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Download as PDF; Printable version; ... Two-factor models of personality; Type A and Type B personality theory; W. Wallflower (people)
The Pathoplasty Model: This model proposes that premorbid personality traits impact the expression, course, severity, and/or treatment response of a mental disorder. [194] [200] [81] An example of this relationship would be a heightened likelihood of committing suicide in a depressed individual who also has low levels of constraint. [200]
The hypostatic model of personality is a view asserting that humans present themselves in many different aspects or hypostases, depending on the internal and external realities they relate to, including different approaches to the study of personality. It is both a dimensional model and an aspect theory, in the sense of the concept of multiplicity.
Pólya urn model; Probabilistic automaton; Probabilistic classification; Probabilistic context-free grammar; Probabilistic logic programming; Probabilistic programming; Probabilistic relevance model; Probabilistic relevance model (BM25) Probabilistic voting model
The Personality Assessment System (PAS) is a descriptive model of personality formulated by John W. Gittinger. The system has been used by scientists in studying personality and by clinicians in clinical practice. A major feature of the PAS is that a personality profile can be systematically interpreted from a set of Wechsler Scales subtest ...
Later, Apresjan's work was the basis for Sergey Golubkov's further attempts to build "the language personality theory" [27] [28] [29] which would be different from other lexically-based personality theories (e.g. by Allport, Cattell, Eysenck, etc.) due to its meronomic (partonomic) nature versus the taxonomic nature of the previously mentioned ...
Here the subject is seen as an exemplar of a population and their corresponding personality traits and behaviours. It is widely held that the terms idiographic and nomothetic were introduced to American psychology by Gordon Allport in 1937, but Hugo Münsterberg used them in his 1898 presidential address at the American Psychological ...
These non-probabilistic existence theorems follow from probabilistic results: (a) a number chosen at random (uniformly on (0,1)) is normal almost surely (which follows easily from the strong law of large numbers); (b) some probabilistic inequalities behind the strong law. The existence of a normal number follows from (a) immediately.