C... maps may increase C...-Dimension.
Calcul différentiel dans les espaces non normables
Calcul différentiel dans les espaces non normables
Calcul différentiel dans les espaces vectoriels topologiques
Calcul différentiel généralisé
Calcul explicite des constantes de renormalisation pour des classes particulières de fonctions unimodales
Calcul Jacobien
Categorical differential calculus for infinite dimensional spaces
Caustics and Catastrophes.
Caustique mystique
Caustiques et catastrophes
Cayley's problem
Newton's method for computation of a square root yields a difference equation which can be solved using the hyperbolic cotangent function. For the computation of the third root Newton's sequence presents a harder problem, which already Cayley was trying to solve. In the present paper two mutually inverse functions are defined in order to solve the difference equation, instead of the hyperbolic cotangent and its inverse. Several coefficients in the expansion around the fixed points are obtained,...
Center Manifolds are not C...
Characterizations of -sufficiency of jets
Classification C...des équations de pfaff complètement intégrables à singularité isolée.
Classification des germes à point critique isolé et à nombres de modules 0 ou 1
Classification of degree 2 polynomial automorphisms of C3.
For the family of degree at most 2 polynomial self-maps of C3 with nowhere vanishing Jacobian determinant, we give the following classification: for any such map f, it is affinely conjugate to one of the following maps:(i) An affine automorphism;(ii) An elementary polynomial autormorphismE(x, y, z) = (P(y, z) + ax, Q(z) + by, cz + d),where P and Q are polynomials with max{deg(P), deg(Q)} = 2 and abc ≠ 0.(iii)⎧ H1(x, y, z) = (P(x, z) + ay, Q(z) + x, cz + d)⎪ H2(x, y, z) = (P(y, z) + ax, Q(y)...
Classification of recurrent domains for some holomorphic maps.
Classification of -simple germs from to
Classification of singularities with compact abelian symmetry