Inverse function of intergration

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To find the inverse of the integration equation TEC = ∫Ne ds, differentiation is the key process. By applying differentiation, one can derive Ne from TEC. Specifically, if f(x) represents the integral of g(x), then g(x) can be obtained by taking the derivative of f(x). Thus, Ne can be calculated as Ne = d(TEC)/ds. Understanding this relationship is crucial for reversing integration to retrieve original data.
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hi all,

I have a TEC data and I got this

TEC = \intNe ds

How can I inverse this equation to get data for Ne. Thank you
 
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The inverse function for integration is "differentiation".

If ##f(x)=\int g(x)dx## then ##g(x)=f'(x)##
 
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