B. Ricceri, Minimax theorems for limits of parametrized functions having at most one local minimum lying in a certain set, Topology Appl. 153 (2006) 3308-3312.Ricceri, B. - Minimax theorems for limits of parame
(1983). Stable limits for partial sums of dependent random variables. Annals of Probability, 11(2), 262–269. Article MathSciNet MATH Google Scholar Davis, R. A., & Hsing, T. (1995). Point process and partial sum convergence for weakly dependent random variables with infinite variance....
Theorems on probability: The probability of the event is the chance of its occurrence. Theorems of probability tell the rules and conditions related to the addition, multiplication of two or more events. Probability density functions are statistical measures that are used to predict the likely ...
The frequently asked questions on two general theorems on indefinite integrals are given below:Q.1. What is a general indefinite integral?Ans: An indefinite integral has no endpoints and just asks us to determine the integrand’s general antiderivative. Because it is a family of functions that ...
also almost sure convergence estimates of the form a.s., as well as the Strassen form of the functional law of iterated logarithm saying that with probability one as the set of limit points of random functions coincides with certain compact set in the space of continuous functions on [0, T...
We consider the sequence of piecewise linear functions ζn and the stochastic Process G as random elements in the separable Banach space C([0,1],H). Analogously to the proof of the central limit theorem we first use the fact that the process (Zk)k∈Z fulfils the assumptions of Theorem ...
Cauchy also built on the work of Monge and Lagrange to provide existence theorems for partial differential equations, but in this case his use of real analysis for the first-order case and analytic functions for the general case reflects a fundamental difference in what could be established. This...
Ch 11. Rational and Radical Functions Ch 12. Inequalities and Absolute Values Ch 13. Exponentials & Logs Ch 14. The Unit Circle Ch 15. Trigonometric Functions Ch 16. Using a Scientific Calculator for... Ch 17. Understanding Limits in Math Ch 18. Understanding Rate of Change Ch 19. Calcul...
An important property of is that it is freely generated under sifted colimits by the full subcategory of finite sets. We now define two functors and from to . The functor sends a finite set to the exact -linear actions of on , which is equivalent to the exact -linear monoidal functors ...
What is a Cyclic Quadrilateral? A cyclic quadrilateral is any quadrilateral that can have a circle drawn around it, with all four corners of the quadrilateral on the line of the circle. A quadrilateral is any shape with four straight sides and four angles. Quadrilaterals include:...