Everything Is Logarithms
This article proposes a new conceptual framework for understanding logarithms by treating them as abstract algebraic objects rather than just numbers. The author suggests that viewing logarithms as 'baseless' units allows for a more intuitive understanding of change-of-base formulas.
Why it matters
It offers a novel pedagogical approach to mathematical concepts that are often taught through rote memorization of formulas.
Some connections between things, which I have not seen elsewhere. Maybe they mean something?
The content is purely mathematical and theoretical.
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