We prove some finite sum identities involving reciprocals of the binomial and central binomial coefficients, as well as harmonic, Fibonacci and Lucas numbers, some of which recover previously known results, while the others are new
In this paper, we are concerned with sums involving inverses of binomial coefficients. We study cert...
We extend some results of Euler related sums. Integral and closed-form representations of sums with ...
In this note, the finite alternating sums of reciprocals of balancing and Lucas-balancing numbers ar...
We prove some finite sum identities involving reciprocals of the binomial and central binomial coeff...
We present several polynomial congruences about sums with central binomial coefficients and harmonic...
We present several polynomial congruences about sums with central binomial coefficients and harmonic...
In this paper we derive some identities of harmonic number sums with binomial coefficients, we also ...
In this paper we derive some identities of harmonic number sums with binomial coefficients, we also ...
In this note a procedure to obtain identities involving rational sums of real numbers is presented....
In this note a procedure to obtain identities involving rational sums of real numbers is presented....
Some identities of sums associated with harmonic numbers and binomial coefficients are developed. In...
Some identities of sums associated with harmonic numbers and binomial coefficients are developed. In...
Motivated by a problem proposed by Seiffert a quarter of century ago, we explicitly evaluate binomia...
We use integral identities to establish a relationship with sums that include harmonic numbers, more...
We use integral identities to establish a relationship with sums that include harmonic numbers, more...
In this paper, we are concerned with sums involving inverses of binomial coefficients. We study cert...
We extend some results of Euler related sums. Integral and closed-form representations of sums with ...
In this note, the finite alternating sums of reciprocals of balancing and Lucas-balancing numbers ar...
We prove some finite sum identities involving reciprocals of the binomial and central binomial coeff...
We present several polynomial congruences about sums with central binomial coefficients and harmonic...
We present several polynomial congruences about sums with central binomial coefficients and harmonic...
In this paper we derive some identities of harmonic number sums with binomial coefficients, we also ...
In this paper we derive some identities of harmonic number sums with binomial coefficients, we also ...
In this note a procedure to obtain identities involving rational sums of real numbers is presented....
In this note a procedure to obtain identities involving rational sums of real numbers is presented....
Some identities of sums associated with harmonic numbers and binomial coefficients are developed. In...
Some identities of sums associated with harmonic numbers and binomial coefficients are developed. In...
Motivated by a problem proposed by Seiffert a quarter of century ago, we explicitly evaluate binomia...
We use integral identities to establish a relationship with sums that include harmonic numbers, more...
We use integral identities to establish a relationship with sums that include harmonic numbers, more...
In this paper, we are concerned with sums involving inverses of binomial coefficients. We study cert...
We extend some results of Euler related sums. Integral and closed-form representations of sums with ...
In this note, the finite alternating sums of reciprocals of balancing and Lucas-balancing numbers ar...
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