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MULTIMODALITY AS GENRE DOMINANT OF MULTIMEDIA STORY IN ONLINE MEDIA
Prasolova E.V.
space on the Internet is converted into a multimedia story with a multimodal structure. Multimedia
Verification of the second-order optimality conditions in the modeling of the sc expedition with the returning to the earth based on two Lambert's problems solving
Samokhin A.S., Samokhina M.A.
optimization problem is considered. The attraction of the Sun only is taken into account. Two trajectories
A new two-step approach for solving a control system synthesis problem by symbolic regression methods
Konstantinov S.V., Diveev A.I.
control problems and suggests a two-step algorithm to solve it. At the first step evolutionary algorithms
Solving math problems through the principles of scientific creativity
Utemov V.V., Ribakova L.A., Kalugina O.A., Slepneva E.V., Zakharova V.L., Belyalova A.M., Platonova R.I.
techniques may be the principles used when solving scientific problems. Scientific creativity traditionally
Methodology for Solving High-dimensional Multi-Parameter Inverse Problems of Indirect Measurements
Dolenko, S., Isaev, I., Burikov, S., Dolenko, T., Obornev, E., Shimelevich, M.
Inverse problems (IP) of indirect measurements are a class of IP encountered in most
Organization of innovative project management on the base of multimode modeling of probabilities mixture of labor processes
Usanov A., Usanova D.
we suggest an approach to the organization of innovative projects management based on multimode
ИСПОЛЬЗОВАНИЕ МЕТОДОВ ФОКАЛЬНЫХ ОБЪЕКТОВ И РЕШЕНИЕ "СИТУАЦИОННЫХ" ЗАДАЧ В ПРОЕКТИРОВАНИИ ДИЗАЙН-ОБЪЕКТОВ
Егошина Э.А., Хурамшина А.Р.
The article reveals methods for solving "situational" problems and focal objects. Methods give good
Solving inverse problems in applied spectroscopy with random fractal noise
Kharintsev S., Nigmatullin R., Salakhov M.
algorithms of solving inverse problems in applied spectroscopy in the presence of correlated fractal noises
A general scheme for solving an NP-hard problem in the strong sense of the scheduling theory
Shul'gina O.
scheme for solving the above problem.
About one algorithm for solving scheduling problem
Shulgina O., Shcherbakova N.
, not allowing preemption. Pseudopolynomial implementation of the general scheme for solving that problem based

Страница 13 из 6285

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