The paper frames the image concept in literary studies into pragmatics and cognizance science and the image "moon" into relevance theory and relevance translation theory, and investigates the different psychological and cultural connotations of the "moon" in China and the in the West.
After having absorbed extensively various rational viewpoints of many thinkers in different times, he put forward his unique theory of literature and art, especially his thinking about the origination and working of art has great value which cannot be overlooked.
The autherof this thesis thinks that, the populace consciousness inart and literature inditing during the New Epoch is veryobvious because the difference between the traditionalpopulace consciousness and that in the New Epoch isthat the former reflects a sort of sympathy and concernkike a bystandder;
Artistic illusion comes from the illusion of life, but rather different from it Artistic illusion is false in the objective pattern and the cognitive habit, it is, however, actually in existance from the perspective of psychological appreciation. This truthfulness, originating from the creative mind of art, implies the reality in creatcivity of subject feeling and figure.
For these polynomials we prove an integral representation, a combinatorial formula, Pieri rules, Cauchy identity, and we also show that they do not satisfy any rationalq-difference equation.
Finite difference quantum Toda lattice via equivariant
In addition, if the scaling functions have at least asymptotic linear phase, then we prove that they converge to the "sinc" function and their corresponding orthonormal wavelets converge to the "difference" of two sinc functions.
Demeter about the boundedness of series of difference of convolutions to the setting of one-sided Ap weights.
But there appeared to be species difference in arteether metabolism, highest conversion being recorded with humans followed by rats and monkeys.
Examples are presented demonstrating that the condition to be Pompeiu in these manifolds is quite different from the corresponding condition for a torus of the same dimension.
It is also shown that the Hermite-Triebel-Lizorkin and Besov spaces are, in general, different from the respective classical spaces.
Different from rational quadratic Bézier curves, the value is generally related with the location of the ray, and the necessary and sufficient condition of the ratio being independent of the ray's location is showed.
Using Picard's theorem and the Leray-Schauder fixed point theorem to reinvestigate the area-preserving convex curve flow in the plane which is considered as a coupled system and thus different from the setting handled by Gage.
By a simple method (techniques of probability decomposition, renewal process theory) that is different from the techniques used by Hunter (1983), the transient property of the queue with initial state i(i ≥ 0) is discussed.