WOS: 000214277200011In this paper, we consider two generalized binary sequences and then give a generalization of a matrix equality proposed as an advanced problem. Then, we derive new certain finite sums including the generalized binary sequences as applications
We use integral identities to establish some closed forms of finite binomial sums. In particular ca...
AbstractThis paper highlights three known identities, each of which involves sums over alternating s...
In this paper, we prove a general theorem dealing with absolute matrix summability methods of infini...
In this paper, we consider the Horadam sequence and some summation formulas involving the terms of t...
In this paper, we consider the Horadam sequence and some summation formulas involving the terms of t...
In this paper, the authors establish some identities involving inverses of binomial coefficients and...
Given the generalized Fibonacci sequence {Wn(a, b; p, q)} we can naturally associate a matrix of ord...
Many authors define certain generalizations of the usual Fibonacci, Pell and Lucas numbers by matrix...
WOS: 000301899300004In this paper, we consider some generalized Fibonomial sums formulae and then pr...
In this paper, we consider the Horadam sequence and some summation formulas involving the terms of ...
AbstractAs a generalization of Calkin's identity and its alternating form, we compute a kind of bino...
Many authors define certain generalizations of the usual Fibonacci, Pell and Lucas numbers by matrix...
In this paper we give combinatorial proofs of some well known identities and obtain some generalizat...
WOS: 000329081500003In this study, we define a generalization of Lucas sequence {p(n)}. Then we obta...
We prove some finite sum identities involving reciprocals of the binomial and central binomial coeff...
We use integral identities to establish some closed forms of finite binomial sums. In particular ca...
AbstractThis paper highlights three known identities, each of which involves sums over alternating s...
In this paper, we prove a general theorem dealing with absolute matrix summability methods of infini...
In this paper, we consider the Horadam sequence and some summation formulas involving the terms of t...
In this paper, we consider the Horadam sequence and some summation formulas involving the terms of t...
In this paper, the authors establish some identities involving inverses of binomial coefficients and...
Given the generalized Fibonacci sequence {Wn(a, b; p, q)} we can naturally associate a matrix of ord...
Many authors define certain generalizations of the usual Fibonacci, Pell and Lucas numbers by matrix...
WOS: 000301899300004In this paper, we consider some generalized Fibonomial sums formulae and then pr...
In this paper, we consider the Horadam sequence and some summation formulas involving the terms of ...
AbstractAs a generalization of Calkin's identity and its alternating form, we compute a kind of bino...
Many authors define certain generalizations of the usual Fibonacci, Pell and Lucas numbers by matrix...
In this paper we give combinatorial proofs of some well known identities and obtain some generalizat...
WOS: 000329081500003In this study, we define a generalization of Lucas sequence {p(n)}. Then we obta...
We prove some finite sum identities involving reciprocals of the binomial and central binomial coeff...
We use integral identities to establish some closed forms of finite binomial sums. In particular ca...
AbstractThis paper highlights three known identities, each of which involves sums over alternating s...
In this paper, we prove a general theorem dealing with absolute matrix summability methods of infini...