DOIAbstract
AbstractIn this note, by proving some combinatorial identities, we obtain a simple form for the eigenvalues of q-Kneser graphs
AbstractIn this note, by proving some combinatorial identities, we obtain a simple form for the eigenvalues of q-Kneser graphs
AbstractWe investigate some arithmetic properties of the q-Fibonacci numbers and the q-Pell numbers
AbstractWe give a short proof of Miki's identity for Bernoulli numbers,∑i=2n-2βiβn-i-∑i=2n-2niβiβn-i...
AbstractIn this paper we establish a q-analogue of a congruence of Sun concerning the products of bi...
AbstractIt is known that∑k=0∞(2kk)(2k+1)4k=π2and∑k=0∞(2kk)(2k+1)16k=π3. In this paper we obtain thei...
AbstractIn this note, we present two sufficient conditions for determining the signs of three-term r...
AbstractWe prove that for any nonnegative integers n and r the binomial sum∑k=−nn(2nn−k)k2r is divis...
AbstractPaule and Schneider (2003) [3], and Chu (Chu and Donno) (2005) [1] gave a family of wonderfu...
In this paper, we establish some new modular relations connecting Ramanujan's cubic continued fracti...
In this paper, we establish some new modular relations connecting Ramanujan's cubic continued fracti...
AbstractThe precise Sobolev exponent s∞(φn) of the Butterworth refinable function φn associated with...
AbstractIn this paper, we prove some identities for the alternating sums of squares and cubes of the...
AbstractLet n,p and q be odd primes. In this paper, using some arithmetical properties of Lucas numb...
AbstractLet m be a positive integer, let r be a prime such that 2 is a primitive root modulo rm, and...
AbstractLet a and b be positive integers and let p be an odd prime such that p=ax2+by2 for some inte...
AbstractIn this work, we investigate existence and uniqueness of solutions for a class of nonlinear ...
AbstractWe investigate some arithmetic properties of the q-Fibonacci numbers and the q-Pell numbers
AbstractWe give a short proof of Miki's identity for Bernoulli numbers,∑i=2n-2βiβn-i-∑i=2n-2niβiβn-i...
AbstractIn this paper we establish a q-analogue of a congruence of Sun concerning the products of bi...
AbstractIt is known that∑k=0∞(2kk)(2k+1)4k=π2and∑k=0∞(2kk)(2k+1)16k=π3. In this paper we obtain thei...
AbstractIn this note, we present two sufficient conditions for determining the signs of three-term r...
AbstractWe prove that for any nonnegative integers n and r the binomial sum∑k=−nn(2nn−k)k2r is divis...
AbstractPaule and Schneider (2003) [3], and Chu (Chu and Donno) (2005) [1] gave a family of wonderfu...
In this paper, we establish some new modular relations connecting Ramanujan's cubic continued fracti...
In this paper, we establish some new modular relations connecting Ramanujan's cubic continued fracti...
AbstractThe precise Sobolev exponent s∞(φn) of the Butterworth refinable function φn associated with...
AbstractIn this paper, we prove some identities for the alternating sums of squares and cubes of the...
AbstractLet n,p and q be odd primes. In this paper, using some arithmetical properties of Lucas numb...
AbstractLet m be a positive integer, let r be a prime such that 2 is a primitive root modulo rm, and...
AbstractLet a and b be positive integers and let p be an odd prime such that p=ax2+by2 for some inte...
AbstractIn this work, we investigate existence and uniqueness of solutions for a class of nonlinear ...
AbstractWe investigate some arithmetic properties of the q-Fibonacci numbers and the q-Pell numbers
AbstractWe give a short proof of Miki's identity for Bernoulli numbers,∑i=2n-2βiβn-i-∑i=2n-2niβiβn-i...
AbstractIn this paper we establish a q-analogue of a congruence of Sun concerning the products of bi...
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