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The article is devoted to the analysis of the process and factors in the formation of the identity of the Russian writer Vasily Eroshenko as a classic writer in Chinese culture in the 1920s in China. The analysis of the authors demonstrated that the ideological content of the work itself, the special cultural context of the May 4th Movement period, the translation of Lu Xin's works, as well as the recommendations of a number of famous public figures, new youth publications and the products of many publishers became important factors in shaping the story of classic writer Vasily Eroshenko.During the "May 4th" movement, deep and important progressive changes took place in China. There were many translator associations in the country that performed a large number of translations of foreign literary works and various other publications. And this was not only an effective way of spreading new literary ideas, not only facilitating the penetration of the modern progressive forms of people's cultural life into the broad masses, but also served as an effective criticism of outdated feudal approaches to all aspects of social life. At the same time, the reading Chinese public had the opportunity to more widely acquaint themselves with the literature of Russia, Japan and other neighboring and more distant peoples, to know the expectations of foreign intellectuals from the future, to participate in the propaganda of Marxist thoughts and history of the Russian socialist revolution, to direct the eye to the development of the spirit of the time, to reflect spiritual values of that period and thus influenced the life and behavior of the masses. An example of the influence of this kind of cultural and social movements on the work of the classic writer Eroshenko during the May 4th movement.

Using the data that include the past data, the different rate of past data and the different rate of past data's different rate and relying on the inverse fuzzy number function and the predictor function we built, we preliminarily establish the theoretical framework of the F5, the set of fuzzy time series forecasting model. F5(\(\mu\)) is one common element of the F5, and also it is the predictor function. We used F5(0.000001), a common prediction model, to study the problem about the forecast of tourism income in Sanya. F5(0.000001) offers a new approach to the problem about the forecast of the fuzzy time series.

We introduce the class of variable anisotropic singular integral operators associated to a continuous multi-level ellipsoid cover $\Theta$ of $\mathbb{R}^n$ introduced by Dahmen, Dekel, and Petrushev \cite{ddp}. This is an extension of the classical isotropic singular integral operators on $\mathbb{R}^n$ of arbitrary smoothness and their anisotropic analogues for general expansive matrices introduced by the first author \cite{b}. We establish the boundedness of variable anisotropic singular integral operators $T$ on the Hardy spaces with pointwise variable anisotropy $H^p(\Theta)$, which were developed by Dekel, Petrushev, and Weissblat \cite{dpw}. In contrast with the general theory of Hardy spaces on spaces of homogenous type, our results work in the full range $0

To research program design course teaching and practice based on the technique of SVN version control, we choose the right cases according to the program design course knowledge system. To split reasonably the function of the case according to the requirement of the program design course and knowledge system, the project case is broken up into teaching version. According to the teaching schedule for the project to version control to suit the needs of different students, the quality of the programming course teaching and students’ programming ability is improved, and the students’ team cooperation consciousness is enhanced by the practice teaching method reform. This enabled us to get the good teaching effect.

The knowledge representation based on fuzzy Petri nets included library, transition, input, output, input confidence, output confidence and so on. Since the fuzzy knowledge had been preferably expressed and processed by model of fuzzy Petri nets based on fuzzy production rules, a fuzzy Petri nets model of hydraulic variable pitch system for wind turbine generator was established. In this paper, the fuzzy Petri net was represented in the form of matrix and a parallel reasoning algorithm was applied in fault diagnosis. The algorithm had analyzed many factors, such as weights, thresholds of transitions, reliability of rules. Beside this, according to the algorithm, the trigger condition of transitions became more strictly. It avoided unnecessary repetitions of transitions trigger effectively, and reduced the complexity of the algorithm. At last, the algorithm was compiled on the platform of Matlab with its powerful capabilities of matrix operations and data analysis. The result had shown that it had the ability of parallel reasoning for complex system and that it is highefficiency and is easy to implement.

A Ti bearing interstitial free (IF) steel was finish rolled in the ferrite zone and the texture evolution during double cold rolling (DCR) and double annealing technology was investigated by orientation distribution function (ODF). The γ-fibre texture of DCR has been compared with traditional single cold rolling (SCR) and annealing. The SCR annealing texture component {1 1 1} 〈1 1 2〉 remained after DCR and it improves the formation of {1 1 1} 〈1 1 0〉 during DCR annealing. During rolling process the gliding planes will usually rotate towards rolling plane. The rotation could not be achieved totally due to the deforming resistance from crystal defects. The result is that {1 1 1} turn to parallel the sheet plane and form. The in-grain shear bands observed after DCR play a major role on the rotation and improve the γ-fibre texture indirectly. The mean plastic strain ratio ( r -value) of DCR is much higher than that of SCR. The work hardening coefficient ( n -value) less relies on the rolling and annealing technology.