This book develops a new energetic/thermodynamic basis for the cyclic nature of civilizations. The growth of a civilization is due to the ability of the civilization to acquire and utilize resources for growth. The theory developed turns out to be identical to Blaha's previously developed theory, which successfully matches the history of 50+ civilizations. The energetic/thermodynamic theory appears in studies of superorganisms such as ant and bee colonies as well as other organisms including colonies of microbes. It also appears in theories of predator-prey populations such as wolves and rabbits. The consideration of superorganisms, predator-prey population cyclicity, and human civilization cyclicity suggests that there is an underlying unity in Nature in the growth of large groups of organisms and leads to the conclusion that civilizations are superorganisms. Thus this new model of civilizations is called SuperCivilizations. The book begins by overviewing superorganisms including some exciting new evidence for microbial superorganisms on land and in the deep sea. Subsequently we discuss almost all of the known human civilizations within the framework of this theory. We also consider the Richardson theory of arms races and show that Richardson's equations are identical to those of our energetic/thermodynamic model of civilization dynamics. With a suitable choice of parameters the arms race theory has cyclic solutions (as well as the exponential solutions studied by Richardson) that describe the dynamics of armaments growth in the United States - Russia confrontations from 1981 - 2010. The book also describes a program for the exploration and the colonization of the Solar System and a new means of travel to the stars and galaxies with a view towards the development of a space civilization. The probable effects on contemporary human civilizations of meeting an alien civilization are also described in detail. Because of a close analogy with Newtonian dynamics, and realizing that chance plays a major role in human history, the book also develops a probabilistic theory of civilization dynamics. The cyclic theory of civilizations is also generalized to a civilization theory for populations with three interconnected population segments: a dominant minority/leadership, followers, and external immigrants. This generalized theory leads to the cyclic theory of civilizations under reasonable conditions.

This book examines the true core of philosophy and metaphysics, taking account of quantum and relativity theory as it applies to physical Reality, and develops a line of reasoning that ultimately leads us to Reality as it is currently understood at the most fundamental level - the Standard Model of Elementary Particles. This book develops new formalisms for Logic that are of interest in themselves and also provide a Platonic bridge to Reality. The bridge to Reality will be explored in detail in a subsequent book, Relativistic Quantum Metaphysics: A First Principles Basis for the Standard Model of Elementary Particles. We anticipate that the current "fundamental" level of physical Reality may be based on a still lower level and/or may have additional aspects remaining to be found. However the effects of certain core features such as quantum theory and relativity theory will persist even if a lower level of Reality is found, and these core features suggest the form of a new Metaphysics of physical Reality. We have coined the phrase "Operator Metaphysics" for this new metaphysics of physical Reality. The book starts by describing aspects of Philosophy and Metaphysics relevant to the study of current physical Reality. Part of this development are new Logics, Operator Logic and Quantum Operator Logic, developed in earlier books by this author (and revised and expanded in this book). Using them we are led to develop a connection to the beginnings of The Standard Model of Elementary Particles. While mathematics is essential in the latter stages of the book we have tried to present it with sufficient text discussion to make what it is doing understandable to the non-mathematical reader. Generally we will avoid using the jargon of Philosophy, Logic and Physics as much as possible.