creators_name: Laasonen, Raimo J
creators_id: 06-27-1944-1072
type: other
datestamp: 2007-02-19
lastmod: 2011-03-11 08:56:46
metadata_visibility: show
title: Endogenous, and Exogenous Boundaries of
Mindamic, Their Interfaces and Coping with Action
Space
ispublished: unpub
subjects: cog-psy
full_text_status: public
keywords: action space,inert behavior, coping
behavior, mindamic
abstract: The research is sequel to ransacking for
mindamicscape. The objective of the research was to
organize the cumulated knowledge with modeling and to
attempt to ‘guess’ the train of a mindamic. The data
composed of videotaped behavior. Structured
observation was applied to the data. The number of
subjects was 63; 22 were women and 41 men.
Reliability and validity of observation were
assessed. The reliability coefficient was 0.96 and
the validity coefficient was 0.80. The proper
analysis consisted of the stochastic chain analysis.
The results indicated the hypothesis falsified.
What was obtained, was a pattern. In the
submindamices the persons increase the inert behavior
and decrease the tracking behavior and decrease their
coping behavior, first. Second, the persons decrease
their inert behavior and convert inertia into the
tracking behavior and delete the coping behavior.
Third, the persons decrease the inert behavior and
increase the tracking behavior, and increase their
coping behavior somewhat. The coping behavior with
the action space remains incomplete, in the majority
of the persons.
date: 1990
date_type: published
refereed: FALSE
referencetext: Danziger, K. (1997). Naming the mind.
London: SAGE Publications.
Kolb, B., & Wishaw, I. Q. (1985).
Fundamentals of human neuropsychology (2nd ed.).
New York: W. H. Freeman and Company.
Nunnally, J. C. (1967). Psychometric
theory. New York, NY: McGraw-Hill Book
Company
citation:   Laasonen, Ed.D. Raimo J  (1990) Endogenous, and Exogenous Boundaries of Mindamic, Their Interfaces and Coping with Action Space.     (Unpublished)  
document_url: http://cogprints.org/5401/1/Corrected_model.pdf