Add to ORKGThis study investigates regularization techniques for the boundary knot method (BKM). We consider three regularization methods and two approaches for the determination of the regularization parameter. Our numerical experiments show that Tikhonov regularization in conjunction with generalized cross-validation approach outperforms the other regularization techniques in the BKM solution of Helmholtz and modifie
This thesis presents how Tikhonov’s regularization can be used to solve an inverse problem of Helmho...
We study the numerical identification of an unknown portion of the boundary on which either the Diri...
Abstract: To predict the sound field in an acoustic problem, the well-known non-uniqueness problem h...
This study investigates regularization techniques for the boundary knot method (BKM). We consider th...
Numerical solutions of the boundary knot method (BKM) always perform oscillatory convergence when us...
The boundary knot method (BKM) of very recent origin is an inherently meshless, integration-free, bo...
The boundary knot method (BKM) is a kind of boundary-type meshless method, only boundary points are ...
AbstractThe boundary knot method (BKM) is meshless, integration-free, boundary-type, radial basis fu...
To alleviate the difficulty of dense matrices resulting from the boundary knot method, the concept o...
To alleviate the difficulty of dense matrices resulting from the boundary knot method, the concept o...
nda e t es t scre hes of th n to tinu aso, the uccess re stil erator refer f depen r this i n integ ...
The boundary knot method is a recent truly meshfree boundary-type radial basis function (RBF) colloc...
This paper firstly derives the nonsingular general solution of heat conduction in nonlinear function...
The most commonly used method for the solution of ill-posed problems is Tikhonov regularization meth...
This thesis presents how Tikhonov’s regularization can be used to solve an inverse problem of Helmho...
This thesis presents how Tikhonov’s regularization can be used to solve an inverse problem of Helmho...
We study the numerical identification of an unknown portion of the boundary on which either the Diri...
Abstract: To predict the sound field in an acoustic problem, the well-known non-uniqueness problem h...
This study investigates regularization techniques for the boundary knot method (BKM). We consider th...
Numerical solutions of the boundary knot method (BKM) always perform oscillatory convergence when us...
The boundary knot method (BKM) of very recent origin is an inherently meshless, integration-free, bo...
The boundary knot method (BKM) is a kind of boundary-type meshless method, only boundary points are ...
AbstractThe boundary knot method (BKM) is meshless, integration-free, boundary-type, radial basis fu...
To alleviate the difficulty of dense matrices resulting from the boundary knot method, the concept o...
To alleviate the difficulty of dense matrices resulting from the boundary knot method, the concept o...
nda e t es t scre hes of th n to tinu aso, the uccess re stil erator refer f depen r this i n integ ...
The boundary knot method is a recent truly meshfree boundary-type radial basis function (RBF) colloc...
This paper firstly derives the nonsingular general solution of heat conduction in nonlinear function...
The most commonly used method for the solution of ill-posed problems is Tikhonov regularization meth...
This thesis presents how Tikhonov’s regularization can be used to solve an inverse problem of Helmho...
This thesis presents how Tikhonov’s regularization can be used to solve an inverse problem of Helmho...
We study the numerical identification of an unknown portion of the boundary on which either the Diri...
Abstract: To predict the sound field in an acoustic problem, the well-known non-uniqueness problem h...