Discover Linear Algebra
نویسندگان
چکیده
منابع مشابه
A brief introduction to quaternion matrices and linear algebra and on bounded groups of quaternion matrices
The division algebra of real quaternions, as the only noncommutative normed division real algebra up to isomorphism of normed algebras, is of great importance. In this note, first we present a brief introduction to quaternion matrices and quaternion linear algebra. This, among other things, will help us present the counterpart of a theorem of Herman Auerbach in the setting of quaternions. More ...
متن کاملSome results on Haar wavelets matrix through linear algebra
Can we characterize the wavelets through linear transformation? the answer for this question is certainly YES. In this paper we have characterized the Haar wavelet matrix by their linear transformation and proved some theorems on properties of Haar wavelet matrix such as Trace, eigenvalue and eigenvector and diagonalization of a matrix.
متن کاملLinear Algebra in Geography: Eigenvectors of Networks
JSTOR is a not-for-profit service that helps scholars, researchers, and students discover, use, and build upon a wide range of content in a trusted digital archive. We use information technology and tools to increase productivity and facilitate new forms of scholarship. For more information about JSTOR, please contact [email protected].. Mathematical Association of America is collaborating with...
متن کاملLighthouse: A User-Centered Web Service for Linear Algebra Software
Various fields of science and engineering rely on linear algebra for large scale data analysis, modeling and simulation, machine learning, and other applied problems. Linear algebra computations often dominate the execution time of such applications. Meanwhile, experts in these domains typically lack the training or time required to develop efficient, high-performance implementations of linear ...
متن کاملHLinear: Exact Dense Linear Algebra in Haskell
We present an implementation in the functional programming language Haskell of the PLE decomposition of matrices over division rings. We discover in our benchmarks that in a relevant number of cases it is significantly faster than the C-based implementation provided in FLINT. Describing the guiding principles of our work, we introduce the reader to basic ideas from high performance functional p...
متن کامل