Thursday, 29 August 2019

The Coefficient of Consociation: The Novel Statistic that measures uniformity through Neuroscientific Tri-Point Triangulation to define, explain, and express the Research Application of the Law of Trichotomy

Volume 6 Issue 4 October - December 2017

Research Paper

The Coefficient of Consociation: The Novel Statistic that measures uniformity through Neuroscientific Tri-Point Triangulation to define, explain, and express the Research Application of the Law of Trichotomy

James Edward Osler II*
Associate Professor, Department of Curriculum and Instruction, North Carolina Central University, USA.
Osler II, J.E. (2017). The Coefficient of Consociation: The Novel Statistic that measures uniformity through Neuroscientific Tri-Point Triangulation to define, explain, and express the Research Application of the Law of Trichotomy. i-manager’s Journal on Mathematics, 6(4), 1-18. https://doi.org/10.26634/jmat.6.4.13861

Abstract

This discourse provides a novel statistic for the measurement of uniformity. This novel statistic has new notation, models, and operations that resolve the differences in the three primary statistical methodologies. It also extends the research that appeared in the July–September i-manager’s Journal of Educational Technology and the March–May i-manager’s Journal on Circuits and Systems. The “Coefficient of Consociation” is a unique statistic that is represented by the lower case Greek letter upsilon [ν]. The Coefficient of Consociation is a trichotomous research statistic that measures and analyzes research through the use of trichotomous models, methodology, and the Tri-Squared Meta-Analysis Test (Osler and Wright, 2015b) which is a part of its data measurement analytical methodology. Neuroscientific terminology is provided in the narrative review of literature to explain the foundations of trichotomous-based research and trichotomously-grounded research designs. Additional research into consociation as a measure of uniformity will further advance in-depth investigations into the tripartite aspects of nature and natural phenomena based on the mathematical law of trichotomy.

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