Results 1 - 10 of 67
[PROJECT] Convex analysis and extremal problems
ID: INTAS-1997-01050
Start date: 1999-01-01, End date: 2001-12-31
Programme: IC-INTAS
Record Number: 65861
Last updated on: 2002-10-30
[REPORT SUMMARY] Mid-Term Report Summary - URSAT (Understanding Random Systems via Algebraic Topology)
Over the past decade there has been a significant activity in applying the techniques and theory of Algebraic Topology - perhaps the most esoteric branch of pure Mathematics - to real world problems. This expansion has generated new mathematical theory, new computational...
Programme: FP7-IDEAS-ERC
Record Number: 178532
Last updated on: 2016-04-28
[PROJECT] URSAT - Understanding Random Systems via Algebraic Topology
ID: 320422
Start date: 2013-03-01, End date: 2018-09-30
Over the past decade there has been a significant expansion of activity in applying the techniques and theory of algebraic topology to real world problems. The expression `applied algebraic topology' is no longer an oxymoron! This expansion has generated new mathematical theo...
Programme: FP7-IDEAS-ERC
Record Number: 106970
Last updated on: 2017-07-02
[PROJECT] SYMPTOPODYNQUANT - Symplectic topology and its interactions: from dynamics to quantization
ID: 338809
Start date: 2013-10-01, End date: 2019-09-30
"The proposed research belongs to symplectic topology, a rapidly developing field of mathematics which originally appeared as a geometric tool for problems of classical mechanics. Since the 1980ies, new powerful methods such as theory of pseudo-holomorphic curves, Morse-Floer...
Programme: FP7-IDEAS-ERC
Record Number: 110332
Last updated on: 2017-06-21
[REPORT SUMMARY] Mid-Term Report Summary - SYMPTOPODYNQUANT (Symplectic topology and its interactions: from dynamics to quantization)
The project addresses a number of challenges in Symplectic Topology, a rapidly developing mathematical discipline providing basic tools for modeling a variety of fundamental physical processes. We advanced our understanding of the quantum-classical correspondence and explored...
Programme: FP7-IDEAS-ERC
Record Number: 183459
Last updated on: 2016-06-16
[PROJECT] UB12 - Ergodic Group Theory
ID: 306706
Start date: 2012-09-01, End date: 2018-08-31
"The aim of the proposed research is gaining a better understanding of locally compact groups and their lattices. Our tools are mainly ergodic theoretical. We propose a variety of novel ideas that open new horizons for research. The first meta idea is the adoption of tools fr...
Programme: FP7-IDEAS-ERC
Record Number: 104810
Last updated on: 2017-06-21
[REPORT SUMMARY] Mid-Term Report Summary - UB12 (Ergodic Group Theory)
The main achievement we obtained so far, jointly with Alex Furman, is the proving our conjecture regarding algebraic representations of ergodic actions, which is yet unpublished ("Algebraic representations of Ergodic Actions and Super-Rigidity", submitted for publication). In...
Programme: FP7-IDEAS-ERC
Record Number: 179086
Last updated on: 2016-04-27
[REPORT SUMMARY] Mid-Term Report Summary - DEPENDENTCLASSES (Model theory and its applications: dependent classes)
Humans like to classify various objects: If you are a biologist, you will divide the living things into eukaryotes and prokaryotes; if you are an astronomer you will divide the heavenly bodies into stars, planets etc. As researchers in mathematical logic, we are interested in...
Programme: FP7-IDEAS-ERC
Record Number: 196872
Last updated on: 2017-04-12
[REPORT SUMMARY] Mid-Term Report Summary - FRACTALSANDMETRICNT (Fractals, algebraic dynamics and metric number theory)
The project is motivated by number-theoretic conjectures concerning the complexity of the expansions of numbers in different bases, but focuses primarily on some related problems about the behavior of "fractal" sets and measures under certain geometric operations, e,g, taking...
Programme: FP7-IDEAS-ERC
Record Number: 179095
Last updated on: 2016-04-27
The project explores a variety of topics connecting Quantum Chaos, an emerging discipline which is crossing over from Physics into Pure Mathematics, and the very classical subject of Number Theory, one of the most established disciplines in Pure Mathematics. We have...
Programme: FP7-IDEAS-ERC
Record Number: 181876
Last updated on: 2016-04-28
List retrieved on: 2017-08-02
