This calculus course is a continuation of Calculus I. Topics include inverse trigonometric and hyperbolic functions and their derivatives; techniques of integration, such as integration by parts, ...

Assorted math functions, including linear interpolation, list operations (sums, mean, products), convolution, quantization, log2, hyperbolic trig functions, random ...

In this work, we propose a network model to generate different combinations of the hyperbolic functions to achieve some approximation and classification properties. This is to circumvent the iterative ...

To solve the problem of traditional cyphers, we have proposed a new hardware security primitive: recursive inverse function (RIF) designed on the field-programmable gate array (FPGA). The RIF takes ...

We address the stability of multi-solitons for the cubic nonlinear Schrödinger (NLS) equation on the line. By using the dressing transformation and the inverse scattering transform methods, we ...

Minimum Mode Saddle Point Searches Using Gaussian Process Regression with Inverse-Distance Covariance Function Olli-Pekka Koistinen Olli-Pekka Koistinen Department of Computer Science, Aalto ...

Fred Almgren exploited the excess method for proving regularity theorems in the calculus of variations. His techniques yielded Hölder continuous differentiability except for a small closed singular ...