【摘 要】
：
An omnipresent question in combinatorics is the question of nonholonomy and more generally of differential algebraic independence of generating series.In th
【机 构】
：
Mathematical Inst.of Toulouse
论文部分内容阅读
An omnipresent question in combinatorics is the question of nonholonomy and more generally of differential algebraic independence of generating series.In this talk,we will present a systematic strategy to study this question,where the generating series satisfies a linear Mahler difference equation.
其他文献
Hierarchical Tucker tensor format(HT-Hackbusch tensors)and Tensor Trains(TT-Tyrtyshnikov tensors,I.Oseledets)have been introduced recently for low rank tens
NC tool-path research has evolved from computing acceptable toolpaths to finding optimal ones.NC machining is a multi-objective problem and the various opti
We propose a new double spiral tool-path generation and linking method for complex pockets with islands which can be used for high speed machining(HSM).Taki
The lecture summarizes the free,forced,self-excited,regenerative and parametrically forced machine tool vibrations together with their different combination
We study low rank matrix recovery from undersampled measurements via nuclear norm minimization.We aim to recover a matrix X from few linear measurements(Fro
In this talk,I will discuss some new peakon equations that arise in a natural way(by tri-Hamiltonian duality)from the integrable hierarchies of the Hirota a
Together with V.V.Sokolov we consider Lax operators for two– dimensional "periodic" Toda type systems corresponding to classical series of Kac-Moody algebr
Through a reciprocal transformation,the Hunter-Saxton equation is shown to possess conserved densities involving arbitrary smooth functions,which have their
In this talk,we construct the Darboux transformation with the reduction group for the vector sine-Gordon equation,which results integrable vector differenti
Difference algebraic groups,i.e.,groups defined by algebraic difference equations occur naturally as the Galois groups of linear differential equations depe