[PDF] Top 20 Generalized Legendre Stirling Numbers
Has 10000 "Generalized Legendre Stirling Numbers" found on our website. Below are the top 20 most common "Generalized Legendre Stirling Numbers".
Generalized Legendre Stirling Numbers
... The Legendre-Stirling numbers were discovered by Everitt, Littlejohn and Wellman in 2002 in a study of the spectral theory of powers of the classical second-order Legendre differential ... See full document
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Generating functions for generalized Stirling type numbers, Array type polynomials, Eulerian type polynomials and their applications
... Genocchi numbers and polynomials and also their generalizations, the λ-Stirling numbers of the second kind, the array polynomials and the Eulerian polynomials, related to nonnegative real parameters, ... See full document
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Study of prime numbers through their historical development applying Matlab
... prime numbers several conclusions can be ...was generalized by Dirchlett and Ramanujan equations (22) and ...the Legendre polynomial and it has a graph almost equal to figure ... See full document
7
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 between these ... See full document
16
Explicit expressions and integral representations for the Stirling numbers A probabilistic approach
... formal power series. In any case, the left-hand sides in (10) and (11) always make sense and constitute the first ingredient of our approach. The second ingredient is the generalized difference operator defined in ... See full document
11
Generalized Eulerian Numbers
... k = appear in quantum optics for coherent phase states in the calculation of some kind of expectation values. We discuss some properties of the numbers E µ ( ) k l , and derive the recurrence relations for them. ... See full document
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On (q, r, w)-Stirling Numbers of the Second Kind
... degenerate Stirling numbers of the second kind and the ex- tended degenerate Bell ...of generalized Bernoulli polynomials and Euler polynomials based on the ...r)-Whitney numbers of the …rst ... See full document
8
Dynamical System of Tuberculosis Considering Lost Sight Compartment
... the generalized difference operators, their inverses and using the Stirling numbers of the first and second ...the generalized equations established in this dissertation, which are not ... See full document
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Stirling Numbers and Generalized Zagreb Indices
... proliferation of other graph polynomials, it is surprising that this polynomial attracted no attention of researchers so far. In the following we show that the degree sequence polynomial encodes far more information on G ... See full document
5
On a q-Analogue of the Non-central Whitney Numbers
... unified generalized Stirling numbers was defined and established a matrix decomposition of this numbers in an explicit and non- recursive ...Whitney numbers of the first and second kind ... See full document
12
Some Theorems on Tauber's Generalized Stirling, Lah and Bell Numbers
... Tauber’s generalized Stirling numbers of the first and second kind and Tauber’s gener- alized Lah numbers are known to have triangular recurrence ...Tauber’s generalized Stirling ... See full document
13
Ranking Generalized Intuitionistic Fuzzy Numbers
... paper, Generalized Intuitionistic Pentagonal, hexagonal and Octagonal fuzzy numbers have been defined and a new ranking formula which includes the area of both membership and non membership parts of the ... See full document
9
New identities involving generalized Fibonacci and generalized Lucas numbers
... of generalized numbers, namely, generalized Fibonacci and generalized Lucas ...celebrated numbers of Fibonacci, Lucas, Pell and Pell-Lucas are ...the generalized Fibonacci and ... See full document
11
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
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Identities, inequalities for Boole type polynomials: approach to generating functions and infinite series
... combinatorial numbers and polynomials, and for Peters type polynomials with the help of their generating ...special numbers and polynomials such as Stirling numbers, the Apostol–Euler ... See full document
11
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... derived two fermionic p-adic integrals of p-adic gamma function in terms of Boole polynomials and numbers. Moreover, we discover fermionic p-adic integral of the derivative of p-adic gamma function. We acquire a ... See full document
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ON -ADIC GAMMA FUNCTION RELATED TO -DAEHEE POLYNOMIALS AND NUMBERS
... q-Daehee polynomials and numbers of the second kind. Then, we have investigated q-Volkenborn integral of the derivative of p-adic gamma function. Furthermore, we have attained the correlationship involving the ... See full document
7
Integral points on the elliptic Curve $ E {pq}: y^2=x^3+(pq 12)x 2(pq 8)$
... In this paper, using elementary number theory methods and some properties of generalized Fibonacci and Lucas sequences, we obtain the the following results.. denote Legendre symbol..[r] ... See full document
10
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
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On Mahler Expansion of p-adic Gamma Function Affiliated with the q-Boole Polynomials
... of p-adic gamma function in terms of q-Boole polynomials and numbers. Moreover, we discover fermionic p-adic q-integral of the derivative of p-adic gamma function. We acquire a representation for the p-adic Euler ... See full document
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