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Articles 1 - 3 of 3
Full-Text Articles in Theory, Knowledge and Science
Business And Non-Profit Organizations Facing Increased Competition And Growing Customers' Demands (Vol. 10), Anna Ujwary-Gil
Business And Non-Profit Organizations Facing Increased Competition And Growing Customers' Demands (Vol. 10), Anna Ujwary-Gil
Anna Ujwary-Gil
The major issues analyzed in the papers referred to: • business and non-profit organizations as an object of scientific research, • business and non-profit organizations in market economy, • modern tools for business and non-profit organizations management • business and non-profit organizations – global and regional aspects, • financial aspects of managing business and non-profit organizations.
The Analysis Of Barriers To Knowledge Management In The Organization, Anna Ujwary-Gil
The Analysis Of Barriers To Knowledge Management In The Organization, Anna Ujwary-Gil
Anna Ujwary-Gil
tThe subject of this article is to highlight the need for cooperation and exchange of knowledge among communities of the organization to develop and achieve competitive advantage in the market. On the other hand, research indicates that cooperation is not always the case, so it is worth considering why this is happening. An important part of this article is to present the latest results of research carried out under the EU project entitled Knowledge Management System Model for Enterprise. An analysis of barriers to knowledge management. A tool for analysis of barriers to knowledge management in the company (Model Personnel …
Collective Choice, Justin Schwartz
Collective Choice, Justin Schwartz
Justin Schwartz
This short nontechnical article reviews the Arrow Impossibility Theorem and its implications for rational democratic decisionmaking. In the 1950s, economist Kenneth J. Arrow proved that no method for producing a unique social choice involving at least three choices and three actors could satisfy four seemingly obvious constraints that are practically constitutive of democratic decisionmaking. Any such method must violate such a constraint and risks leading to disturbingly irrational results such and Condorcet cycling. I explain the theorem in plain, nonmathematical language, and discuss the history, range, and prospects of avoiding what seems like a fundamental theoretical challenge to the possibility …