Constrained functional similarity by minimizing the H1 seminorm and applications to engineering problems
S Filipov, I Gospodinov - Science, Engineering and Education, 2016 - jsee.uctm.edu
Often in engineering problems a function and a set of constraints are given and a new
function is sought that is the “closest” to the original one and also satisfies the constraints …
function is sought that is the “closest” to the original one and also satisfies the constraints …
Solving Function Approximation Problems Using the-Norm of the Log Ratio as a Metric
This article considers the following function approximation problem: Given a non-negative
function and a set of equality constraints, find the closest to it non-negative function which …
function and a set of equality constraints, find the closest to it non-negative function which …
Performance of modified non-linear shooting method for simulation of 2nd order two-point bvps
In this research article, numerical solution of nonlinear 2nd order two-point boundary value
problems (TPBVPs) is discussed by the help of nonlinear shooting method (NLSM), and …
problems (TPBVPs) is discussed by the help of nonlinear shooting method (NLSM), and …
Laplacian preserving transformation of surfaces and application to boundary value problems for Laplace's and Poisson's equations
This paper shows that the constrained similarity transformation of surfaces under boundary
constraints is a Laplacian preserving transformation. First, a general proof is presented and …
constraints is a Laplacian preserving transformation. First, a general proof is presented and …
Geometric Versus Arithmetic Difference and-Seminorm Versus-Norm in Function Approximation
In solving function approximation problems, sometimes, it is necessary to ensure non-
negativity of the result and approximately uniform relative deviation from the target. In these …
negativity of the result and approximately uniform relative deviation from the target. In these …
[PDF][PDF] Computation of Volterra and Fredholm Integro-Differential Nonlinear Boundary Value Problems by a Modified Regula Falsi-Bisection Shooting Approach
OO ONYEJEKWE - wseas.com
A modified Regula Falsi shooting method approach is deployed to solve a set of Volterra
and Fredholm integro-nonlinear boundary value problems. Efforts to solve this class of …
and Fredholm integro-nonlinear boundary value problems. Efforts to solve this class of …
[PDF][PDF] Geometric vs Arithmetic Difference and H-Seminorm vs L 2-Norm in Function Approximation
SM Filipov, ID Gospodinov, AV Atanassov… - researchgate.net
In solving function approximation problems, sometimes, it is necessary to ensure non-
negativity of the result and approximately uniform relative deviation from the target. In these …
negativity of the result and approximately uniform relative deviation from the target. In these …
Constrained similarity of 2-D trajectories by minimizing the H1 semi-norm of the trajectory difference
SM Filipov, ID Gospodinov - arxiv preprint arxiv:1608.08541, 2016 - arxiv.org
This paper defines constrained functional similarity between 2-D trajectories via minimizing
the H1 semi-norm of the difference between the trajectories. An exact general solution is …
the H1 semi-norm of the difference between the trajectories. An exact general solution is …