📋 Tender Overview
Low Regularity Dynamics Via Decorated Trees
Expanding The Scope Of Decorated Trees In Resolving Low Regularity Dynamicsmost Physical And Biological Phenomena Are Dynamical Systems, Systems Whose State Evolves Over A State Space In Time According To A Fixed Rule. These Are Described Using Differential Equations. Systems With Greater Regularity Are Less Chaotic, Making The Mathematics Of Integration And Differentiation More Tenable. Low Regularity Comes From Random (Singular) Noise Or Random (Singular) Initial Values. Recently, A Large Class Of Singular Stochastic Partial Differential Equations Has Been Resolved With The Help Of Decorated Trees And Their Hopf Algebras Structures, Used To Expand The Solutions Of These Dynamics. The European Research Council-Funded Lordet Project Plans To Enlarge The Scope Of Decorated Trees’ Application To Other Systems Of Equations.
Funded Under
European Research Council (Erc)
Total Cost
€ 1 498 013,00
Eu Contribution
€ 1 498 013,00
Coordinated By
Universite De Lorraine
France
