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What Starts with π and Ends with e?
- In 2005, the author published three journal papers on methods for approximating the base of the natural logarithm, e.
- The author found a way to link e to its counterpart, π, in their research.
- Jacob Bernoulli discovered the limit definition of e in 1683, which relates to compound interest calculations.
- The author was curious about treating the equation as a real function of two variables, r and s.
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