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linear function
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linear function

In its simplest context, a transformation such as y = mx that may be depicted as a line through the origin. More generally, a transformation T defined on a vector space with the property that: T(αx + βy) = αT(x) + βT(y), for x, y vectors and α, β scalars.
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ij] in the A and D matrices from non-varying constants to linear functions of time (i.
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The difference between this study and other studies is that the piecewise linear functions are constrained to ensure the resulting concentration-response function is biologically plausible.
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