منابع مشابه
Neo Personality Inventory-revised (neo Pi-r)
Paul Detrick The NEO PI-R is one of a group of closely-related objective assessment instruments (NEO Inventories) designed to measure the Five-Factor Model (FFM) of personality (Digman, 1990; McCrae & John, 1992). The FFM has received widespread acceptance as a valid descriptor of normal personality (Mount & Barrick, 1998), as well as an organizing framework for the prediction of job performanc...
متن کاملNeo-speciesism.
Speciesists believe that membership in a particular species is morally relevant. Morally relevant properties entitle their possessors to have their interests considered preferentially relative to those individuals who lack that property. Those dispensing consideration incur obligations or, minimally, options, to act with bias. As a matter of fact, all known speciesists are human speciesists, no...
متن کاملCross-Cultural Psychometrics 1 Cross-Cultural Psychometrics and the Revised NEO Personality Inventory (NEO PI-R): The Challenges of Applying Psychometric Instruments in Cross-Cultural I/O Psychology
Cross-Cultural Psychometrics 2 The continuing globalization of workplaces, workforce, and technology demands of organizational leaders to become cross-culturally competent. The influence of personality as one of the elements shaping the potential for effective international leadership, motivation, and performance appears undeniable. Assessing personality traits within a cross-cultural context u...
متن کاملMesopotamia Neo - Assyrian Period
No collection of laws from the iNeo-Assyrian period is known to us. If a text of this kind had ever existed, it seems highly likely that it would have been part of Assurbanipal's famous library in Nineveh. But neither in Nineveh nor in twenty-three excavated sites located in different parts of the empire have archaeologists have succeeded in unearthing so much as a fragment of such a text. In a...
متن کاملPlanar Division Neo-rings
Introduction. The notion of a division ring can be generalized to give a system whose addition is not necessarily associative, but which retains the property of coordinatizing an affine plane. Such a system will be called a planar division neo-ring (PDNR); examples of (infinite) PDNRs which are not division rings are known. If (R, +, •) is a finite power-associative PDNR, then (R, +) is shown t...
متن کاملذخیره در منابع من
با ذخیره ی این منبع در منابع من، دسترسی به آن را برای استفاده های بعدی آسان تر کنید
ژورنال
عنوان ژورنال: Cadernos Nietzsche
سال: 2015
ISSN: 2316-8242
DOI: 10.1590/2316-82422015v3601je