DOIAbstract
AbstractAn elementary proof is given, to show that the quartic form X14+X24+X34+X44 cannot be written as a sum of three squares of real quadratic forms
AbstractAn elementary proof is given, to show that the quartic form X14+X24+X34+X44 cannot be written as a sum of three squares of real quadratic forms
AbstractWe give a simple proof of Jackson's terminating q-analogue of Dixon's identity
AbstractWhile various techniques have been used to demonstrate the classical four squares theorem fo...
AbstractLet Q(x) = Q(x1, …, x4) be a quadratic form with integer coefficients and let p denote a pri...
AbstractWe show that the quartic form x14+x24+x34+x44 cannot be written as a sum of three squares of...
International audienceLet K be a totally real Galois number field. C. J. Hillar proved that if f in ...
Abstract.: If φ is an excellent form, then it is possible to use the dimensions of the higher comple...
If phi is an excellent form, then it is possible to use the dimensions of the higher complements of ...
AbstractLet K be a finite extension of F2. We consider quadratic forms written as the trace of xR(x)...
Let r3(n) be the number of representations of a positive integer n as a sum of three squares of inte...
Let $ d_k(n) $ denote the k-th divisor function. In this paper, we give the asymptotic formula of th...
We study the algebras of hermitian automorphic forms for the lattice $L_n=diag(1,1,\ldots,1,-1)$ and...
summary:In this paper, we prove a theorem for $n$-dimensional totally real minimal submanifold immer...
AbstractThe well-known law of quadratic reciprocity has over 150 proofs in print. We establish a rel...
AbstractWe show that several terminating summation and transformation formulas for basic hypergeomet...
In this note, we take another look at some arithmetic identities of N.J. Fine associated with diviso...
AbstractWe give a simple proof of Jackson's terminating q-analogue of Dixon's identity
AbstractWhile various techniques have been used to demonstrate the classical four squares theorem fo...
AbstractLet Q(x) = Q(x1, …, x4) be a quadratic form with integer coefficients and let p denote a pri...
AbstractWe show that the quartic form x14+x24+x34+x44 cannot be written as a sum of three squares of...
International audienceLet K be a totally real Galois number field. C. J. Hillar proved that if f in ...
Abstract.: If φ is an excellent form, then it is possible to use the dimensions of the higher comple...
If phi is an excellent form, then it is possible to use the dimensions of the higher complements of ...
AbstractLet K be a finite extension of F2. We consider quadratic forms written as the trace of xR(x)...
Let r3(n) be the number of representations of a positive integer n as a sum of three squares of inte...
Let $ d_k(n) $ denote the k-th divisor function. In this paper, we give the asymptotic formula of th...
We study the algebras of hermitian automorphic forms for the lattice $L_n=diag(1,1,\ldots,1,-1)$ and...
summary:In this paper, we prove a theorem for $n$-dimensional totally real minimal submanifold immer...
AbstractThe well-known law of quadratic reciprocity has over 150 proofs in print. We establish a rel...
AbstractWe show that several terminating summation and transformation formulas for basic hypergeomet...
In this note, we take another look at some arithmetic identities of N.J. Fine associated with diviso...
AbstractWe give a simple proof of Jackson's terminating q-analogue of Dixon's identity
AbstractWhile various techniques have been used to demonstrate the classical four squares theorem fo...
AbstractLet Q(x) = Q(x1, …, x4) be a quadratic form with integer coefficients and let p denote a pri...
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