESCO (Thales Land and Air Systems, Limours, France)
Geometry of Structured Matrices based on Information, Koszul and Contact Geometries
Geometry of Structured Matrices based on Information, Koszul and Contact Geometries
GABRIEL A. LAROTONDA (CONICET, Buenos Aires, Argentina)
Matrix norm inequalities and their applications in matrix geometry
JIMMIE LAWSON (Louisiana State University, Baton Rouge, USA)
The Metric Geometry of the Multivariable Matrix Geometric Mean
JOHN HOLBROOK (University of Guelph, Canada)
Geometry and Spectral Variation
Geometry and Spectral Variation
Normal compressions
JOHN HOLBROOK AND TANVI JAIN (University of Guelph, Canada, and ISI, New Delhi, India)
Tutorials on Geometry and Spectral Variation
JORGE ANTEZANA (AIM, Buenos Aires, Argentina)
A geometric approach to the angular metrics and its connection with optimal paths in the unitary group
KE YE (University of Chicago, USA)
Tutorial on Algebraic Geometry of Matrices
Tutorials on Algebraic Geometry of Matrices
Tutorials on Algebraic Geometry of Matrices
The decomposition of matrices
Tutorials on Algebraic Geometry of Matrices
KLEMEN SIVIC (ETHZ, Zürich, Switzerland)
Tutorial on Adjacency preserving maps
Tutorial on Adjacency preserving maps
Varieties of commuting matrices
Tutorials on Adjacency preserving maps
LAJOS MOLNAR (University of Debrecen, Hungary)
Isometries and isomorphisms of some spaces of matrices
LEK-HENG LIM (University of Chicago, USA)
Algebraic Geometry of Matrices
Algebraic Geometry of Matrices
Algebraic Geometry of Matrices
Algebraic Geometry of Matrices
MAHER MOAKHER (ENIT, Tunis, Tunisia)
The geometric mean of matrices, further extensions
MARK PANKOV (University of Warmia and Mazuri, Olsztyn, Poland)
Isometric embeddings of Grassmanians
MIKLOS PALFIA (Sungkyunkwan University, Suwon, Republic of Korea)
Tutorial on Riemannian Geometry of the space of Positive Definite matrices and geometric means
Semigroups of operator means and generalized Karcher equations
Tutorials on Riemannian Geometry of the space of Positive Definite matrices and geometric means
MIKLOS PALFIA AND TANVI JAIN (Budapest University and ISI, New Delhi)
Tutorials on Riemannian Geometry of the space of Positive Definite matrices and geometric means
PETER SEMRL (University of Ljubljana, Slovenia)
Adjacency preserving maps
Adjacency preserving maps
Adjacency preserving maps
Adjacency preserving maps
RAJENDRA BHATIA (Indian Statistical Institute, New Delhi)
Riemannian Geometry of the space of Positive Definite matrices and geometric means
Riemannian Geometry of the space of Positive Definite matrices and geometric means
Riemannian Geometry of the space of Positive Definite matrices and geometric means
Riemannian Geometry of the space of Positive Definite matrices and geometric means
SILVERE BONNABEL (Ecole des Mines, Paris, France)
A Riemannian geometry and a geometric mean on the space of low rank positive semi-definite matrices
TANVI JAIN (ISI, New Delhi, India)
Tutorial on Riemannian Geometry of the space of Positive Definite matrices and geometric means and Geometry and Spectral Variation
Inertia of the matrix [(p_i + p_j)^r]
YONGDO LIM (Sungkyunkwan University, Suwon, Republic of Korea)
Least squares means of positive definite matrices

Organizers

R. Bhatia (ISI, New Delhi, India), P. Semrl (University of Ljubljana, Slovenia).
ICTP Local Organizer: F. Rodriguez Villegas