he Wei-Norman formula locally relates the Magnus solution of a system of linear time-varying ODEs with the solution expressed in terms of products of exponentials by means of a set of nonlinear differential equations in the parameters of the two types of solutions. A closed form expression of such formula is proposed based on the use of Putzer's method
For formulating mathematical models, engineering problems and physical problems, Nonlinear ordinary ...
Available from British Library Document Supply Centre-DSC:9106.1605(CU-DAMTP-NA--14/1996) / BLDSC - ...
AbstractThe factorization method for systems of linear difference equations is shown to be related t...
he Wei-Norman formula locally relates the Magnus solution of a system of linear time-varying ODEs wi...
The Wei-Norman formula locally relates the Magnus solution of a system of linear time-varying ODEs w...
We consider the Fer and the Magnus expansions for the numerical solution of the nonlinear matrix Li...
In this paper we consider numerical methods for solving nonlinear equations on matrix Lie groups. Re...
Despite the fact that Sophus Lie's theory was virtually the only systematic method for solving nonli...
For differential equations on a matrix Lie group it is known that most traditional methods do not ke...
In this paper we deal with high oscillatory systems and numerical methods for the approximation of ...
AbstractIn this paper we explore the computation of the matrix exponential in a manner that is consi...
Making use of the well-known one-to-one correspondence between real localized potentials and transfe...
AbstractWe use elementary methods and operator identities to solve linear matrix differential equati...
AbstractHere we consider a numerical procedure to interpolate on matrix Lie groups. By using the exp...
Bu tez çalışmasında, Lie-grup yöntemlerinden Magnus ve Düzeltilmiş Magnus seri açılım yöntemlerinin ...
For formulating mathematical models, engineering problems and physical problems, Nonlinear ordinary ...
Available from British Library Document Supply Centre-DSC:9106.1605(CU-DAMTP-NA--14/1996) / BLDSC - ...
AbstractThe factorization method for systems of linear difference equations is shown to be related t...
he Wei-Norman formula locally relates the Magnus solution of a system of linear time-varying ODEs wi...
The Wei-Norman formula locally relates the Magnus solution of a system of linear time-varying ODEs w...
We consider the Fer and the Magnus expansions for the numerical solution of the nonlinear matrix Li...
In this paper we consider numerical methods for solving nonlinear equations on matrix Lie groups. Re...
Despite the fact that Sophus Lie's theory was virtually the only systematic method for solving nonli...
For differential equations on a matrix Lie group it is known that most traditional methods do not ke...
In this paper we deal with high oscillatory systems and numerical methods for the approximation of ...
AbstractIn this paper we explore the computation of the matrix exponential in a manner that is consi...
Making use of the well-known one-to-one correspondence between real localized potentials and transfe...
AbstractWe use elementary methods and operator identities to solve linear matrix differential equati...
AbstractHere we consider a numerical procedure to interpolate on matrix Lie groups. By using the exp...
Bu tez çalışmasında, Lie-grup yöntemlerinden Magnus ve Düzeltilmiş Magnus seri açılım yöntemlerinin ...
For formulating mathematical models, engineering problems and physical problems, Nonlinear ordinary ...
Available from British Library Document Supply Centre-DSC:9106.1605(CU-DAMTP-NA--14/1996) / BLDSC - ...
AbstractThe factorization method for systems of linear difference equations is shown to be related t...
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