AbstractLet R be a PID. This article gives an algorithm for computing the kernel of a locally finite iterative higher derivation of a finitely generated R-domain
Abstract. In this note, we present certain circular domain, named Fore-lli-Rudin construction or Hua...
A new method for performing a kernel principal component analysis is proposed. By kernelizing the ge...
In this paper, asymptotic expansions of the Bergman kernel and the Szeg\"o kernel are computed for p...
Abstract. Let R be an integral domain that is finitely generated over a field k. Let D: R! R be a de...
summary:Let $k\subseteq k'$ be a field extension. We give relations between the kernels of higher de...
Contains fulltext : 197579.pdf (preprint version ) (Open Access
We specify and implement a kernel for computational geometry in arbitrary finite dimensional space. ...
AbstractThe group K2 of a curve C over a finite field is equal to the tame kernel of the correspondi...
AbstractA formal algorithm is given for the systematic exact evaluation of higher order partial deri...
2. The Solution by Means of a Gröbner Basis over K x;y 3. The Solution by Means of Gröbner Bases o...
This paper is concerned with the e#ective computation of approximations to higher order derivations....
AbstractIn this paper, we analyse the iterated collocation method for Hammerstein equations with smo...
We give a short survey of a general discretization method based on the theory of reproducing kernels...
We will investigate interpolation techniques with various multiquadric kernels. Ultimately, this may...
In this paper, we analyse the iterated collocation method for Hammerstein equations with smooth and ...
Abstract. In this note, we present certain circular domain, named Fore-lli-Rudin construction or Hua...
A new method for performing a kernel principal component analysis is proposed. By kernelizing the ge...
In this paper, asymptotic expansions of the Bergman kernel and the Szeg\"o kernel are computed for p...
Abstract. Let R be an integral domain that is finitely generated over a field k. Let D: R! R be a de...
summary:Let $k\subseteq k'$ be a field extension. We give relations between the kernels of higher de...
Contains fulltext : 197579.pdf (preprint version ) (Open Access
We specify and implement a kernel for computational geometry in arbitrary finite dimensional space. ...
AbstractThe group K2 of a curve C over a finite field is equal to the tame kernel of the correspondi...
AbstractA formal algorithm is given for the systematic exact evaluation of higher order partial deri...
2. The Solution by Means of a Gröbner Basis over K x;y 3. The Solution by Means of Gröbner Bases o...
This paper is concerned with the e#ective computation of approximations to higher order derivations....
AbstractIn this paper, we analyse the iterated collocation method for Hammerstein equations with smo...
We give a short survey of a general discretization method based on the theory of reproducing kernels...
We will investigate interpolation techniques with various multiquadric kernels. Ultimately, this may...
In this paper, we analyse the iterated collocation method for Hammerstein equations with smooth and ...
Abstract. In this note, we present certain circular domain, named Fore-lli-Rudin construction or Hua...
A new method for performing a kernel principal component analysis is proposed. By kernelizing the ge...
In this paper, asymptotic expansions of the Bergman kernel and the Szeg\"o kernel are computed for p...
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