In this work we show when and how techniques based on the Singular Value Decomposition (SVD) and the QR decomposition of a fundamental matrix solution can be used to infer if a system enjoys –or not– exponential dichotomy on the whole real line.

To reconstruct point geometry from multiple images, computation of the fundamental matrix is always necessary. With a new optimization criterion, i.e., re-projective 3D metric geometric distance rather than projective space under RANSAC (Random Sample And Consensus) framework, our method can reveal quality visually through reconstruction. The projection error points to corresponding image pixel...

the main aim of this paper intends to discuss the solution of fuzzy sylvester matrix equation

The method of fundamental solutions (also known as the singularity or the source method) is a useful technique for solving linear partial di erential equations such as the Laplace or the Helmholtz equation. The procedure involves only boundary collocation or boundary tting and hence is a very fast procedure for the solution of these classes of problems. The resulting coe cient matrix, is howeve...