Suppose G is a split connected reductive orthogonal or symplectic group over an infinite field F; P = MN is a maximal parabolic subgroup of G; n is the Lie algebra of the unipotent radical N: Under the adjoint action of its stabilizer in M; every maximal prehomogeneous subspaces of n is determined.

The set of element orders of a nite group G is called the spectrum. GROUPS with coinciding spectra are said to be isospectral. It is known that if G has a nontrivial normal soluble subgroup then there exist in nitely many pairwise non-isomorphic GROUPS isospectral to G. The situation is quite different if G is a nonabelain simple group. Recently it was proved that ifL is a simple CLASSICAL group of dimension at least 62 and G is a nite group isospectral to L, then up to isomorphism L£G£ Aut L. We show that the assertion remains true if 62 is replaced by 38.

We rst give bounds for domains where the unitarizabile sub-quotients can show up in the parabolically induced representations of clas-sical GROUPS over ap -adic eld of characteristic 0. Roughly, they can show up only if the central character of the inducing irreducible cuspidal repre-sentation is dominated by the square root of the modular character of the minimal parabolic subgroup. For unitarizable subquotients supported by a xed parabolic subgroup, or in a specic Bernstein component, a more precise bound is given.For the reductive GROUPS of rank at least two, the trivial representation is always isolated in the unitary dual (D. Kazhdan). Still, we may ask if the level of isolation is higher in the case of the automorphic duals, as it is a case in the rank one. We show that the answer is negative to this question for symplecticp -adic GROUPS.

One of the factors that can be the link between our intentions and actions and their external consequences is human agency, which indicates the conscious design and intentional execution of actions by the individual in order to influence future events.Objective and Method: This research with a developmental approach of psychometric method and method 1, examines the psychometric indices of the Human Factor Characteristics Scale using the CLASSICAL theory of test score measurement and the graduated question-answer theory. The purpose of this study, which included high school students in Tehran, was selected by cluster sampling of 500 people as a sample size and statistical analysis was performed on 481 data. To collect the data, the ion Human Agent Characteristics Scale (2011) was used and the research questions were evaluated using IRTPRO and SPSS software.Results:The assumption of local independence based on Pearson x2 index was established by applying Simjima's calibrated question-answer theory and the assumption of being one-dimensional based on the analysis of multidimensional question-answer theory. Diagnosis parameters with question-answer approach and CLASSICAL approach Test score Both item 25 approach had the lowest and item 2 had the highest diagnosis parameter. The answer thresholds for all the questions were so far apart that no option was covered by the other option, and the options were independently selected by individuals at intervals of theta. The total scale was calculated with Cronbach's alpha of 0.945, intentionality of 0.894, foresight of 0.780, self-reactivity of 0.871 and rethinking of 0.762. Also, the role of each item in internal consistency was investigated by the loop method, which all questions had a favorable role in internal consistency of this scale. The value of the validity coefficient obtained from the question-answer theory was obtained by marginal method for intentionality 0.92, forethought 0.85, self-reaction 0.91, rethinking 0.83..

Let $R$ be a commutative ring with identity and $M$ be an $R$-module. The main purpose of this paper is to introduce and investigate the notion of CLASSICAL and strongly CLASSICAL $n$-absorbing second submodules as a dual notion of CLASSICAL $n$-absorbing submodules. We obtain some basic properties of these classes of modules.

This paper gives a general perspective on CLASSICAL and post-CLASSICAL Narratology. First, it is said that anything that tells a story, may be called narrative. Then, it goes to say that Narratology as a whole is a theory of narrative. Dividing Narratology into CLASSICAL/ Post-CLASSICAL, this paper distinguishes between story, chain of events and discourse; the means by which the story is communicated. The main elements of the story (including time, place and character) and those of discourse (including narrative communication model, the act of narration, point of view / focalization and speech and thought representations, are described in the body of the paper. Finally, reviewing CLASSICAL Narratology, this paper lists some characteristics of postCLASSICAL Narratology as the new theory of narrative grammer.

This article is an attempt to remove dust from the face of the CLASSICAL literature; to explain the secret of immortality of CLASSICAL literature; to show the close connection between CLASSICAL literature and the emotional, mental and spiritual needs of the people in every era. The study is based on the following principles: 1. Literature has various dimensions that cannot be fully expressed by words. 2. Great literature sees no fall; what is transient is our interpretations of such literature; 3. The writer has but a partial conscious understanding of his product; 4. Great works of literature begin to thrive only after the writer dies. It is the conditions of the time, history, and the critics who show the various dimensions of a literary work and actualize its potential meanings.