proof ch:07-odes-sturm-liouville@proof-1

open in the book · parts/02-mathematical-methods/07-odes-sturm-liouville.tex:210

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proof : ch:07-odes-sturm-liouville@proof-1prooflemma 9.6: Weierstrass M-test; uniform limits are continuous9.6definition 7.20: Continuity at a point7.20proposition 7.47: Comparison; absolute convergence7.47proposition 9.139: Series for the complete integral of the first kind9.139proposition 9.22: The exponential and its derivative9.22theorem 9.8: Picard–Lindelöf9.8

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proves Weierstrass $M$-test; uniform limits are continuous declared parts/02-mathematical-methods/07-odes-sturm-liouville.tex:210