recurrence relations
Recurrence relations for higher moments of order statistics from doubly truncated Burr distribution
... We shall use equations (1.7) and (1.8) to establish several recurrence relations satisfied by higher moments of order statistics from doubly truncated Burr distribution defined in (1.3), thus generalizing ...
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On Multi-Order Logarithmic Polynomials and their Explicit Formulas, Recurrence Relations, and Inequalities
... formulas, recurrence relations, determinantal inequalities, product inequalities, logarithmic convexity, logarithmic concavity, and applications of Q m,n (x) were ...
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Seven dimensional considerations of Einstein's connection II The recurrence relations of the second and third kind in 7 g UFT
... tigated by many authors for lower-dimensional cases n = 2, . . . , 6. In a series of papers, we obtain a surveyable tensorial representation of 7-dimensional Einstein’s connection in terms of unified field tensor, with ...
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Seven dimensional considerations of Einstein's connection I The recurrence relations of the first kind in n g UFT
... Einstein’s connection in a generalized Riemannian manifold X n has been investi- gated by many authors for lower-dimensional cases n = 2,...,6. In a series of pa- pers, we obtain a surveyable tensorial representation of ...
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Identities and recurrence relations of special numbers and polynomials of higher order by analysis of their generating functions
... and recurrence relations for these new families of special numbers and polynomials of higher order by using generating functions, functional equations, and partial derivative ...
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Recurrence relations for inverse and ratio moments of generalized order statistics from doubly truncated
... some recurrence relations for product moments of order statistics from the right truncated exponential dis- ...some recurrence relations of moments for order statistics from generalized ...
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Six dimensional considerations of Einstein's connection for the first two classes I The recurrence relations in 6 g UFT
... Abstract. Lower dimensional cases of Einstein’s connection were already investigated by many authors for n = 2,3, 4, 5. This paper is the first part of the following series of two pa- pers, in which we obtain a surveyable ...
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On Sequences of Numbers and Polynomials Defined by Linear Recurrence Relations of Order 2
... Here we present a new method to construct the explicit formula of a sequence of numbers and polynomials generated by a linear recurrence relation of order 2. The applications of the method to the Fibonacci and ...
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On Recurrence Relations and Application in Predicting Price Dynamics in the Presence of Economic Recession
... Abstract: Recurrence relations is one of the fundamental Mathematical tools of computation as most computational tasks rely on recursive techniques at one time or the ...on recurrence ...
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3. Some recurrence relations for the generalized basic hypergeometric functions
... We conclude with the remark that the results deduced in the present article appears to be a new contribution to the theory of basic hypergeometric series. Secondly, one can easily obtain number of recurrence ...
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Recurrence relations of multiparameter K-Mittag-Leffler function
... Kiryakova, Multiple (multiondex) Mittag-Leffler functions and relations to generalized frac- tional calculus, Journal of Computational and Applied Mathematics , 118(2000), 241-259. [11] [r] ...
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Factoring integers defined by second and third order recurrence relations
... GNU C++ compiler, SUN Sparc Works C The algorithms Pollard P Pollard implemented specifically for the Rho, Fermat's Division, Factoring Method, case Fibonacci factoring algorithms, Multi[r] ...
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MOMENTS OF GENERALIZED ORDER STATISTICS FROM NEW WEIBULL-PARETO DISTRIBUTION AND ITS CHARACTERIZATION
... Abstract: In this paper, recurrence relations for single and product moments of generalized order statistics from New Weibull-Pareto Distribution (NWPD) have been derived. The results for ordinary order ...
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Some Theorems on Tauber's Generalized Stirling, Lah and Bell Numbers
... Abstract. In this paper, the authors obtain some properties for Tauber’s generalized Stirling and Lah numbers, including other forms of recurrence relations, orthogonality and inverse relations, ra- ...
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Scaling functions from q-deformed Virasoro characters
... We propose a renormalization group scaling function which is constructed from q-deformed fermionic versions of Virasoro characters. By comparison with alterna- tive methods, which take their starting point in the massive ...
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SIB MATING WITH TWO LINKED LOCI
... NARAIK (1 965), using probability measures (only two types required) , has solved recurrence relations for the inbreeding coefficient for a n arbitrary number of linked lo[r] ...
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A new generalization of convolved (p,q)−Fibonacci and (p,q)−Lucas polynomials
... The multiple sum of Fibonacci numbers have been studied several papers in [8, 20, 21]. In this section, we consider the some mixed–multiple sums for (p, q)−Fibonacci and ( p, q)−Lucas polynomials by applying the ...
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Affine Lie Algebras, Vertex Operator Algebras and Combinatorial Identities
... underlying finite dimensional simple Lie algebra is simply laced (i.e. (ADE)-type) and k = 1, these recurrence relations simplify nicely and we are able to solve them and write a formula for any coefficient ...
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A new proof of some identities of Bressoud
... We give an alternative proof of Theorem 1 by showing that the left and right sides of 1 satisfy the same recurrence relations... A NEW PROOF OF SOME IDENTITIES OF BRESSOUD.[r] ...
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Computation of synthetic seismograms in layered earth models
... (2.12) used to compute the doubly transformed azimuthal displacement have their frequency dependence only in the phase terms. The other terms in the recurrence relations consist of interfacial coefficients. ...
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