High order and sparse layers in pytorch. Lagrange Polynomial, Piecewise Lagrange Polynomial, Piecewise Discontinuous Lagrange Polynomial (Chebyshev nodes) and Fourier Series layers of arbitrary order.

This article describes a local polynomial interpolation (LPI) optimization used to create digital terrain models (DTM) of the seabed based on data collected via a multibeam echosounder (MBES) during a ...

In this paper, we first propose an interpolation algorithm in a well ordered free module of a linearized polynomial ring, and then use this algorithm to decode several important families of codes, ...

There are several formal kinds of interpolation, including linear interpolation, polynomial interpolation, and piecewise constant interpolation. Financial analysts use an interpolated yield curve ...

Python classes defining a 1D linear finite element solver for second order ODEs This notebook contains classes for the solution of steady, 2nd order, linear ODE's in one dimension. The code uses ...

Beyond cProfile for Python profiling cProfile is hardly the only way to profile a Python application. cProfile is certainly one of the most convenient ways, given that it’s bundled with Python.