WHAT GOES INTO A DISCOVERY OF PRINCIPLE

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In a March 1976 report addressed to the International Caucus of Labor Committees (ICLC), titled Heuristic Applications of the Higher Theory of Manifolds To The Current Strategical and Subsumed Tactical Situation, Lyndon LaRouche developed his conception of multiply-connected manifolds for the benefit of the members of his international organization.

What is LaRouche talking about here? The question is: Are you a frightened follower or are you a courageous thinker who is capable of causing an axiomatic transformation of your mind in order to improve the development of the world?  This is the question that Lyndon LaRouche asked the members of the International Caucus of Labor Committees, 48 years ago.

THE WIN-WIN RECIPROCITY PRINCIPLE OF THE PEACE OF WESTPHALIA

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In the conclusion of the present report, I have included a hypothesis regarding what Lyndon LaRouche had been investigating as the projection of a geometrical distribution of prime numbers, which he had identified at the end of an article originally published 43 years ago and which was republished in his honor last week in EIR under the title: The Function of Teaching of Grammar as a Crucial Element of Military Policy (larouchepub.com).

LaRouche’s subject matter may appear to deal with numbers and grammatical considerations, and it might even have some meaningful mathematical significance; but, that is not what the subject matter is about. The subject matter concerns “singularities of real processes” (p. 42.) in which the ordering of numbers represents a “geometrically-determined” moment of pre-established reciprocity in temporal-eternity similar to what is required for understanding the axiom busting significance of the universal value of the 1648 Peace of Westphalia.

A PRIME NUMBER MODULE IN HONOR OF THE 50TH ANNIVERSARY OF EIR PUBLICATION

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In honor of this week’s fiftieth anniversary of EIR publication and of the republication of Lyndon LaRouche’s August 18, 1981 article, The Function of Teaching of Grammar as a Crucial Element of Military Policy (larouchepub.com),I would like to submit anew hypothesis regarding what Lyn was investigating with the projection of a geometrical distribution of prime numbers that he identified in the conclusion of his report. This hypothesis is also published in honor of Leibniz’s original contribution to an appropriate use of numbers expressing his principle of pre-established harmony for human thinking.

SOLVING WORLD PROBLEMS WITH LYNDON LAROUCHE’S VICARIOUS HYPOTHESIS AND METAPHOR PRINCIPLES

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The purpose of this report is to show that Lyndon LaRouche’s method of the vicarious hypothesis and metaphor enables one to answer difficult problems in today’s strategic situation. How can the human mind solve problems such as the current crisis of the Palestinian people of Gaza in Southwest Asia today or of the people of Ukraine? How can the human mind put an end to the criminal intention of the present U. S. Government supporting Israel and Ukraine in the act of committing genocide? How do you escape the evil predicament identified by John Milton’s Paradise Lost, who had Satan admit he was doomed to a suicidal mission by declaring: “Better to reign in Hell than to serve in Heaven”?

ROBERT J. BUENKER’S REVOLUTIONARY CORRECTION OF ALBERT EINSTEIN’S SPECIAL THEORY OF RELATIVITY by Ernest Shapiro with the collaboration of Pierre Beaudry

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The intention of this report is to demonstrate how Robert J. Buenker uncovered the “Original Sin” of Albert Einstein’s faulty Special Relativity Theory (SRT) by showing how Einstein had made a serious error through trying to base the curvature of relative physical space-time on a mathematical fallacy of composition whereby he could ignore that he was missing the experimental data.

It turned out that with that data, and applying it through what constituted units of measurement, others were readily able, many decades later, to begin achieving the value of the results of the experiments. The first great benefit might be the Global Position Navigating System (GPS), which applies the new universal principle of velocity proportionalities in relation to time slowing.