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infinite integral

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infinite integral [′in·fə·nət ′int·ə·grəl]
(mathematics)
An integral at least one of whose limits of integration is infinite.


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21) The evaluation of these infinite integrals when all the terms are written out in full form become very unwidely and moreover we have to perform the inverse Laplace transform to these expressions in order to find the temperature and stresses in space time domain.
The reformulated FLT has countably infinite integral solutionsin the new real number system.
However, the essence of his material is virtually timeless, covering real variables, functions of real variables, complex numbers, limits of functions for a positive integer variable, limits of functions of a continuous variable, derivatives and integrals, theorems in the differential and integral calculus, the convergence of infinite series and infinite integrals, the functions of real variables (logarithmic, exponential and circular) and their real functions.
 
 
 
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