Space-like submanifolds with constant scalar curvature in an indefinite space form N_p~(n+p)(c).;

Our main work in this paper is to determine by symmetry reduction all second order minimal Lagrangian submanifolds in indefinite space forms whose cubic forms have either SO(k-1,n-k)-symmetries or SO(k,n-k-1)-symmetries.

Taking the example of Derentang Yushangong in door design of Chengdu,it discusses on how to embody the Chinese traditional style from space formation,decoration,color usage,layout and symbols,and points out Chinese traditional style puts emphasis on grace and respect,and outstands the racial and culture origin of in door design.

Let Mmbe a compact submanifold with positive sectional curvature of a space form Nn(c).

According to a survey in recent years in Nanjing City, this paper firstly analyzes the be-havoiur petterns and psychologcial requirements of the people living in urban area, then sums upthe regularity and raises it to the level of theory that could be used as the scientific technology base fordrawins up the standard and the space form of well-to-do housings in China.

The article discusses how to improve creative thinking of students and to open up the possibilities of spatial formation in design course.

Lu Xun s The Lamp that was Kept Alight is a typical spatial novel,in the surface layer of spatial form lays aside four spatial scenes: Teahouse,space in front of temple,living room,society temple.

The spatial form of fiction is the new theoretical type of fiction first put forward by Joseph Frank,an American critic.

Mathematics takes the relationship of quantities of pure patterns and space forms as its objects and its concepts,conclusions,methods all reflect real world and point out its fundamental contradiction.

Anatomizing the artistic expression of space forms of middle and small airport terminal buildings from the levels of intention and the aspects of technique.

Natural mapping on groups of selfhomotopic equivalence of hyperformal spaces have finiteness;