Lagrange polynomial

Towards a polynomial approximation of support vector machine accuracy applied to Arabic tweet sentiment analysis

Machine learning algorithms have become very frequently used in natural language processing, notably sentiment analysis, which helps determine the general feeling carried within a text.  Among these algorithms, Support Vector Machines have proven powerful classifiers especially in such a task, when their performance is assessed through accuracy score and f1-score.  However, they remain slow in terms of training, thus making exhaustive grid-search experimentations very time-consuming.  In this paper, we present an observed pattern in SVM's accuracy, and f1-score approximated with a Lagrange

The interpolation of the geodetic data'measured on the geodynamic ranges with a change of the interpolating node number

The program for interpolation a numerical data by means of Lagrange polynomials is described. The program has a possibility to change the interpolation node numbers, that correspond to changing of the polynomial degree n. The program is written on the algorithmic language Pascal .