Outlines the Bernoulli’s solution of the original Riccati Differential Equation. Riccati was interested in knowing the values of the exponent for which the equation can be solved in terms of elementary functions, and it did not take Bernoulli long to come up with the answer in terms of the series of values for which the equation can be solved in finite terms. Note: A Bernoulli had solved the equation before in terms of series, but these guys used to consider series solutions cheating! So Daniel solution was considered a game changer.
14 май 2020
