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Vector arithmetic is a base of (coordinate) geometry, physics and various other disciplines. The usual method is based on Cartesian coordinate-system which fits both to continuous plane/space and ...

Link to the paper: https://ieeexplore.ieee.org/document/8258617 Please cite: Mousavi, Seyed Muhammad Hossein, S. Younes MiriNezhad, and Atiye Mirmoini. "A new support ...

"This notebook walks you through how to implement $ x := L x $ where $ L $ is lower triangular. Vector $ y $ is not to be touched (and, indeed, not even passed into the routines). This is a little ...

Abstract: The paper begins by reviewing the principles of edge- and face-based vector basis functions for FEM expansion, using tangential vector finite elements (TVFEs) for triangular elements. A ...

Abstract: Finding and determining best Support vector samples, play and important role in the accuracy and efficiency of classification process. Many support vector methods have been proposed, which ...

I'm a n00b with OpenGL (using MSVC, not that it matters), but here's a simple question:<BR><BR>If I want to make a model that's just two connected but noncoplanar triangles (imagine a square but bent ...

This paper deals with the convergence in distribution to Gaussian, generalized Poisson and infinitely divisible laws of the row sums of certain φ or ψ-mixing triangular arrays of Banach space valued ...