Socionics - Antoni K Pi Ski, Victor Gulenko, Information Metabolism, Alexander Bukalov, Au Ra Augustinavi I T (Paperback)

Purchase includes a free trial membership in the publisher's book club where you can select from more than a million books without charge. Chapters: Antoni K pi ski, Victor Gulenko, Information Metabolism, Alexander Bukalov, Au ra Augustinavi i t . Source: Wikipedia. Free updates online. Not illustrated. Excerpt: Important worksDual Nature of Man ConceptsInformation MetabolismInformation ElementsIntertype RelationshipsSociotypesModel-A Important figuresAura AugustinaviitAntoni KpiskiCarl JungSigmund FreudErnst KretschmerPyotr GannushkinKarl LeongardA. E. Lichko Socionic TheoristAlexander BukalovVictor GulenkoGregory Reinin Socionic Types ILE LII ESE SEISLE LSI EIE IEILIE ILI SEE ESILSE SLI ILE ILE Schools of thought InformationalSociologicalHumanitarianBio-psychologicalLinguistic Socionics (Lithuanian:, Russian: ) is a theory of information processing and personality type, distinguished by its information model of the psyche (called Model A) and a model of interpersonal relations. It incorporates Carl Jung's work on Psychological Types with Antoni Kpiski's theory of information metabolism.Socionics is a modification of Jung's personality type theory that uses eight psychic functions, in contrast to Jung's model, which used only four.These functions process information at varying levels of competency and interact with the corresponding function in other individuals, giving rise to predictable reactions and impressionsa theory of intertype relations. Socionics was developed in the 1970s and '80s, primarily by the Soviet researcher Aura Augustinaviit, an economist, sociologist, and dean of the Vilnius Pedagogical University's department of family science. The name "socionics" is derived from the word "society," because Augustinaviit believed that each personality type has a distinct purpose in society, which can be described and explained by socionics. The central idea of socionics is that information is intuitively divisible in...More: http: //booksllc.net/?id=67152