inverse function

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Related to inverse function: Composite function, Inverse trigonometric functions
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  • noun

Words related to inverse function

a function obtained by expressing the dependent variable of one function as the independent variable of another

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As one example, the left-to-right sequence x + ln x represents y = c ln(ax + b) for any constants a, b and c, having a associated with x, b with + and c with x, while its inverse function is represented by the right-to-left sequence / - exp / for x = ([e.
As with the inability of the usual method of obtaining an inverse function by interchanging y and x and then solving for y = [f.
Thus the degree of class consistent performance occasioned by each emergent relations test was an inverse function of its nodal distance.
Thus performance was an inverse function of nodal distance.
For the other classes, the likelihood of evoking the response trained to the A member of the class was an inverse function of the number of nodal stimuli that separated B, C, D, and E from A.
Thus the comparison selections on the within-class preference tests were an inverse function of nodal distance.
The method of Hurwitz-Radon Matrices (MHR) enables interpolation of two-dimensional curves using different coefficients [gamma]: polynomial, sinusoidal, cosinusoidal, tangent, cotangent, logarithmic, exponential, arcsin, arccos, arctan, arcctg or power function [16], also inverse functions.
m] = 2, 3, denote the inverse functions of G, [[OMEGA].
m] = 4, 5, denote the inverse functions of G, [[OMEGA].
1] denote the inverse functions of G,H,, respectively, the function G(r) is as defined in Theorem 2.
McKeague and Turner (both, Cuesta College) cover the usual introductory trigonometry topics: the six functions, right triangle trigonometry, radian measure, graphing and inverse functions, identities and formulas, equations, triangles, and complex numbers and polar coordinates.
It covers polynomials, factoring, rational expressions, rational exponents, radicals, complex numbers, quadratic and linear equations, inverse functions, exponential and logarithmic functions and linear systems of equations.
Lipschitzian inverse functions, directional derivatives, and applications in C1,1-optimization, Journal of Optimization Theory and Applications Vol.
The result covers fundamental concepts of algebra, equations and inequalities, functions and graphs, polynomial and rational function, inverse functions, exponential and logarithmic functions, trigonometric functions, analytical trigonometry, applications of trigonometry, systems of equations and inequalities, sequences, series and probability, and topics from analytical geometry.
Coverage includes the coordinate plane, equations and graphs, linear functions and quadratic functions, arithmetic combinations of functions, inverse functions, algebraic and polynomial functions, and trigonometric functions.
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