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The Generalized r Whitney Numbers
... the generalized r- Whitney numbers of the first and second ...the generalized Whitney numbers of the first and second ...these numbers are derived. The relations ... See full document
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Character sums over generalized Lehmer numbers
... Let q be an odd integer, c be a fixed positive integer with (c, q) = . For each integer a with ≤ a ≤ q – and (a, q) = , it is clear that there exists one and only one integer b with ≤ b ≤ q – such that ab ≡ ... See full document
9
On the norms of an r circulant matrix with the generalized k Horadam numbers
... The r-circulant matrices [–] have been one of the most interesting research areas in the field of computation mathematics. It is known that these matrices have a wide range of applications in signal processing, ... See full document
8
On (q, r, w)-Stirling Numbers of the Second Kind
... Stirling numbers of the second kind and the ex- tended degenerate Bell ...of generalized Bernoulli polynomials and Euler polynomials based on the ...(q; r)-Whitney numbers of the …rst ... See full document
8
On the Smarandache Pascal derived sequences of generalized Tribonacci numbers
... Wu et al Advances in Difference Equations 2013, 2013 284 http //www advancesindifferenceequations com/content/2013/1/284 R ES EARCH Open Access On the Smarandache Pascal derived sequences of generaliz[.] ... See full document
8
Numbers of generators of ideals in local rings and a generalized Pascal's Triangle
... Numbers of generators of ideals in local rings and a generalized Numbers of generators of ideals in local rings and a generalized Pascal's Triangle.. Pascal's Triangle.[r] ... See full document
59
Several Explicit and Recursive Formulas for the Generalized Motzkin Numbers
... bers, ResearchGate Research (2015), available online at http://dx.doi.org/10.13140/RG.2. 1.1778.3128. Mathematical Analysis and Applications: Selected Topics, 35 pages, edited by H. Dutta, M. Ruzhansky, and R. P. ... See full document
11
On a q-Analogue of the Non-central Whitney Numbers
... Stirling numbers was extensively studied by several mathematicians due to its applications in deferent field of discipline and its relatively interesting correlation properties with other branches of ...The ... See full document
12
On characteristic polynomial of higher order generalized Jacobsthal numbers
... On characteristic polynomial of higher order generalized Jacobsthal numbers Marques and Trojovsk? Advances in Difference Equations (2019) 2019 392 https //doi org/10 1186/s13662 019 2327 6 R E S E A R[.] ... See full document
9
Observations on the Hyperbola, y2 = 14x2 + 16t, t >=0
... Also, we present infinitely many positive integer solutions in terms of Generalized Fibonacci sequences of numbers, Generalized Lucas sequences of numbers.. Keywords: Binary Quadratic In[r] ... See full document
8
Hankel Transform of (q,r)-Dowling Numbers
... and numbers which are certain q-analogue of Bell polynomials and ...of r-Whitney numbers of the second kind was defined by Corcino and Ca˜ nete [6] parallel to the definition for q-analogue of ... See full document
15
Generalized Legendre Stirling Numbers
... ( r 1 ) m r blocks with the LME in a block by ...its r -tuple and no other ...− r 1 blocks in LS r ( i − 1, m ) ...− r 1 blocks since they can be in any block except the block ... See full document
7
On the First Kind r-Whitney Numbers and the Combinatorics of 0-1 Tableaux
... these numbers are equivalent to the first kind r-Whitney numbers using their existing ...for r- Whitney numbers of the first kind in the context of (0, 1)-tableau is ... See full document
9
An Asymptotic Formula for the Second Kind r-Whitney Numbers with Real Parameters
... -Whitney numbers are generalization of Whitney numbers (see (Benoumhani, 1996, 1997, 1999), the classical Stirling numbers and other Stirling-type numbers (see (Broder, 1984) and ... See full document
9
The r-Dowling Numbers and Matrices Containing r-Whitney Numbers of the Second Kind and Lah Numbers
... for r-Dowling numbers expressed in terms of r-Whitney Lah numbers and r-Whitney numbers of the second kind is ...the r-Dowling numbers, the r- ... See full document
16
Some Convolution-Type Identities of a q-Analogue of Second Kind r-Whitney Numbers
... factorial of t of degree n. These numbers are defined by Comtet (1974) as the number of partitions of an n-set into k nonempty subsets. They possessed several combinatorial properties and applications in ... See full document
9
Composition Operations of Generalized Entropies Applied to the Study of Numbers
... concerning generalized entropies, we could call them “generalized ...the generalized sums, as those that we can obtain from Tsallis and Kaniadakis generalized statistics, to the study of the ... See full document
6
Generalized Planning via Abstraction: Arbitrary Numbers of Objects
... Recent work has focused on modeling the imprecisions and uncertainty produced by abstraction as unfair fully- observable nondeterministic effects. One such example is a line of work concerned with the synthesis of ... See full document
9
Generating functions for generalized Stirling type numbers, Array type polynomials, Eulerian type polynomials and their applications
... to generalized λ-Stirling type numbers of the second kind, generalized array type polynomials and generalized Eulerian polynomials, ...the generalized Bernoulli polynomials, the ... See full document
28
Finite summation formulas involving binomial coefficients, harmonic numbers and generalized harmonic numbers
... Remark In the course of presenting a closed-form evaluation of some useful series in- volving the generalized zeta function ζ (s, a), Choi et al. [] made use of the identity (.) without its proof. Choi and ... See full document
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