Innovating Works

IMPAN

Showing 1 to 20 of 26 results
Graph Algebras: Operator Algebras that One Can See INSTYTUT MATEMATYCZNY POLSKIEJ AKADEMII NAUK tramitó un HORIZON EUROPE: HORIZON-MSCA-2021-SE-01 Graph C*-algebras are analytical objects blessed with a tangible structure and classification theory derived from their combinatorial origin...
2023-01-01 - 2026-12-31 | Financiado
KAPIBARA: Homotopy Theory of Algebraic Varieties and Wild Ramification INSTYTUT MATEMATYCZNY POLSKIEJ AKADEMII NAUK tramitó un H2020: ERC-2018-STG The aim of the proposed research is to study the homotopy theory of algebraic varieties and other algebraically defined geometric objects, e...
2018-08-16 - 2026-05-31 | Financiado
INDEX: Rigidity of groups and higher index theory INSTYTUT MATEMATYCZNY POLSKIEJ AKADEMII NAUK tramitó un H2020: ERC-2015-STG The Atiyah-Singer index theorem was one of the most spectacular achievements of mathematics in the XXth century, connecting the analytic and...
2016-03-15 - 2022-07-31 | Financiado
QUANTUM DYNAMICS: New Geometry of Quantum Dynamics INSTYTUT MATEMATYCZNY POLSKIEJ AKADEMII NAUK tramitó un H2020: H2020-MSCA-RISE-2015 The Project aims to make significant advances to the field of noncommutative geometry by developing new methods through substantial interact...
2015-12-07 - 2019-12-31 | Financiado
GEOGRAL: Geometry of Grassmannian Lagrangian manifolds and their submanifolds with applications to nonlinear... INSTYTUT MATEMATYCZNY POLSKIEJ AKADEMII NAUK tramitó un H2020: H2020-MSCA-IF-2014 The aim of GEOGRAL is to strengthen the bonds of the geometric theory of nonlinear PDEs (and, in particular, integrable systems and equation...
2015-03-18 - 2017-08-31 | Financiado
UNIVERSALITY: Universality in TopologicalDynamics INSTYTUT MATEMATYCZNY POLSKIEJ AKADEMII NAUK tramitó un FP7: The aim of the project is to investigate the phenomenon of universality in Topological Dynamics. Universality is a classical and fundamental...
Financiado
REDUCE: Classifying the conjugacy relation of the group of C2 diffeomorphisms of the unit circle and charac... INSTYTUT MATEMATYCZNY POLSKIEJ AKADEMII NAUK tramitó un FP7: The first part of the project is concerned with a classification of the orbit equivalence relation E coming from the conjugation action of t...
Financiado
GSQS: Geometry and Symmetry of Quantum Spaces INSTYTUT MATEMATYCZNY POLSKIEJ AKADEMII NAUK tramitó un FP7: In precise mathematical terms, the goal of the project is to develop and apply K-theory and spectral geometry for Galois-type extensions of...
Financiado
PROBQUANTGROUPS: PROBABILITY AND QUANTUM GROUPS INSTYTUT MATEMATYCZNY POLSKIEJ AKADEMII NAUK tramitó un FP7: The project lies at the intersection of functional analysis, probability theory and quantum algebra, with possible applications to mathemati...
Financiado
FLUX: Towards regularity INSTYTUT MATEMATYCZNY POLSKIEJ AKADEMII NAUK tramitó un FP7: "The ``FLUX'' project is devoted to the mathematical analysis of an array of problems originating from different domains of real world appli...
Financiado
AOS: Asymptotics of Operator Semigroups INSTYTUT MATEMATYCZNY POLSKIEJ AKADEMII NAUK tramitó un FP7: The theory of asymptotic behaviour of operator semigroups is a comparatively new field serving as a common denominator for many other areas...
Financiado
TOPDSC: Topological aspects of dynamical independence and chaos INSTYTUT MATEMATYCZNY POLSKIEJ AKADEMII NAUK tramitó un FP7: "The aim of this project is the study of complicated, chaotic dynamics. In the project we will investigate local aspects of dynamics, like d...
Financiado
IMPACT: IMPAN INTERNATIONAL FELLOWSHIP PROGRAMME INSTYTUT MATEMATYCZNY POLSKIEJ AKADEMII NAUK tramitó un FP7: "The direct principal aim of the project is twofold. First, to attract best qualified young researchers from all over the world and offer th...
Financiado
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