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constant of integration

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constant of integration [′kän·stənt əv ‚in·tə′grā·shən]
(mathematics)
An arbitrary constant that must be added to an indefinite integral of a function to obtain all the indefinite integrals of that function. Also known as integration constant.


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12) Using Equation 12 to establish the constant of integration for Equation 9, the solution of Equation 9 for < m* < 1/2 can be written as follows: [[THETA].
13) Integrating (13) we have [sigma](t) = [square root of 2C[upsilon]t] (14) where the constant of integration is determined through the condition that [sigma] = 0 when t = 0.
 
 
 
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