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A determinant solution for infinity values of multi-exponential equations using equal time intervals.

J Newburger·S Stavchansky
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Abstract

A determinant solution for the infinity values of multi-exponential equations using the Guggenheim method of equal time intervals is demonstrated. The resultant solution is independent of the rate constants and can be applied using data in the early non-log-linear phase of the process. The minimum number of data points needed for an nth exponential equation is (2N + 1).

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J Newburger, S Stavchansky. A determinant solution for infinity values of multi-exponential equations using equal time intervals.. https://doi.org/10.1002/bdd.2510010305

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