Peano Baker series convergence for matrix-valued functions of bounded variation.
Peano type theorem for random fuzzy initial value problem
In this paper we consider the random fuzzy differential equations and show their application by an example. Under suitable conditions the Peano type theorem on existence of solutions is proved. For our purposes, a notion of ε-solution is exploited.
Periodic functions with difference functions
Periodic orbits of maps with an infinite number of partition points.
Periodic oscillation of fuzzy Cohen-Grossberg neural networks with distributed delay and variable coefficients.
Periodic points and bifurcation of one-dimensional maps
Periodic points, multiplicities, and dynamical units.
Periodic points of a continuous map of the interval
Periodicity, almost periodicity for time scales and related functions
In this paper, we study almost periodic and changing-periodic time scales considered byWang and Agarwal in 2015. Some improvements of almost periodic time scales are made. Furthermore, we introduce a new concept of periodic time scales in which the invariance for a time scale is dependent on an translation direction. Also some new results on periodic and changing-periodic time scales are presented.
Perron integral, Perron product integral and ordinary differential equations
Perron type integration on -dimensional intervals as an extension of integration of stepfunctions by strong equiconvergence
Perron-type integration on -dimensional intervals and its properties
Perturbations of an Ostrowski type inequality and applications.
Petrova elementární metoda vyšetřování Fourierových řad
Pettis integration
Pfeffer integrability does not imply -integrability
Plongements lipschitziens dans
Počet differenciální [Book]
Počet integrální [Book]
Poincaré inequalities and dimension free concentration of measure
In this paper, we consider Poincaré inequalities for non-euclidean metrics on ℝd. These inequalities enable us to derive precise dimension free concentration inequalities for product measures. This technique is appropriate for a large scope of concentration rate: between exponential and gaussian and beyond. We give equivalent functional forms of these Poincaré type inequalities in terms of transportation-cost inequalities and inf-convolution inequalities. Workable sufficient conditions are given...