Planetní hodiny pražského orloje a trisekce úhlu
Planteando y resolviendo problemas de Geometría con «Mathematica».
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Počítače v šachu
Poincaré et la philosophie des mathématiques
Poincaré–Sobolev and isoperimetric inequalities, maximal functions, and half-space estimates for the gradient
Point countable open coverings in countably compact spaces
Point-countable bases and quasi-developments
Poisson geometry of certain moduli spaces
Polysystem Modelling of Geographical Processes and Phenomena in Nature and Society
Polysystem methodology elaborated for comprehensive analysis of geographical objects considers them as interrelated systems of different types. Each systematic interpretation of a territorial object is formed as a theory describing this object with a special language used for construction of a certain type of models. This paper proposes new methods to develop geographical models and describes several types of systematic models constructed by these methods.
Pontryagin algebra of a transitive Lie algebroid
[For the entire collection see Zbl 0699.00032.] It was previously known that for every principal fibre bundle P there is some corresponding transitive Lie algebroid A(P) - a vector bundle equipped with some structure like the structure of a Lie algebra in the module of sections. The author of this article shows that the Chern-Weil homomorphism of P is a notion of the Lie algebroid of P, i.e. knowing only A(P) of P one can uniquely reproduce the ring of invariant polynomials and the Chern-Weil...
Postavení matematiky, fysiky, astronomie a deskriptivní geometrie v učebním plánu střední všeobecně vzdělávací a polytechnické školy
Potential flows
Potřeba teorie při vývoji a stavbě velkých energetických zařízení
Potřebuje matematika vědecké odborníky?
Použití analogového počítače při vyučování matematice a fyzice
Pradines-type groupoids
Preclosed multivalued mappings
Prečo je matematika taká ťažká?
Predictability problems of global change as seen through natural systems complexity description. II: Approach.