Physics is the mother science. As such, it holds the greatest power for discovering the true nature of the universe and life within it. Physicists these days seem preoccupied with astronomical issues, such as the origin and ultimate fate of the universe. But some physicists venture into the realm of biology, claiming that their unique experimental and mathematical skills give them special insight into matters of life and death.
I just hate it when physicists write about biology. They sometimes say uninformed and silly things. But I hate it just as much when I write about physics, for I too am liable to say uninformed and silly things—as I may well do here.
To digress briefly, I am reminded of the communication gap between people of science and everybody else, as so powerfully discussed by C. P. Snow in his classic book “Two Cultures.” These days, within science there are also two cultures: physical science and biological science, and they don’t always speak the same language. The language of physics, for example, relies heavily on mathematics, which is rarely mastered by biologists.
For most of my career, biology was generally considered a “soft” science, unworthy of the same stature as physics and chemistry. The discovery of DNA structure gave biology new respect in the “hard science” community because DNA is simple, as clearly explainable as chemistry, and easy to measure with mathematics. But the rest of biology is still a second-class science. I remember my College-of-Science dean, a nuclear physicist, refused to allow me to offer a course in sociobiology, based on E. O. Wilson’s classic text, because the he did not consider such studies to be real science. He also objected to my publishing with experimental economists on the same grounds.
It’s hard for biologists to argue with physicists. Often physicists listen with detached bemusement because biologists can’t explain life with mathematics. Physics could not exist without math. Sometimes I think physicists get too enamored with math. I get the impression that they think that describing and predicting phenomena with equations is the same as explaining why and how such phenomena occur. Take the most famous equation of all, E = mc2. Just what does that equal sign mean? It implies that the variables on each side are the same. But is mass really identical to energy? True, mass can be converted to energy, as atom bombs prove, and energy can even be turned into mass. Still, they are not the same things. Not only are the units of measurement different, but the equation is only descriptive and predictive. It does not explain how mass converts to energy or vice versa.
The limits of math become more troublesome when physicists try to explain the origin of the universe. Math does not really explain how a universe can exist without a first cause. True, physicists invoke the “big bang,” a massive explosion of supercondensed matter. They call this the “singularity,” as if that explains things any better. Whatever words, or math, they use, they cannot explain what created the supercondensed mass in the first place. Where did that mass come from? If it was created by energy, where did that come from? You can see that such questions create an infinite loop of effects that have a cause. Scientists call this “infinite regression,” which is an untenable way to explain anything.
Even if you invoke the idea of a creator god, where did that god come from? So, you see, physicists and the rest of us are stuck with the unsatisfying conclusion that something can be created from nothing. I have only read one explanation for how this might happen, which I will discuss shortly, but it makes no sense to me.
Surely, many mysteries of the universe and of life itself are well hidden. Science is in the business of revealing hidden realities. What we call religious beliefs may be among those realities. Maybe we should revisit the view of the ancient Greek philosophers who held that there is “true” reality hidden by what we think is reality.
Today, physicists are starting to see previously unseen realities, as I am about to summarize. Such unseen realities may well include unknown kinds of matter and energy that give rise to mind. Maybe there is a counterpart mind, operating in parallel in a way that electrodes and amplifiers or magnetic imaging scanners cannot detect.
Only a few neuroscientists argue that the human mind is not materialistic. Neuroscientist Mario Beauregard and journalist Denyse O’Leary have written a whole book to argue the point. Their “Spiritual Brain” documents many apparent mystical experiences. These authors use the existence of such mental phenomena as intuition, will power, and the medical placebo effect to argue that mind is spiritual, not material. None of this is proof that such experiences have no material basis. Their argument seems specious. They have no clear definition of spirit, and they do not explain how spirit can change neuronal activity or how neuronal activity translates into spirit. They dismiss that the mind can affect the brain because it originates in the brain and can modify and program neural processes because mind itself consists of neural process.
Sometimes we don’t see hidden realities even when they are right under our nose. Consider water, for example, which before the advent of science was grossly misunderstood. Now we can explain how water exists in several states: liquid, vapor, solid. You and I are mostly water. My point is that our mental essence may also exist in several states. At the moment, the only one you and I know about is the state of nerve impulse patterns. Just as water has no way to know which state it is in, I (so far at least) can only know about my impulse-pattern state.
By now readers know brains make sense (pun intended). That is, we know enough about the brain to know that conscious mind may someday be explained by science. We already know enough about the nonconscious mind of the brainstem and spinal cord to realize that what we call mind has a material basis that can be explained by science. Science may someday be able to examine what we today call spiritual matters. Consider the possibility that “spirit” is actually some physical property that scientists do not yet understand.
The idea of a material, biological basis of conscious mind may be offensive to those who believe in the mysteries of the soul and eternity. After all, many people of faith refuse to accept science’s doctrine of evolution. To these believers we could say that one of the least mysterious ways God works in the world is through the laws of chemistry and physics that govern the universe and all living things. Even God has to have methods for doing things. Educated believers surely have to admit the possibility that God created these laws as a way to create the universe and even the human mind. Otherwise, from that perspective, what are the laws for? Nobody knows how these laws came to be or why they exist.
Many scientists are not sanguine about their belief in a material mind. For example, one scientist-engineer, Paul Nunez, has suggested that some yet to-be-discovered information field might interact with brains such that brains act like a kind of “antenna,” analogous to the way the retina of the eye can be thought of as an antenna that detects the part of the electromagnetic spectrum we call light.
To me, other possibilities for discovering material attributes of “spirit” seem more likely. Modern physics, especially quantum mechanics and the theories of relativity, dark matter, and dark energy, has already shown that not even physicists understand what “material” is. I will now summarize the more likely possibilities for hidden realities of mind.
Quantum Mechanics (QM). Quantum mechanics is so weird that Einstein called it “spooky science.” Ironically, there remains a spooky weirdness in Einstein’s own relativity theories, which I will get to momentarily.
The heart of the QM enigma lies in the apparent fact that subatomic particles can be in two places at the same time. But that is not quite correct. What has been demonstrated experimentally is that photons or electrons can have characteristics of both waves and particles at the same time. Where the wave and/or particle is located depends on whether or not its location is pinned down by observation. That observation includes instruments, not just the human eye.
Moreover, the waves are actually mathematical wave functions of the probability of where a particle is located. The shape of the probability of the wave function as it evolves can actually be quantified by the so-called Schrödinger equation. When we observe where a particle is located, the probability function “collapses,” going from zero percent probability for all the locations where the part is not found to 100 percent for the place where it is observed.
But beyond the math, some particles, like photons, are clearly waves that oscillate at particular frequencies. The physics community was rocked in the 1920s by experiments that showed that electrons, known at the time to be subatomic particles, behaved like common waves, interfering with each other when their waves overlapped, much as two ripples in water do as the ripples move into each other. Electron interference seems to depend on a wave from one place crossing another wave from another place. How can that be? Max Born in 1927 found the answer: the waves are not physical waves but probability waves. Specifically, the size of a probability wave at any given point of location is proportional to the probability that the electron is located at that location. Stated in another way, the wave function tells us the probability of finding a particle at any given point of space. A profound consequence is that the probability wave applies to all locations in the universe.
Some of the experimentally demonstrable spooky things about QM include a seeming influence on elementary particles from distant parts of the universe with no time delay (called entanglement), particles jumping from one place to another without ever locating in places in between like successive frames in a motion picture (called tunneling), that particles can be in more than one place at the same time, and that the behavior of a particle is governed by its being observed or measured impersonally by instruments.
Knowing about QM is not the same as understanding it. Even Heisenberg’s uncertainty principle, a bedrock of QM theory, has recently been called into question.
A key enigma in QM is that we can only observe a tiny subset of what actually exists. In QM theory, you can’t make a complete observation, even remotely with instruments, of an object or event without disrupting its actual existence. The location of an object, for example, is one of several states: it may here or several places there. But in QM these states are specified as wave functions, not “here” or “there.” Wave functions are probability statements. The object has, for example, a 75 percent chance of being in one place and a 25 percent change of being in another. Where it actually is depends on whether or not we detect its location. This is confusing I know, but I will let physicists do the apologizing.
To date, there is no compelling evidence that QM operates at levels beyond subatomic particles. But how can we be sure? QM might even be a basis for what we would otherwise think of as nonmaterial consciousness. Indeed, views on QM consciousness are published in scientific journals, and one journal is devoted exclusively to QM consciousness.
The most recent idea I have read is that Shannon’s information theory lies at the heart of QM and can explain how something can emerge from nothing. Information, quantified as “bits” (0 and 1) is inversely proportional to the probability of an occurrence (with probability measured on a logarithmic scale). I always wonder why physical scientists like to express things in inverse relationships. Anyway, the equation says that “information” has only two properties: an event and its probability of happening. The equation applies to any kind of event, from occurrences today to the moment the universe came into being.
Moreover, the amount of information contained in an event is directly proportional to how unlikely it is to occur. Unlikely events do happen, and their rarity gives them the most information.
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