Dynamic function specialization [PDF]
Function specialization is a compilation technique that consists in optimizing the body of a function for specific values of an argument. Different versions of a function are created to deal with the most frequent values of the arguments, as well as the default case. Compilers can do a better optimization with the knowledge of run-time behaviour of the
Ap, Arif Ali, Rohou, Erven
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In order to characterize the common feature of the general Lorentz violation models that the local speed of light is variable at ultrahigh energy scale, we introduced a parameter n to characterize the variation of the speed of light between inertial systems.
Jinwen Hu, Huan Hu
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Topics in Special Functions III [PDF]
In geometric function theory, conformally invariant extremal problems often have expressions in terms of special functions. Such problems occur, for instance, in the study of change of euclidean and noneuclidean distances under quasiconformal mappings. This fact has led to many new results on special functions.
Anderson, G. D. +2 more
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A Special Integral Function [PDF]
1. Some years ago Collingwood and Valiront proposed the problem of whether there could exist an integral function whose minimum modulus on every circle Iz I =r is bounded, but possessing no asymptotic paths. By an asymptotic path we mean a continuous path tending to infinity along which the value of the function tends to a limit.
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On the special function of the skin [PDF]
Abstract The purpose which is answered in the animal economy by the cutaneous exhalation has not hitherto been correctly assigned by physiologists: the author believes it to be simply the elimination from the system of a certain quantity of pure water, and he considers that the saline and other ingredients which pass oft at the same ...
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Image Enhancement via Special Functions and Its Application for Near Infrared Imaging. [PDF]
Yang R +5 more
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Logic Analysis of Arrhythmia Triggered by Pacemaker Special Functions - An Educational Presentation. [PDF]
Liu Y, Yuan X.
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A Novel Computational Tool for the Fractional-Order Special Functions Arising from Modeling Scientific Phenomena via Abu-Shady-Kaabar Fractional Derivative. [PDF]
Abu-Shady M, Kaabar MKA.
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Hadamard and Fejér-Hadamard inequalities for extended generalized fractional integrals involving special functions. [PDF]
Kang SM, Farid G, Nazeer W, Tariq B.
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Semantic preserving bijective mappings for expressions involving special functions between computer algebra systems and document preparation systems. [PDF]
Greiner-Petter A +3 more
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