remark 7.70 What the condition says

open in the book · parts/02-mathematical-methods/05-real-analysis.tex:1692 · p. 227

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remark 7.70: What the condition says7.70corollary 7.69: e is the unique self-reproducing base7.69proposition 7.68: The natural base7.68remark 7.58: An identity, not a recipe7.58equation 7.47: eq:ana-power-derivative7.47proposition 7.61: The logarithm7.61proof : ch:05-real-analysis@proof-45proofequation 7.48: eq:ana-growth-law7.48lemma 7.67: The limit over real exponents7.67lemma 7.60: Functional equation of the exponential7.60proposition 7.27: Differentiable implies continuous7.27proposition 7.63: Laws of real powers7.63proposition 7.6: Algebra of limits7.6proof : ch:05-real-analysis@proof-44proofequation 7.38: eq:ana-e-binomial7.38lemma 7.54: Truncation error7.54proposition 7.57: The limit definition7.57

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depends_on $\ee$ is the unique self-reproducing base declared parts/02-mathematical-methods/05-real-analysis.tex:1729
depends_on The natural base declared parts/02-mathematical-methods/05-real-analysis.tex:1729
depends_on An identity, not a recipe declared parts/02-mathematical-methods/05-real-analysis.tex:1729