An algebraic topological method for multimodal brain networks comparisons

Such fields are locally represented by a vector Taylor series expansion, and a computation technique is presented so to put successive partial derivatives (for instance, the

We consider a pair of spaces of scalar valued Lipschitz functions defined on compact metric spaces and we study topological properties of isometries between these spaces.. We start

Through algebraic properties of adequate coefficient rings obtained for the considered class of PDEs, we investigate the related controllabilities of the associated system module

Our preliminary results demonstrate, using datasets coming from different databases, that a network embedding approach, combined with standard classification methods, provides

Annales de l’lnstitut Henri Poincare - Physique theorique.. 389 TOPOLOGICAL AND ALGEBRAIC ASPECTS OF QUANTIZATION: SYMMETRIES AND STATISTICS.. n identical particles moving

By Herrlich and Strecker [10] topologically algebraic functors are characterised as those functors which admit a re-.. flective universal

and observe that the standard spectral sequence for the homology of a semisimplicial space defines a natural isomorphism.. Elements of this lattice are given by special

Algebraic braided model of the affine line and difference calculus on a topological space..