Titlebook: Computational Noncommutative Algebra and Applications; Proceedings of the N Jim Byrnes Conference proceedings 20041st edition Springer Scie

admission

V. E. Kravtsov,I. V. Yurkevich,C. M. CanaliIn this paper we develop a new unified approach to the so-called generalized . (FCPTs) and .. It is based on a new generalized FCPT-generating construction. This construction has a rich algebraic structure that supports a wide range of fast algorithms.

Complement

Clifford Algebras as Unified Language for Image Processing and Pattern Recognition,The main goal of the paper is to show that commutative hypercomplex algebras and Clifford algebras can be used to solve problems of multicolor image processing and pattern recognition in a natural and effective manner.

拱形面包

A Unified Approach to Fourier-Clifford-Prometheus Sequences, Transforms and Filter Banks,In this paper we develop a new unified approach to the so-called generalized . (FCPTs) and .. It is based on a new generalized FCPT-generating construction. This construction has a rich algebraic structure that supports a wide range of fast algorithms.

neurologist

antenna

吞没

Introduction to Generalized Classical and Quantum Signal and System Theories on Groups and Hypergroystem theory on finite Abelian hypergroups. The second concerns the quantum hyperharmonic analysis of quantum signals (Hermitean operators associated with classical signals). We study classical and quantum generalized convolution hypergroup algebras of classical and quantum signals.

dialect

Mhc-Molecule

协迫

Clifford Geometric Algebras in Multilinear Algebra and Non-Euclidean Geometries,e affine plane of rays is obtained from the euclidean plane of points by adding a single anti-commuting vector to the underlying vector space. The key to the study of noneuclidean geometries is the definition of the operations of meet and join, in terms of which incidence relationships are expressed

混合,搀杂

Four Problems in Radar,ing of these radars, much like the traveling salesman problem..All of this leads to new opportunities to exploit advances in applied mathematics, physics, electronics, and computer engineering to advance the state-of-the art in radar. While radar is nearing its 100-th year as a patented product, the