Vito Volterra, 1881: There exists a function, F(x), whose derivative, F '(x), exists and is bounded for all x, but the derivative, F '(x), cannot be integrated.
https://www.powershow.com/view/a6854-ZmJiM/Vito_Volterra_1881_There_exists_a_function_F_x_whose_derivative_F__x_exists_and_is_bounded_for_all_x_but_the_derivative_F__x_cannot_be_integrated_powerpoint_ppt_presentation
Icons create by Freepik from www.flaticon.com/