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adding file for Taylor Series Expansions.
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SUMMARY.md

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* [FORTRAN](chapters/principles_of_code/choosing_a_language/FORTRAN.md)
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* [Building Blocks](chapters/principles_of_code/building_blocks.md)
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* [Code Quality](chapters/principles_of_code/code_quality.md)
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* [Mathematical Background](chapters/mathematical_background.md)
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* [Mathematical Background](chapters/mathematical_background/mathematical_background.md)
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* [Taylor Series](chapters/mathematical_background/taylor_series.md)
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* [Computational Mathematics](chapters/computational_mathematics/computational_mathematics.md)
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* [Matrix Methods](chapters/computational_mathematics/matrix_methods/matrix_methods.md)
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* [Gaussian Elimination](chapters/computational_mathematics/matrix_methods/gaussian_elimination.md)
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# Taylor Series Expansion
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I have been formally trained as a physicist. In my mind, there are several mathematical topics that blur the boundary between mathematics and physics. Taylor Series Expansions are one of those topics.
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On the one hand, I can see how the expansion could be considered purely mathematical. I mean, here is the definition:
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$$
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T = \sum_{n=0}^{\infty} \frac{f^{(n)}(a)}{n!}(x-a)^n
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$$
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It looks like it is just a bunch of derivatives strung together! Where's the physics?

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