CHEN Du-xiu' s democratic idea and speech of his later years is a complex political ideological system one of whose significant characteristics is that he extremely attached importance to the position and value of democracy in human society . Therefore , he would totally oppose fascism and deny the system of Soviet Union on one land and, reflected positively on democracy as well as socialistic and proletarian democracy on are hand hard.
The conclusion is that the research for Marx's thoughts during Rheinische Zeitung period has important theory value and has great realistic value for practicing "Three Representatives" thoughts and building material civilization, political civilization and spiritual civilization of socialist with Chinese characteristics and realizing a complete rich society.
Author of the paper deeply depicts the source of Socialistic Realism in Soviet Union (cccp), and describes is history of transformation with regard to the thought basis of architectural theory. Since then Socialistic Realism has a great influence on the architectural theory and practice in China after her liberation.
This paper approaches the processes of initiation,development and maturation of Professor Shang's academic ideology at the point of view of the dialectical materialist theory of knowledge and. from one aspect, reemphasizes the important significance of concious application of the materialism and dialectics in his research field of a natural scientific worker.
Military career, the basis of Zhang Jingyue's idea of warm-nourishing thinking, exertedcertain influence on the formation of decisive temperament and combination of military theory with medicaltheory, which is of significanee on the history of military medicine
These ideological differences did not result in the priests being unwilling to motivate persons to contact the mental health organisations, as four out of five priests had referred persons to psychiatric treatment in the 12 months before the study.
The rule of 'freedom', ideological basis of the politics of deregulation and privatization, leads to a 'normalizing of the totalitarian' (Fiske), balanced by fear and punishment and its consequences.
If we trace the flow of water through the modern metropolis we uncover not only the material networks that bind together urban space but also those institutional and ideological structures that enable a modern city to function effectively.
Historic mishaps, such as the severe abuse of biology by political systems, ideological inferences and simple misunderstandings still strain the dialogue.
Birgitta H?ijer (Hrsg.): Ideological Horizons in Media and Citizen Discourses.
The main idea for our approach relies on a study of the boundary theory we established for the general CAT(-1) spaces.
Since wavelet bases are not available for this general setting, the new idea used here is to apply the discrete Calderón-type reproducing formula associated to para-accretive functions developed in .
The idea comes from the completion technique ever used in LQ optimal control.
In this paper, a new estimator of the shape parameter in the family of Gamma distribution is constructed by using the moment idea, and it is proved that this estimator is strongly consistent and asymptotically normal.
By using this new idea, the notion of interval valued (∈, ∈ ∨q)-fuzzy filters in BL-algebras which is a generalization of fuzzy filters of BL-algebras, is defined, and related properties are investigated.
We use the theory of tilting modules for algebraic groups to propose a characteristic free approach to "Howe duality" in the exterior algebra.
This study was continued in the paper [FKRW] in the framework of vertex algebra theory.
As in the case of Mumford's geometric invariant theory (which concerns projective good quotients) the problem can be reduced to the case of an action of a torus.
We also show how to distinguish examples of open subsets with a good quotient coming from Mumford's theory and give examples of open subsets with non-quasi-projective quotients.
The theory is applied to the case of cubic hypersurfaces, which is the one most relevant to special geometry, obtaining the solution of the two classification problems and the description of the corresponding homogeneous special K?hler manifolds.