Discussion sur «les mathématiques et le monde réel»
Diskuse o užitečnosti matematiky
Dissipation and asymptotic behaviour of some reaction-diffusion systems
Distinguished boundary sets in the theory of functions of two complex variables
Distinguished curves on 6-dimensional CR-manifolds of codimension 2
Divulgare la matematica attraverso le sue applicazioni
DML-CZ Metadata Editor
The aim of the DML-CZ project (2005–2009 — Czech Academy of Sciences, Masaryk University in Brno, Charles University in Prague, Czech Republic) is to investigate, develop and apply techniques, methods and tools that would allow the creation of the Czech Digital Mathematics Library. The most important tool developed and used in the course of the project is the Metadata Editor — a complex web-based system supporting all essential steps in the development of the article oriented digital library: integration...
Dobrozdání o matematice
Document Interlinking in a Digital Math Library
Document interlinking is one of the prominent features that users expect from a digital library. Links may be internal (allowing easy navigation within a given literature repository) or may reference external documents living in other digital repositories, as well as the two main reviewing databases in Mathematics (namely Mathematical Reviews and Zentralblatt-MATH). We describe the linking system that has been implemented within the NUMDAM project.
Domain optimization in axisymmetric elliptic problems
Drawing instruments: Theories and practices from history to didactics.
Droites discrètes et calendriers
La structure d'un calendrier peut être décrite par une suite de formes quasi-affines. Une telle suite, que j'appellerai base quasi-affine, généralise la notion de base de numération. Le problème de la conversion de dates est ainsi ramené à l'écriture du Jour Julien dans une telle base. Un algorithme de reconnaissance de droites discrètes permet d'obtenir la bonne base quasi-affine. À titre d'exemples sont traités les calendriers julien, grégorien, musulman et judaïque.
Dual finite element analysis for some unilateral boundary value problems
Duality methods in the theory of optimal control
Důkazy, fyzika a věci kolem nich
Dynamic contact problems in bone neoplasm analyses and the primal-dual active set (PDAS) method
In the contribution growths of the neoplasms (benign and malignant tumors and cysts), located in a system of loaded bones, will be simulated. The main goal of the contribution is to present the useful methods and efficient algorithms for their solutions. Because the geometry of the system of loaded and possible fractured bones with enlarged neoplasms changes in time, the corresponding mathematical models of tumor's and cyst's evolutions lead to the coupled free boundary problems and the dynamic...