Allan Kurzberg And The Four Postulates, Part 4.

“It remains to be seen whether the human race is a mere intruder on the planet Earth, or a more permanent resident.”–Guy Murchie

 

 

 

In the last section we examined some consequences of the third postulate.  This post will conclude Allan Kurzberg’s systematic approach to interactive human behavior.   The last postulate is a universal that enables us to understand all aspects of interactive human behavior:  Postulate 4:  All human interactive behavior is the result of the dynamics between inclusive and exclusive relationships.  By exclusive, Allan means relationships that exclude other human beings(such as what happens through the “Other” function of OE-), and create divisions.  Inclusive, the opposite of exclusive , refers to relationships that seek to include other human beings.  An inclusive relationship is any organization that contains two or more members, such as a club, organized religion,  a political entity, or a marital union.  The “Other” is, of course, an obvious and prominent example of an exclusive relationship, since by its very nature it attempts to exclude and create distance between the individual defining the “Other” and the individual so defined.

Let us examine the concept of dynamics within the fourth postulate to make it clearer.  Google offers a bipartite definition of dynamics:  1) the branch of mechanics concerned with the motion of bodies under the action of forces; 2) the forces or properties which stimulate growth, development or change within a system or process.  Clearly, both aspects of the definition apply to the fourth postulate, because humans are bodies under the influence of the five motivational forces, and such forces can stimulate growth and development (although these forces can also do the opposite), causing continual change.

Note:  Scientist A, d’Abro has stated that the world of physics is governed by partial differential equations.  Differential equations involve quantities that are undergoing instantaneous change, a major aspect of differential calculus.  The word “partial” here refers to more than one quantity undergoing instantaneous change.  As a part of physical phenomena, human beings are also undergoing change initiated by stimuli applied to the five motivational forces.  So, theoretically, the dynamic behavior of the five motivational forces can be described by partial differential equations if we could specify what stimuli produce changes in our forces and when.

The beauty of our theory is that it provides us with a means of understanding all human interactions, be they in the arts, news, internet, politics, organized religion, or our everyday behaviors, while giving us a language for interpreting and describing such interactions.  In future posts we will see how Allan Kurzberg’s system can apply to education, evolution, war, organized religion, health, and the world of robots.

About Robert M. Weiss
From an early age, I've taken great pleasure in reading. Also, I learned to play my 78 player when I was quite young, and enjoyed listening to musicals and classical music. I remember sitting on the floor, and following the text and pictures of record readers, which were popular in the 1940s and 50s. My favorites were the Bozo and Disney albums. I also enjoyed watching the slow spinning of 16s as they spun out tales of adventure. I have always been attracted by rivers, and I love to sit on a boulder with my feet in the water, gazing into the mysteries of swirling currents. I especially like inner tubing on the Rogue River in Southern Oregon. Since my early youth, I've been interested in collecting minerals, which have taught me about the wonderful possibilities in colors and forms. Sometimes I try to imagine what the ancient Greeks must have felt when they began to discover physical laws in nature. I also remember that I had a special passion for numbers, and used to construct them out of stones. After teaching Russian for several years, I became a writer, interviewer, editor, and translator. I continue to delight in form, and am a problem solver at heart.

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