# absolute value

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## Synonyms for absolute value

### a real number regardless of its sign

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The notion of modulus function was introduced by Nakano ([12]).
Et, On a class of generalized difference sequence space defined by modulus function, Hakkaido Math.
k=1] and M : [0, [infinity]) [right arrow] [0, [infinity]) be an Orlicz function, or a modulus function.
Since M is a non-decreasing modulus function, q is a seminorm and [[DELTA].
17] was used to obtain the material constants and modulus function from a single uniaxial isochronous creep test for the "Kelvin-Voigt-type" model.
In addition, we omitted the 2-stage transformation, which uses the exponential and modulus functions in sequence.
Note that if the modulus function is f(x) = x then clearly [d.
Having defined the criterion for the unloading, we now turn to the specification of the material constants and the modulus function for the unloading case.
He holds a BSEE from the University of California at Davis, and is the primary inventor of the programmable modulus function for DDS.
If convexity of Orlicz function is replaced by M(x + y) [less than or equal to] M(x) + M([gamma]) then this function is called the modulus function and characterized by Ruckle (1973).
If convexity of Orlicz function M is replaced by subadditivity of M, then this function is called modulus function, defined by Nakano [24] and further discussed by Ruckle [27] and Maddox [18], Tripathy and Chandra [40] and many others.
As a second way of illustrating the sensitivity of the conversion computation one may use again quasielastic analysis to estimate the required accuracy on the shear modulus function in order to achieve a bulk modulus function within a prescribed range of precision.
A modulus function f is a mapping f : [0, [infinity]) [right arrow] [0, [infinity]) such that
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