Working with Lagrange polynomials part2(Artificial Intelligence)
Lagrange polynomials over Clifford numbers(arXiv) Author : Riccardo Ghiloni, Alessandro Perotti Abstract : We construct Lagrange interpolating polynomials for a set of points and values belonging to the algebra of real quaternions H≃R0,2, or to the real Clifford algebra R0,3. In the quaternionic case, the approach by means of Lagrange…
Working with Lagrange polynomials part2(Artificial Intelligence) Lagrange polynomials over Clifford numbers(arXiv) Author : Riccardo Ghiloni, Alessandro Perotti Abstract : We construct Lagrange interpolating polynomials for a set of points and values belonging to the algebra of real quaternions H≃R0,2, or to the real Clifford algebra R0,3. In the quaternionic case, the approach by means of Lagrange… deep-learning
Working Lagrange polynomial part2Artificial Intelligence Lagrange polynomial Clifford numbersarXiv Author Riccardo Ghiloni Alessandro Perotti Abstract construct Lagrange interpolating polynomial set point value belonging algebra real quaternion H≃R02 real Clifford algebra R03 quaternionic case approach mean Lagrange… deeplearning