A lower triangular Hermite normal form for projection-regular lattice rules.
A matrix analysis of the stability of the Clenshaw algorithm.
A Method for Computing the Tension Parameters in Convexity-Preserving Spline-in-Tension Interpolation.
A method for determining constants in the linear combination of exponentials
Shifting a numerically given function we obtain a fundamental matrix of the linear differential system with a constant matrix . Using the fundamental matrix we calculate , calculating the eigenvalues of we obtain and using the least square method we determine .
A Method for Numerical Quadrature Over an Infinite Interval Using Systematically Increasing Mesh Size.
A method of approximation of Besov spaces
A mixed Monte Carlo and quasi-Monte Carlo sequence for multidimensional integral estimation.
A modification of Graham's algorithm for determining the convex hull of a finite planar set.
A modification of Newton's method
A Modified Fast Fourier Transform for Polynomial Evaluation and the Jenkins-Traub Algorithm.
A moment problem for discrete nonpositive measures on a finite interval.
A Monte Carlo Method for High Dimensional Integration.
A multiple integral evaluation inspired by the multi-WZ method.
A new 4-point quaternary approximating subdivision scheme.
A New Algorithm for Osculatory Rational Interpolation.
A new approach to estimate the critical constant of selection procedures.
A new curve fitting based rating prediction algorithm for recommender systems
The most algorithms for Recommender Systems (RSs) are based on a Collaborative Filtering (CF) approach, in particular on the Probabilistic Matrix Factorization (PMF) method. It is known that the PMF method is quite successful for the rating prediction. In this study, we consider the problem of rating prediction in RSs. We propose a new algorithm which is also in the CF framework; however, it is completely different from the PMF-based algorithms. There are studies in the literature that can increase...
A new formal approach to the rational interpolation problem.
A new kind of numeical tables of functions made by mathematical spectra
A new modulo computation algorithm