Vernadskian Time: Time for Humanity

A PDF of this article can be found here.

By Jason Ross ·


Vladimir Vernadsky’s concept of the different phase spaces of abiotic processes, life, and cognition, serve to illustrate the errors of trying to build up the entire universe from abiotic processes, through the implicit rejection of the possible existence of uniquely biological or noetic principles. In his 1930 “The Study of Life and the New Physics,” Vernadsky directly addresses the hereditary errors in the Cosmos of Newton: that the concepts of space, time, energy, and matter are final, that they can be determined from purely abiotic experiments, and that there is a fundamental distinction between the studied universe and the minds that study it. Here, I will: (1) demonstrate several ways in which space, time, energy, and matter are not the same in the abiotic, the biological, and the cognitive domains, and do not have the same meanings as they had in 1900, (2) reveal the absurdities of applying the laws of thermodynamics to living and human systems, or to the universe as a whole, and (3) give specific applications of Vernadsky’s outlook to novel types of time, including absolutely unique aspects of human time, which shed light on what can truly be called “universal” principles.


Humanity is unique among known physical and living processes: it has characteristics that differentiate it absolutely from lower domains, including an absolutely unique quality of time. Singular expressions of human time are brought into sharper relief by developing specific inabilities of lower forms of time to comprehend human activity, specifically the concepts of time embodied in the laws of thermodynamics, whose misapplication to domains outside their legitimate scope have resulted in such extrapolations as the “heat death of the universe” and a tendency of the universe towards “disorder.”

Problems arise when a term or concept developed in one context is applied in other contexts without reconsidering the term’s suitability, or its meaning. While this is particularly common when the terms have everyday meanings in addition to scientific ones (such as “action”), the laws of thermodynamics, particularly the second one, are inappropriately and recklessly applied in fields in which their application is in doubt until developed anew as a required principle in that field. A glaring error is in the explanation of the second law of thermodynamics as mandating a universal increase in “disorder” and then committing the outright fraud (or extreme laziness) of illustrating this for students through discussions of messy dorm rooms and disorderly desks. While “disorder” is a poor word to use even when discussing the physical concept of entropy in abiotic, micro-contexts, it has absolutely no meaning when applied to macro-scale objects.1

Clear examples of concepts whose meanings change with the development of later insights are given by the Ukrainian-Russian biogeochemist Vladimir I. Vernadsky in his 1930 “The Study of Life and the New Physics,” in which he directs particular attention to the errors of the Newtonian conception of the Cosmos, in which the investigating mind is separated from the investigated world, and to the changing meanings of space, time, energy, and matter—four concepts which he points out have a different meaning to the scientist of 1929 than they had in 1900.

The development of new concepts, inexpressible in terms of the former language, is the most powerful expression of human creativity: an action which cannot be performed by logic or by any form of artificial intelligence. This uniquely human ability to create metaphors (concepts which can be expressed only through specific inabilities to express them in the previous language) is the basis of modern science, and is an increasingly powerful, and ultimately the most powerful, force of nature.

In this article, several failures of mis-applying concepts in inappropriate contexts (the laws of thermodynamics, and the arrow of time) are addressed in light of Vernadsky’s calls for biology and cognition to serve as bases for new developments in physics. This article will: (1) demonstrate several ways in which space, time, energy, and matter are not the same in the abiotic, the biological, and the cognitive domains, and do not have the same meanings as they had in 1900, (2) reveal the absurdities of applying the laws of thermodynamics to living and human systems, or to the universe as a whole, and (3) give specific applications of Vernadsky’s outlook to novel types of time, including absolutely unique aspects of human time, which shed light on what can truly be called “universal” principles.

Vernadsky’s Context

In his 1930 essay “The Study of Life and the New Physics,” Vladimir Vernadsky wrote: “Space, time, matter and energy are clearly distinguished for the naturalist of the year 1929, from the space, time, matter and energy of the naturalist of 1900.” With the work of Max Planck and Albert Einstein on the quantum world and on relativity, these four terms had indeed dramatically changed their meanings. Although the same words were used, the concepts behind them were incompatible with those laid down by Newton, who wrote that “absolute space, in its own nature, without regard to anything external, remains always similar and immovable,” and that “absolute, true and mathematical time, of itself, and from its own nature flows equably without regard to anything external.”

Under Einstein’s theory of relativity, space itself was no longer indifferent to objects in space, and no longer always similar to itself: instead, it scaled along directions of motion, and it curved gravitationally. Although the concept of location had not disappeared, changes arose in the distances between locations, and space now had a measure of curvature, rather than being flat.2

Similarly, Einsteinian time is considerably at odds with Newtonian time. Rates of flow of time now varied with relative motions and with gravitational fields. The very notion of “moment” was shown to be different for different observers:to one observer two events might appear simultaneous, which, however, would not appear to be simultaneous to another observer. The notion of a particular moment in time now only had meaning with respect to a particular position in space. Space and time were no longer separable.

Matter and energy were considered distinct in 1900; separate conservation laws of matter and energy described all physical changes as maintaining the same amount of matter and the same quantity of energy, before and after the change. Yet, according to Einstein, these two concepts did not refer to wholly separate domains, but rather were related through the equation E=mc², which relates energy (E) to mass (m) times the speed of light (c), squared. This implies the possibility of mass vanishing, and becoming energy, or energy turning into matter. Work in the nuclear field demonstrated astonishing amounts of energy released from radioactive materials, along with a slight decrease in their mass, in accord with E=mc².

A discrete, rather than continuous nature of matter and energy were developed. In 1900, the concept of atoms had not achieved complete acceptance and physical concepts were considered as continuous. By 1930, the discrete, atomic nature of matter was almost universally accepted. Another violation of continuity was discovered by Max Planck, and further worked out by Einstein, in the quantum nature of light energy: light energy could exist only in multiples of a discrete quantity of energy proportional to the frequency of the light. The particle nature of light, which had been rejected for centuries in favor of the wave theory, returned, as the photons into which light was now discretely divided.3

Over the course of only three decades, these four basic concepts of physical science were radically transformed, by work on the domains of the very small and the very large. How might work on the domain of life further transform these basic concepts? Vernadsky asks: “Cannot the life sciences effectively change the fundamental representations of the scientific universe—the representations of space, time, energy, matter—in a radical way? And is this list of fundamental elements of our scientific thought complete?”4

A Brief History of Thermodynamics

Up to the First Law

Before the 1800s development of thermodynamics, heat, matter, and mechanical energy were considered quite differently. In the 1700s, heat was related to a substance known as phlogiston, which was considered to exist in bodies capable of being burned, during which process the phlogiston was released as the fiery heat. This also explained why ashes weighed less than the substances that were burned: they had lost their phlogiston. But the great chemist Antoine Lavoisier (1743–1794), demonstrated by careful measurement that when metals were burned (or rusted), the total mass increased, overturning the previous theory. Lavoisier introduced the concept of caloric, a “fluid” of heat, which flowed into bodies being heated.5 By this theory, caloric was a substance, and its total quantity was conserved as it flowed from hot bodies to cold ones, or was released from them chemically. In the early 1800s, Sadi Carnot studied the operation of heat engines (steam engines), and developed specific mathematical relationships between the flow of heat (as caloric) and the potential physical work accomplished, in order to gauge the potential power of such engines.

Heat and mechanical work later came to be understood under a common system of thought. In the 1840s, James Prescott Joule performed experiments in which the falling of a weight caused paddles to agitate and heat a reservoir of water; mechanical work was transformed into heat, meaning that caloric (if it were a real substance) was being created, and mechanical energy was disappearing. Joule unified heat and mechanical energy, by determining a mechanical equivalent of heat, relating the calorie (a measure of heat) to mechanical energy (measured today in joules).6 The principle of the conservation of energy could now be expanded, in a rigorous way, from the domain of mechanical dynamics to the field of thermodynamics. Processes could involve a transformation between (mechanical) energy and heat flow, but never the creation or destruction of total thermodynamic energy.

Further research on the relationships between heat and mechanical work revealed that heat did not exist as a substance. Although a gas under certain conditions and at a certain temperature could be said to contain a certain quantity of energy, it could not be said to contain a definite quantity of heat, of caloric. This was demonstrated by considering different ways of changing a gas system from one state to another, which would result in varying amounts of work or heat-flow, depending on the means taken to go from one state to the other. Thus, one state of a gas could not be said to contain a specific excess of heat compared to another state. The caloric theory of heat faded, and heat was considered not as a substance which would flow between bodies, but only as a measure of flow. Heat flow could be measured, but heat content no longer existed as a scientific concept.

The results of this research were expressed in what are known as the laws of thermodynamics, which encompass both heat and mechanics (hence the name, thermodynamics). The first two laws will be considered separately.

The first law of thermodynamics states that the total quantity of energy in a closed system is conserved. The energy may exist, and be transformed, in various forms, such as mechanical work performed, mechanical and gravitational potential, chemical potential (the ability of a fuel to give off heat when burned), heat flow, and the state-energy of a gas under different volume, pressure, and temperature conditions. Among all such energies, transitions could be made, but no process would result in energy being created or lost.7

A specific possible efficiency of the transformation of heat-flow into mechanical work was developed, furthering Carnot’s work. Given two heat reservoirs of different temperatures, one hot (TH) and the other cold (TC), the maximum ratio of heat from the hot reservoir converted into work, rather than that lost in heating the colder reservoir, is (TH-TC)/TH, known today as the Carnot efficiency.8 Considered in the opposite direction, this relationship also gives the maximum possible efficiency of a refrigeration cycle, of the amount of work required to cause heat to flow from a colder reservoir to a hotter, as in moving heat from the interior of a refrigerator to the air of the kitchen. This maximal efficiency follows from general considerations of systems of gases, and the conservation of energy.9 The transformation of heat into mechanical work, at the full Carnot efficiency, can be reversed by the application of mechanical work, in order to heat the hot reservoir, and bring the heat from the cold reservoir back to the hot one.

When the principles of mechanical physics and this law of thermodynamics are combined, it is possible to describe how a thermomechanical system will change. At each moment, given the state of the system and how it is currently changing, the state and nature of change it will take in the next moment can be determined, as can the state and nature of change it must have had in the preceding moment.10 For these principles, the past and the future are equivalent, differing by being in opposite directions according to time, but having no fundamental difference otherwise.11 The future can be determined just as accurately as the past. In this way, past and future, forward and back in time, are analogous to left and right: they can be described as opposites, but there is no fundamental distinction between the two directions themselves.12 Max Planck writes, in his Treatise on Thermodynamics, “From the point of view of the first law, the initial and final states of any process are completely equivalent.” These physical principles can be said to be time-symmetrical, or reversible. Nothing in the phenomena described by physical dynamics or the first law of thermodynamics serves as a basis for intrinsically differentiating the past from the future, or before from after—there is nothing to define a particular direction of time.

The Second Law is Developed

Based on the common observations that heat was never seen to flow of its own accord from a cold object to a hotter one, that gases would tend to diffuse rather than to concentrate, and that friction, found in almost every process, gave rise to a definite direction in time by turning motion into heat, what is known as the second law of thermodynamics was developed in the mid- to late-1800s by Rudolf Clausius, Ludwig Boltzmann, Josiah Willard Gibbs, and Max Planck, among others.

“Entropy” is required to understand this second law. Clausius proposed entropy as a function of state of a gas, a new function of its mass, volume, temperature, and pressure, and noted that, in a closed system (without external work or heat-flow), this quantity was never found to decrease.13 Entropy can be roughly understood as measuring the amount of energy in a system unavailable to do work. Of the total energy in a system, the amount that was “free” to do work, would decrease over time. By use of this metric, it was now possible to define the direction of time: the entropy of a closed system can never be lower “after” than it was “before.” Rather than before and after simply being opposites, a specific concept, entropy, now defines an arrow of time.14

Under the second law, reversible and irreversible processes are distinguished. Reversible processes involve no change in entropy. Examples include the swinging of a pendulum in a vacuum (without friction), the motion of a planet around a star, or the ideal compression and expansion of a gas shock-absorber.15 Reversible processes do not have an intrinsic time or a final state that they head towards: both a future state, and a past state, could be reached by the system without external work or heat. Irreversible processes, however, do involve a change in entropy, moving always towards higher entropy as time moves forward. Examples of irreversible processes are the creation of heat by friction, the expansion of a gas without doing work, or heat flowing from a hotter body to a cold one.16 Since irreversible aspects are present in almost any process, the concept of a truly reversible process has a meaning which is mostly theoretical.

The atomic theory of matter made for a complication in the understanding of entropy, which was resolved through the use of statistics. On the micro-scale, the individual atoms and molecules making up gases were considered to behave according to dynamic (reversible) physical laws, and thus the difficulty arose of reconciling an increase in entropy (irreversibility) on the macro-scale, with the reversible nature of the particles which made up the macro-states. How could there be an intrinsic direction of time, if all the particles making up irreversible processes, could individually be time-reversed?17

Boltzmann developed statistical mechanics to explain entropy from another standpoint. Rather than being a function of the conditions of a gas as a whole, it could be understood as a function of the number of possible configurations a gas’s particles could take that would correspond to a given macro-state.18 For example, the number of ways for gas particles to exist in two connected gas tanks, is immensely greater than their all being in only one tank, explaining the greater entropy of this distribution. The existence of so many more ways for the gas to be in both tanks explained its expansion to fill both. With these refinements, the disparity between reversible micro-phenomena and irreversible macro-phenomena was bridged.19

The laws of thermodynamics, combined with all the other laws of mechanical physics, unify heat and mechanics, and provide an arrow of time. While the physics of reversible processes have before and after only as opposites, the physics of irreversible processes give a definite direction in time for the evolution of the systems they apply to. The second law gives an intrinsic metric to differentiate before from after.

The First Law of Thermodynamics is Not Universal

The first law of thermodynamics states that in all physical processes, energy is neither created nor destroyed. While Einstein’s demonstration of the interrelationship of matter and energy shows this principle to be untrue, because energy and mass can be interconverted (as in nuclear processes), the changing nature of “energy” will be the focus here, in two respects: (1) that energy is actually created by human beings, and (2) in a case of re-contextualized meanings, economic “energy” is distinct from the energy of the physics, as seen when we consider energy flux density.

In the 1800s, as the laws of thermodynamics were developed, any attempt to measure the total energy of the planet would have erred dramatically. Such an estimate would have included such factors as: sunlight, chemical compounds (such as that in living matter, and in hydrocarbons in the crust), elevations of physical structures (gravitational potential), and the flow of wind and water. While making such an estimate of the total energy available on the planet as a whole would be quite difficult, this is not the greatest problem with undertaking such an endeavor. Rather, consider what would not have been included at all. Such a survey in the 1800s would not have included the nuclear fission energy potential of the planet’s uranium and thorium, or the fusion potential of its deuterium. The estimate of global energy would have been wildly off, not only for reasons of lack of knowledge of the composition of the body of the Earth, but because the domain of possible sources of energy was incomplete: nuclear processes were unknown.

Did the human species increase the amount of energy on Earth, or only discover already-existing energy? Resisting the urge to answer the question in physical terms which would exclude a specifically human response, the honest answer can be given: we have increased the energy available to the human species: we have increased our economic potential. A useful distinction can be made between the two natures of “energy”: it both refers to something we have discovered about the external physical world, and at the same time refers to a mental tool that we use to advance our thought and power. Human beings create resources, including energy.20

Another example illustrates the importance of considering the quality of energy. Rather than only the quantity of energy, consider the energy flux density, the concentration of the power applied to a process. This example is that of heating a home. We will consider two ways of providing the heat. The first is the direct creation of heat in the home by burning fuel (oil or natural gas), and the second is using fuel to produce electricity in a power plant, and then using that electricity to power a heat pump. In the first case, the efficiency of the furnace or boiler would be measured by the annual fuel utilization efficiency (AFUE)21, which is around 85% for a typical modern unit. This means that 85% of the heat in the fuel is delivered to the home.

Now, consider the case of using the natural gas to produce electricity, to then run a heat pump. A typical natural gas power plant converts only about 42% of the gas’s heat into electricity.22 Yet, the electricity, being a higher quality, more dense form of power than mere heat, is able to accomplish much more than heat can: running motors, powering electronics, producing metals, etc. And even in heating a home, electricity is more efficient than heat itself.23 By using a heat pump, which moves (“pumps”) heat into the home from the outdoor air, electricity from the power plant is multiplied by a coefficient of performance (COP) for the heat pump, a measure of the heat supplied to the home as a ratio of the energy supplied to the pump. For common heat pumps, the COP is in the range of 2–4, meaning that several times more heat are brought into the house, than the energy used for the pumping. Multiplying the electricity conversion rate (42%) by the COP, gives a value of 84–168%. This means that the home has received heat equal to 84–168% of the heat energy in the natural gas fuel. Recall that directly burning the natural gas in a home furnace would have provided 85% of the gas’s heat to the home.

Therefore, converting natural gas to electricity and using a heat pump powered by that electricity can provide up to roughly twice the home heating provided by the direct use of natural gas (168% compared to 85%). And this is a case where the effects are comparable: supplying heat. Without transforming natural gas to electricity, it cannot be used it to power a telephone, a robot in a factory, or a traffic light system. No amount of natural gas can produce an x-ray image of a broken bone.

This is a simple example of what Lyndon LaRouche refers to as a “curious feature” of technological development in his economics textbook So, You Wish to Learn All About Economics?, whereby

“we tend to accomplish much higher rates of work with the higher energy-flux density of a fraction of the total power supplied to the machine, than with the entire power supplied at relatively much lower energy-flux density. It appears that less power accomplishes more work than a greater amount of power.”24

The “energy” of electricity can be measured in the same physical units as the “energy” of heat, or the chemical “energy” of molecular structure, but these units do not fully express the economic usefulness of that energy. By considering the intensity of the energy, we can differentiate among levels of energy potential, such as the possibilities of: (a) a wood-powered economy, in which energy can be used for heating, cooking, some material treatments, and some metallurgy, (b) a coal-powered economy, in which steam engines can economically be used to transform heat into motion, allowing dramatic changes in production and transportation, (c) an electricity-using economy, where energy can be moved along a wire rather than by transporting fuel, and where the potentials for production are increased by motors, metallurgy is transformed by electrolysis, communication changes fundamentally, and computer automation transforms the nature of productive work, to (d) a quantum-physics and nuclear economy of dramatically increased power capabilities,25 laser and electron-beam technologies, and, with fusion, the potential to develop control over the inner solar system.26,27

While the first law of thermodynamics does apply on the physical level, where energy is neither created nor destroyed (excepting subatomic processes, where energy and matter are related by E=mc²), the “economic energy” available to human economy, as qualified by the type of energy, most certainly does increase, by the human process of creative discovery. This occurs even when less total energy is recovered from fuel sources, by using that more concentrated power to greater effect.

Wild Misapplications of the Second Law

The meaning of the second law of thermodynamics has been greatly simplified and the field of its application dramatically extended, giving it an entirely foreign pop-science meaning. The two major misapplications are in the concept of the “heat death of the universe,” and in the notion that the second law indicates a universal increase of “disorder.”

It was William Thompson (later Lord Kelvin) who is credited with first expounding on the inevitable dissipation of all potential energy into mechanical motion and heat, with a result that “would inevitably be a state of universal rest and death, if the universe were finite and left to obey existing laws.” His colleague Hermann von Helmholtz wrote of the “heat death” of the universe as the ultimate state it would reach, in which no more energy would be available for any processes to make use of. This is the ultimate extrapolation: to apply current knowledge (which at the time, did not include nuclear processes28) to the entire universe, about which it will always be presumptuous to assume anything approaching a complete understanding.

The other problem plaguing the second law, disturbing its repose as a legitimate and useful physical principle (in its proper domain), is the notion that it insists that the universe will become more “disorderly” over time. Although Boltzmann did indeed use the word “disorder”29 in his discussion of entropy, it was in the context of expressing a characteristic of aggregates of gas molecules, of the number of states in which the gas particles could be said to be within a certain range of a given macro-scale condition, such as temperature, pressure, and volume. For example, a higher state of temperature allowing a greater diversity of particle motions, was thus a state of higher entropy. This use of the word “disorder” applies to aggregates of microscopic particles, moving about and interacting of their own accord. It manifestly does not apply to objects on a desk, dirty clothing heaped on the floor, etc. Clothes do not move around in large groups, colliding with each other and imparting kinetic energy according to statistical rules. The books in a library do not unshelve themselves and become disorderly at night while the librarians are not supervising them. These objects move due to outside causes: people. They do not spontaneously move of their own accord towards states characterized by a greater diversity of possible distributions.

There is no universal commandment that “disorder,” in whatever context anyone might wish to apply the word, increases. The second law of thermodynamics, is, as its appellation indicates, a law of thermodynamics: not of biology, society, or clothing.

The Second Law of Thermodynamics is Not Universal

Beyond these wildly and foolishly irresponsible extrapolations of logic and linguistics, processes of life and human cognition provide further examples of the second law not being universal in scope. Although the second law cannot actually be applied to macro-scale processes to which it has no relevance, the prevalence of thoughts about universal “entropy” makes it worthwhile to address order and complexity on larger scales, with the caveat that this discussion is of the commonly used notions of entropy and disorder, rather than the actual physical concept.

A powerful economic concept helps make this clear—the concept of the necessity of progress. In his economics textbook,30 Lyndon LaRouche develops a global measure of economic progress: the potential relative population density of a society, as a function of that society’s scientific and cultural practice. Relative to the quality of improvement of land, how many people could potentially be supported per land-area? This is the potential relative population density (PRPD). Economic value lies in increasing the rate of increase of PRPD. LaRouche writes that while it is obvious that technological regression necessarily implies a decrease in PRPD, the implications of simply ceasing to progress are less clear. By the drawdown of more concentrated resources (energetic, and raw material, for example), LaRouche reasons that the physical cost of providing the base resources will necessarily increase over time in a technologically static society (through the necessity of more difficult mining, etc.), and this increasing cost will lead to a reduction of economic capabilities overall. Without continued technological increase, society will regress; it is impossible to stay still.

From this context, the increasing entropy, and decreasing free thermodynamic energy of physical systems, can be thought of as analogous to the relative, local regression of a system characterized, more universally, by its discontinuous advancements. Clear examples are seen in the very similar domains of life on evolutionary scales of time, and of human economics.

Consider the development of photosynthesis. Before the development of life capable of using the energy of sunlight, terrestrial life depended on chemical energy, such as that utilized by organisms living around deep-sea vents emitting high-energy molecules such as hydrogen sulfide. The total energy available to life was small, and was generated from deep-earth processes. From the thermodynamic standpoint, the energy potential of these molecules (and the processes generating them) would eventually be used up as the gases escaped the Earth’s crust, and the Earth’s cooling temperature produced less of them. While a modern-day environmentalist may have called for the conservation of scarce hydrogen sulfide, and for measures to be taken for its more efficient use, a different route was taken by life. The development of photosynthesis meant that an entirely new, and immensely vast energy source now became available to life, capable of supporting a great deal more biological material and energy flow, and an increase in the biogeochemical energy of living matter. Later, the move of life to land, and the new structures and processes required for it, unlocked an increasing photosynthetic capability.

While the local tendency may appear to be towards decreasing free energy when examining small physical systems, the characteristic of life as a whole, and of human society, is in precisely the opposite direction. Or rather, not precisely opposite, in that the upward shifts occur as leaps, rather than the continuous decrease of free energy expressed by the second law of thermodynamics. An anthropomorphized system of hot gas may look with dismay and dread at the locally decreasing free energy, but life and cognition are not universally characterized in this way.

Vernadsky demonstrates that the biogeochemical energy of life has increased over time. In a 1926 speech on evolution, Vernadsky developed what he called his “second biogeochemical principle,” which states that the evolution of species has an intrinsic direction, moving towards species which increase their chemical and energetic effect on the surrounding environment (in Vernadsky’s terms, increasing the biogenic migration of atoms). More recent studies strongly support Vernadsky’s second principle, indicating that the evolution of life (as far as currently observed) defines an arrow of time, always moving in one direction: towards greater energy use per species and greater corresponding effects on the biosphere.31

Looking at a larger (cosmic) scale, we see the irrelevance of physical entropy in understanding the development of the universe. As an example, consider the big bang theory, according to which the lowest-entropy, highest free-energy state the universe was ever in, occured some billions of years ago, and everything has gone downhill since, from a thermodynamic point of view. Again, any increase in this physical quantity of entropy is absolutely irrelevant to cosmology when considering the manifest increase in order and complexity: the development of galaxies, stars, planets, and, around our star, Sol, life and cognition. Perhaps a galaxy does have higher entropy than a collection of cosmic dust or the subatomic soup supposedly existing within the first microseconds after the big bang, but this does not in any way indicate that it has more disorder, or is less interesting in its characteristics.

A human being, turning food into bodily motion and biological upkeep, is thermodynamically a drain on free-energy,32 and yet is the source of creative developments that qualitatively increase the mental tools and the useful energy available to the species: human free-energy increases, without paying any regard to locally decreasing thermodynamic free-energy.

Even the statistical mechanics interpretation of entropy, according to which the increasing entropy is measured as an evolution towards states of greater likelihood, of greater means of possibility, is opposite to the changes seen in life and humanity. Far from moving towards states of greater probability, evolutionary changes in life, and economic changes in humanity, move to states of zero probability, of previous impossibility. A future comes to be, which the physical past could not have created. Bronze Age humanity had available to it an entire array of processes and materials that simply did not exist in the Stone Age, just as mammals have molecules and biological processes that never existed in earlier life, such as reptiles, and which could not, because earlier life did not regulate its temperature.

In sum, we need not lose sleep about a physical quantity—entropy—getting larger, fretting that the future will be a disorderly heat-soup; rather we can instead look at the actual development over time of the universe and of our species, and see that they are characterized by contrary processes. Our understanding of the universe must include these phenomena of life and cognition, or it is appallingly incomplete. Increasing complexity, increasing biological energy, and increasing economic energy may be coherent, locally, with the second law of thermodynamics, but are certainly not explained by it. The second law of thermodynamics is not universal.

Reflections on Time

Comprehension of the characteristics of time in thermodynamics and physics gives a greater pungency to the different kinds of time seen in the biosphere and noosphere. To review: Dynamical laws of physics, with the first law of thermodynamics, govern reversible processes, for which before and after are opposite directions in time, but lack any inherent difference. The irreversible processes covered by the second law of thermodynamics have a direction in time, an inherent distinction between before and after, based on the concept of physical entropy increasing in the direction of the flow of time.

Two prominent differences seen in the times of life and of human thought are their quantized character, and dependence on context. The quantized, discrete nature of these times is seen in the development of new “technologies,” such that before and after are distinguished not by a scalar quantity increasing in the direction of time-flow, but by the fact that after cannot be reached from before. That is, humanity in the nuclear age creates states of matter which could never have been created in earlier ages of human development, because the requisite technologies did not exist.33 The time of human development is characterized by increasing our dimensions of action, rather than any (scalar) measure which has a meaningful value in all contexts.34

The existence of uniquely biological time is revealed by study of characteristic metabolic rates for classes of animals over evolutionary time. Joint examination of metabolic rates and times for biological periods (such as time of population doubling, or heart rate) reveals characteristic specific metabolic rates for classes of animals. For example, reptiles have an average energy use per gram per lifespan of approximately 230 kJ/g/lifespan. For amphibians it is less, 210 kJ/g/lifespan, while for mammals it is 1,600 kJ/g/lifespan, and for birds, 5,280 kJ/g/lifespan.35 The increasing values, roughly characteristic of each of these classes of vertebrate life, point to the increasing rate of biogenic energy flow over evolutionary time, and, even more significantly, point to an inherently biological unit of time. These class-specific metabolic rates arise only when the unit of time considered is unique to each species: its average lifespan. Thus, a meaningful empirical generalization is arrived at—a class-wide specific metabolic rate—through the use of a specifically biological unit of time, one related to a biological process (the time of generations), rather than a physical process, and which exists only in the context of the form of life being considered. This is an example of the development of the concept of time, due to the study of life, exactly as Vernadsky called for, and foresaw.36

Human Time

An entirely new characteristic of time exists when considering the process of human cognition: the characteristic of now. Recall that: the first law of thermodynamics distinguishes before and after only as opposites; the second law of thermodynamics gives an inherent direction to time; living processes give a quantized nature of time (as in the cyclic nature of generational time); and evolutionary changes in life give an incommensurable direction of time, where after is distinguished from before by the existence of processes that could not have existed before. While the meanings of before and after have developed, none of these kinds of time has yet required a now.

Now is a particular kind of moment, distinguished from a then. While thens exist in physics, and can be distinguished from each other, now does not exist; it is not a concept required by phenomena. Now is not the moment between before and after; it is the moment between the past and the future. The laws of thermodynamics give a distinction between before and after, but these befores and afters can be before or after any particular moment, any then. Before and after are not the same as past and future. When is “right now”, physically? What differentiates, fundamentally, now from an hour ago?

Furthermore, under Einstein’s relativity, the concept of a universal time, of the possibility of a shared moment in time for different observers, has vanished with the disappearance of simultaneity. Recall that one event may appear to follow another to one observer, while both events could appear simultaneous to another observer.37 Therefore, a single moment in time, a universal simultaneity, cannot exist. There can be no universal “now”. In what way, then, can now have meaning? What sort of phenomenon requires the existence of a “now”?

It is by the nature of free will that human beings have a now, the time of decision. The opportunity to willfully create incommensurable shifts like those seen in life only over evolutionary time, is present at every moment to the human individual: the opportunity in each now to make choices that are not pre-determined, and which, when creative, are choices which distinguish the future fundamentally from the past, by increasing the possible domain of human action. These nows of discovery, these moments of creative insight, are the reason for the existence of economy as a characteristic of the human species, not seen in other life.

The direction of humanity does not inexorably “tend” in any direction; it is a series of nows, of constant opportunities for decision. When human time is used to make a fundamental discovery, the truest substance of the universe is made visible to the human mind: the substance of incommensurable change itself.

What are “Universal” Principles?

If extending principles beyond the domains of their discovery is fraught with danger, can any truly universal principles ever be known? Consider this warning from Vernadsky:

“In one case, in 1824 the young French engineer Sadi Carnot founded thermodynamics. Carnot’s principle defines the unidirectional course of a process in time. Thirty years later, Rudolph Julius Clausius, then a professor at Zürich, in the principle of entropy, generalized this unidirectional process (which is expressed geometrically in space-time by a polar vector of time) to all of reality, as defining the “end of the world.” In this form, this was an extrapolation of a logical thought, but not a phenomenon of reality.”38

If universal “phenomena of reality” exist, how can they be sought? What could be the basis of potentially valid insight into universal principles, if extrapolations from scientific principles cannot be counted on? What can we say about the universe, if our knowledge is always incomplete?

Nicolaus of Cusa, in his work De Docta Ignorantia (On Learned Ignorance), which inspired Johannes Kepler and made modern science possible, begins by setting his eyes on what he saw as the most universal of universals, God, and then goes on to discuss the universe in the context of his insight on the Creator. The central concept of knowledge employed by Cusa, that of educated ignorance, informed by a coincidence of opposites, does not use small parts or small ideas to build up to great ones, but details the specific way that a lack of knowledge is itself an appropriate means to express new concepts. For example, Cusa states that God is that maximum to which nothing is opposed, including the minimum, and that He is the light which is not opposite of darkness.39 These are contradictions, specific unspeakables, to lead the reader towards an incomprehensible concept, by making the incomprehensibility more specific.

Cusa then takes up the universe, again communicating his thoughts in the form of impossibilities arising from attempts at understanding which are below the level required for comprehension. He reasons that that which is less than truth cannot measure truth precisely, and applies this insight to astronomy. Cusa maintains that no planet can move in a circle, as a perfect circle, embodying absolute perfection, cannot exist in the created world, and could not be a cause of motion.40 Similarly, perfectly uniform (circular) motion was impossible: how could two motions be so equal, as not to be capable of still greater equality? Thus, both circles and uniform motion were rejected as true means of understanding the planets. What remained? Nothing, in the language Cusa sought to surpass. His follower, Johannes Kepler, applied physics to astronomy, providing an affirmative higher level of thought that resolved the impossibility of understanding astronomy geometrically, as brought forth by Cusa. Kepler’s use of physics, of a physical principle whose application varied in every moment, shocked his contemporaries, laid an entirely new basis for astronomy, and opened the path to modern science.

A general conclusion can be drawn from this astronomical example. Contrary to Aristotle’s view that opposites could not co-exist, or the logician’s view that all conclusions exist inherently in the original premises, Cusa maintained the primacy of the process of discovery itself, whereby contradictions drive the mind to hypothesize a new concept, not derivable from the past—a conclusion that defies the premises, rather than following from them. Cusa held that it was through this process, of knowing through specific ignorance, that one could come the closest to seeing God. Resolving paradoxes through developing new metaphors for understanding is more than a technique for arriving at physical truths: this process is the truest substance of nature.41

Every human being is born with the potential to apply this process of discovery: to exist in the efficient immortality of discovering principles and applying them for the betterment of society, where betterment is seen in increasing the capability of fellow people to participate in this most characteristically human of behaviors.
The creation of such a society, free from the oligarchism that currently threatens global thermonuclear warfare, is the most beautiful, the most human, and the most urgently pressing task facing mankind today.


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