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Orthogonal instruction set - Orthogonal instruction set is a term used in computer science. Generally, having an orthogonal instruction set is a desirable attribute for any computer architecture.
Orthogonal variable spreading factor - Orthogonal variable spreading factor (OVSF) is an implementation of Code division multiple access (CDMA) where before each signal is transmitted, the spectrum is spread through the use of a user's code. User's codes are carefully chosen to be mutually orthogonal to each other.
Orthogonal programming language - Orthogonal is a Befunge-like, although independently developed, two-dimensional esoteric programming language. The major difference is that each cell in an Orthogonal program consists of up to four characters, allowing directives such as "ccw" to turn the IP counterclockwise.
Orthogonal group - In mathematics, the orthogonal group of degree n over a field F (written as O(n,F)) is the group of n-by-n orthogonal matrices with entries from F, with the group operation that of matrix multiplication. This is a subgroup of the general linear group GL(n,F).
ODRPACK: Software for Orthogonal Distance Regression - Solves the Orthogonal Distance Regresson (ODR) problem, that is, to find parameter estimates that minimize the sum of the squares of the weighted orthogonal distances between each observed data point and the curve described by a nonlinear equation.
Modern Methods of Time-Frequency Analysis - Special session at the Erwin Schrödinger Institute for Mathematical Physics (ESI), Vienna, Austria. Topics: Group theoretical methods, operator theory, and non-orthogonal expansions; Time-frequency methods for pseudo-differential operators; Non-orthogonal expansions and greedy algorithms; Noncommutative computational harmonic analysis. 4 April - 9 July 2005.
Orthogonal Arrays - A library of over 200 orthogonal arrays maintained by N. J. A. Sloane.
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Orthogonal Polynomial - Orthogonal Polynomial Fourier Series and Orthogonal Polynomials Fourier Series orthogonal polynomial and Orthogonal Polynomials Classical and Quantum Orthogonal Polynomials ...
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