By analyzing the two relationships between illegality and illegal consciousness, illegality and factual consciousness in the first part, the author concludes that illegal consciousness is based on factual consciousness and its essence is formal illegal consciousness of conduct.
The first part of the paper reviews the development of the theory of anticipation possibility, and introduces the basis of this theory-the theory of norm culpability, and points out advantages of the theory of norm culpability by contrast to the theory of psychology culpability.
This part introduces the historical origin of commutation system at first, elaborates afterwards its theroretical foundation, points out that the foundation of commutation system lies in promoting realization of purpose of penalty.
Firstly, we should estabilish the crime responsibility criminal law system, and affirm criminal responsibility's independent unity position in legislation, and make it become abasic part of criminal lawl together with the crime.
Although strict liability has been a characteristic and inseparable part in the criminal theory of Common Law System for long, the lack of thorough study in our country leads to the great differences in respect of the concept of strict liability, the theory bases setting forth strict liability, and whether existing strict liability or not in our country.
The theory of crime phenomena is an important part of the criminology. Neither the study of the criminal causes nor the study of countermeasures of crime, can not be lack of the study of crime phenomena.
We find presentations for the irreducible crystallographic complex reflection groupsW whose linear part is not the complexification of a real reflection group.
As in the case of affine Weyl groups, they can be obtained by adding a further node to the diagram for the linear part.
Consider the principal fiber bundleM=G/Ks→G/K, whereKs is the semisimple part ofK=Ks·ZK0 andZK0 is the connected center ofK.
The last section is devoted to a result about the cohomology of a Lie superalgebra with reductive even part with coefficients in a finite dimensional moduleM.
The first part of this paper describes the construction of pseudo-Riemannian homogeneous spaces with special curvature properties such as Einstein spaces, using corresponding known compact Riemannian ones.