CALCULATION OF OSCILLATORY INTEGRALS - SPEED COMPARISON OF TWO METHODS functions is presented. The
Levin's collocation method and
a method of integral reduction to
a canonical
В преодолении эпистемологического разрыва (о прозе Бориса Евсеева)The article devoted to the work of
Boris Evseev, one of the brightest representatives of the latest
Regularized computation of oscillatory integrals with stationary points of the system of ordinary differential equations. Using the
Levin's collocation method, we reduce the problem
Adaptive Education as a Key Element for Enhancing the Effectiveness of Learning Processes concepts, those foundational
to adaptive learning are examined separately. The authors provide
a Regularized Computation of Oscillatory Integrals with Stationary Points of the system of ordinary differential equations. Using the
Levin's collocation method, we reduce the problem
Adaptive learning: an integral factor in the efficiency of the educational process concepts, those foundational to adaptive learning are examined separately. The authors provide
a