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Lorentz transformations
Lorentz transformation
(mathematics, relativity) A transformation relating the spacetime coordinates of one frame of reference to another in special relativity.
Laplace transform
(mathematics) an integral transform of positive real function f(t) to a complex function F(s); given by:
transformational rule
(music) A rule that modifies a well-formed structure (in limited ways). / (grammar) A rule that takes an input and changes it in some restricted way to result in a surface structure.
Fourier transform
(mathematical analysis, harmonic analysis, physics, electrical engineering) A particular integral transform that when applied to a function of time (such as a signal), converts the function to one that plots the original function's frequency composition; the resultant function of such a conversion.
affine transformation
(geometry, linear algebra) A geometric transformation that preserves lines and parallelism, but in general not lengths or angles; (more formally) an automorphism of an affine space: a mapping of an affine space onto itself that preserves both the dimension of any affine subspace and the ratio of the lengths of any pair of parallel line segments.
transform fault
(geology) A geological fault separating two tectonic plates which are sliding horizontally in directions parallel with the fault line.
linear transformations
linear transformation
(linear algebra) A map between vector spaces which respects addition and multiplication.
Möbius transformation
(geometry, complex analysis) A transformation of the extended complex plane that is a rational function of the form f(z) = (az + b) / (cz + d), where a, b, c, d are complex numbers such that ad − bc ≠ 0; an automorphism of the complex projective line.