Headings of the journal
"Educational Resources and Technologies"

Annotation: The methods of updating the database of physical effects are presented in the article. The generalized procedures of the methods and the recommendation about their performance are described. The application methods are dwelled on.

Annotation: Work is devoted a problem of construction optimum immune net model for complex investment projects for the purpose of the risks forecasting and possibility of timely updating in the course of its realizations. The perspective approach of artificial immune systems (AIS), based on concept formal peptide and procedure of a molecular recognize is used. Advantages of ap-plication AIS at the intellectual analysis of the data is possibility of parallel processing of a considerable quantity of the experts opinions, forecasting of risks and timely control of the course of the complex projects performance. At realizations immune net technologies the pro-cedure of optimum model construction on the basis of selection of the most informative attributes has great value. For the decision of this problem it is used the method of principal components.

Annotation: The authors describe the result of the pilot project «E-patent Examiner» within the frame of the system prototype which was created and it was hosted in the «cloud» of the server cluster. For the experiments in the prototype knowledge base a gallery of patents from subject areas such as «electricity», «physics», «mechanics» of the Russian Federation and the United States patent arrays was loaded.

Annotation: In this paper a range of questions are considered related to the construction and numerical implementation of a mathematical model of elastic-plastic deformation of materials under in-tense external disturbances. A simplified thermodynamically correct model of elastically compressible plastic medium is proposed. Based on the method of splitting into physical processes and spatial variables efficient numerical algorithm is constructed for geometrically linear version of the model.

Annotation: In article is provided a review of the main results received in the theory of multiplicative automorphic forms ((q,p)- forms) on a compact Riemann surface with links to the published works where it is possible to find their detailed proofs. The embedding theorems in spaces of (q,p)-forms are provided with the proof for demonstration of technique of work with such forms.