Well--Poised Macdonald Functions W_lambda and Jackson Coefficients omega_lambda On BC_n
The very well--poised elliptic Macdonald functions W_lambda in n independent variables are defined and their properties are investigated. The W_lambda are generalized by introducing an extra parameter to the elliptic Jackson coefficients omega_lambda and their properties are studied. BC_n multivariable Jackson sums in terms of both W_lambda and omega_lambda functions are proved.
In this paper we study the modifications of the adaptive boosting algorithm to solve a wide class of technical diagnostic problems of electrical systems. The implementation of the WaldBoost algorithm is considered, and its modification is proposed, which allows to significantly reduce the number of weak classifiers to achieve a given classification accuracy. The efficiency of the proposed algorithm is shown by specific examples.