Now that I am presenting sixteen-folds, let me briefly return to a subject I’ve mentioned previously. The Archic Matrix of Walter Watson and David Dilworth is a four-by-four matrix representing different aspects of the “personalities” of philosophers, determined by their writings. It is adapted from the Philosophical Semantics of philosopher Richard McKeon.
The four aspects of the Archic Matrix (also called Archic Variables) in this diagram are Perspective (upper left), Reality (lower left), Method (upper right), and Principle (lower right). The archic variable Perspective can have values Personal, Agonistic, Existential, and Creative, and similarly for the other three variables.
Each of the values of each of the variables is conditioned by one of the variables. For example, Personal is only conditioned by the Archic Variable Perspective, even though it is already a value of that variable. The value Agonistic is conditioned by the Archic Variable Method, Existential by Reality, and Creative by Principle.
Whereas the Myers-Briggs Type Indicator is a two-by-four matrix giving sixteen different combinations for its four personality “variables”, each having two values, the four-by-four Archic Matrix has four values for each of four variables and so gives 256 different combinations. It would be interesting if someone mapped the larger scheme into the smaller.
Archic Matrix: Perspectives
Archic Matrix: Realities
Archic Matrix: Methods
Archic Matrix: Principles
The only work that seems to mention both the Archic Matrix and Myers-Briggs is as follows:
Mondo Secter / The Architectonics of Culture: A Critique, Modification, and Extension of Hofstede’s Study of Societal Culture with a Chinese-Based Typology, Ph.D. Dissertation, Simon Fraser University, August 2003
Click to access b31853754.pdf
Secter is elsewhere mentioned to be completing an adaption of this dissertation (albeit long ago), called “The Architectonics of Culture and Personality: Six Core Dimensions of Who We Are”. It would useful to know anything else about this work. Updates, anyone?