Silent Screams

We hear the horror stories about propaganda that passes for education today. Our schools seem to be engaged in a battle against civilization. They demonize industry in the name of environmentalism, they perpetuate the myth of the “noble savage” in the name of multiculturalism, and they exalt sacrifice of the individual to the tribe in the name of “public service.”

Such propaganda is toxic. Because it is explicit, however, it is easily removed from a curriculum (or rejected by a student who is open to rational counter-arguments). In other words, these elements of the curriculum are like a malignant tumor that can be cut out. If this were the only problem, then the solution would be obvious: Eliminate the false ideas that constitute a frontal assault on civilization and individual achievement.

Unfortunately, the real problem is subtler and deeper. It is implicit rather than explicit, and insidiously spread throughout the curriculum. The laws of natural science are taught in the same way as the lies of environmentalism and multiculturalism. The conclusions are to be accepted on authority, not grasped by reasoning from evidence. The child does not develop the ability to distinguish between true and false ideas; instead, both are passively memorized and repeated back on tests. The damage is done regardless of whether the ideas are true or false; either way, they are empty assertions that serve as clubs to beat young minds into submission.

A healthy child hungers for real understanding, and our schools starve his mind until it atrophies. We ache with empathy when we see the emaciated bodies and protruding ribs of hungry children. But is a starving mind less painful than a starving body? In one sense, cognitive starvation is worse because the child does not even know what he needs — so his screams are silent. Yet we need to hear them.

How to nurture a child’s body is well understood; how to nurture his mind is being discovered at Falling Apple Science Institute. We are developing a curriculum that does not merely tell children what is known — it shows them exactly how we know it. The student grasps every step of the reasoning process and arrives at the conclusions independently. He is an active discoverer, not a passive memorizer.

We have completed our first astronomy books and outlined the entire science curriculum. But there is much more work to be done. With the modest budget required to support a small team of experts, we can provide children with real knowledge and help them become successful, creative thinkers.

Please contact us (at for more information about our curriculum and how you can help us achieve our goals.

Idiocy: Early Detection and Treatment

Idiocy is epidemic.

From politicians, we hear that wars can be won by providing jobs to the people who are trying to kill us (surveys show that many of them want to be airplane pilots). From ecologists, we hear that most species will be extinct and most natural resources depleted within a year — and this message has been repeated every year since Woodstock. From economists, we hear that economic depression is caused by “over-production,” so we will be wealthy if we stop producing wealth. From religious fundamentalists, we hear that our planet is as immobile as their minds and only slightly older.

There are two types of idiocy. Type 1 is characterized by ignorance and Type 2 by an inability or unwillingness to process information. Falling Apple Science Institute has discovered a correlation between the size of the idiot and the type of idiocy: Small idiots (who are typically children) tend to suffer from Type 1, whereas large idiots (who are typically adults) tend to suffer from Type 2. There is little hope for those afflicted with Type 2, and cases of Type 1 can progress to Type 2. Fortunately, a cure for Type 1 is being developed and tested.

Following tradition, Falling Apple Science Institute calls the cure “education.” The term is somewhat confusing because it often refers to indoctrination programs that have been causally-linked to Type 2 idiocy. But we refer to a program that develops the individual’s capacity for independent thought by providing essential knowledge and showing how it was discovered. There is strong evidence that a Type 1 idiot who is repeatedly exposed to the discovery process can be transformed into a creative, thinking individual.

To learn more about this cure, and perhaps even participate in clinical trials, visit and contact me for information.


Feedback from the Front

The Logical Leap is one of the major texts used in a course on scientific method at Western Carolina University. Mark Wilson, the professor who teaches the course, is director of the forensic science program at the university. Forensic science is a fascinating field — it uses abstract theory and advanced technology to solve practical problems. Mysticism and skepticism are useless in this field, but the method described in my book resonates with such reality-oriented thinkers.

Prof. Wilson recently published a review of The Logical Leap on Amazon. Here is his wonderful final paragraph:

“I have used The Logical Leap as a textbook in my course in Scientific Method at Western Carolina University for three years. The students find the book very easy to understand, especially as compared to some of the other assigned readings. When asked to reformulate an argument from the course reading materials, they consistently perform much better from assignments focused on The Logical Leap. This, I believe, is due not only to the clear writing style, but also to the intelligibility of the arguments themselves. David Harriman has taken a very complex topic and cogently reduced it to its essentials. While doing so, he has introduced the study of scientific method to many truths that have, unfortunately, been missed in most academic treatments of this crucially important topic.”


Newton Is Not “Bohr”-ing

In the 17th century, Isaac Newton was asked about the cause of gravity. How exactly does the Sun attract Earth across the large distance between them? Newton didn’t know the answer, so his response was reasonable. He said: “I don’t know.”

In the 20th century, Niels Bohr was asked about the cause of subatomic particle behavior. Bohr didn’t know the answer, but his response was different. He said: “Subatomic particles have no specific nature, so the concept ’cause’ is inapplicable and your question is invalid.”

Newton understood that the equations of physics identify an aspect of a total reality that exists independent of us, and many aspects of that totality are unknown. Bohr, however, denied the independent reality of the microscopic world and therefore denied that there is anything to know beyond our percepts and equations.

Newton’s view was: “There’s a world out there; let’s investigate it.” Bohr’s view was: “There’s a world in here (consciousness); let’s describe it.”

There’s a (real) world of difference between these views. Newton was free to explore the universe. Bohr was trapped inside his mind and stopped from asking questions.


The Quantum Strawman

After presenting an argument, I sometimes get the response: “You claim X, but X is absurd for the following reasons. Therefore you are an ignoramus.”

The form of this counter-argument is valid, but it usually misfires because I never claimed anything remotely similar to X. For example, I have been accused of rejecting quantum mechanics, and therefore of being entirely ignorant of modern physics. But here is an excerpt from what I actually wrote:

“Quantum mechanics has its origins in a series of discoveries made during the late 19th and 20th centuries . . . A close look at this early history reveals that the mathematics of quantum theory was developed in an admirably logical way; it was guided by experiment, by the conservation-of-energy principle, and by the requirement that the theory reduce to Newtonian mechanics in the macroscopic limit.

“As a mathematical formalism, quantum theory has been enormously successful. It makes quantitative predictions of impressive accuracy for a vast range of phenomena, providing the basis for modern chemistry, condensed matter physics, nuclear physics, and optics. It also made possible some of the greatest technological innovations of the 20th century, including computers and lasers.”

Is that a rejection? A woman who rejected a man in that manner would probably wake up with him in the morning.

Are my critics delusional? Well, not exactly. They know that I have rejected something; they just can’t be bothered to correctly identify it. In fact, I reject Niels Bohr’s interpretation of quantum theory. Bohr said “there is no quantum world,” whereas I say there is one. So which of us is the real champion of quantum physics?

Of course, it’s much easier to dismiss me as a crackpot than to defend Bohr’s avant-garde subjectivism. It’s easier — but it’s also cowardly and evasive.


Last Thoughts of an Old One

A teacher gave the following assignment to his students: Imagine, he said, that you are an old Native American who is dying, and you want to give your tribe some final advice about how to deal with the evil white man. Here is the best response:

“There is much to learn from the Pale Face.

“I have heard of one called ‘Shakes Spear,’ who, despite his frightening name, has told great tales of love, courage, triumph, and tragedy. There is another with an even more ferocious name–‘I Sack New Town’–who understood everything from the rise and fall of the sea, to the colors of the rainbow, to the movements of the moon and wandering stars. And there are many more, including one who learned to tame the power of lightning, and another who harnessed the magic of the strange attracting rocks.

“We are afraid that it may be a bad omen when the moon covers the sun, but the Pale Face knows beforehand exactly when such events will happen. We ride horses, but he makes the great Iron Horses that ride on rails with the power of a thousand horses. We are confined to this land, but the Pale Face builds great ships that sail around the whole world.

“We should live in peace with these admirable people and try to learn their wisdom. And we should hope that we have something of value to offer in return.”

Carolina in My Mind

Prof. Mark Wilson teaches a course on scientific method at Western Carolina University. The Logical Leap is required reading for the course, and he invited me to visit and give a couple of guest lectures. It was a thoroughly enjoyable experience.

The students were very interested in the subject and eager to hear me explain the differences between my views and those of other philosophers they had read. In the second lecture, we were joined by future high school science teachers who were taking a class on science education. This gave me the opportunity to explain why I think science students must learn the material in essentially the same way that scientists learn it — that is, they need to learn it inductively, grasping the steps of the discovery process.

One student raised a question that made me feel empathy for these future teachers. In effect, he asked: “Teaching the discovery process sounds like a fun way for students to really learn the material rather than simply memorize it. But is this approach consistent with the national standardized tests the students must pass?” I had to admit that a proper inductive curiculum includes a significant amount of material that is not covered on the state tests and it omits some material that is covered on those tests. And today there is a great deal of pressure on teachers to “teach to the test” — even if they think the test is deeply flawed.

Imagine a high school science teacher who has a genuine passion for opening young minds to the wonders of the natural world. In today’s education system, this teacher is told not to think about the best way of accomplishing this goal; that decision is made by committees of government appointed “experts.” The teacher is supposed to teach by rote, while the students learn by rote. The independent thought of both teachers and students is extinguished in the classroom by state mandate. Is it a mystery why so many teachers burn-out and so many students drop-out?

Fortunately, the internet can provide alternatives to the standard curriculum designed by government committees. In the future, we can hope that the popularity of an inductive curriculum creates pressure to change the standardized tests. We can also hope that the mind-numbing power of such tests is diminished by growth of the private education sector.


When and How Do People Learn to Think?

Ignatius Loyola, founder of the Jesuit order in the sixteenth century, once said: “Give me a child until the age of seven and I will give you the man.”

He exaggerated, but he wasn’t wrong. If the age is changed to seventeen, then–in a certain sense–I would agree. By that age, an individual has automatized a particular method of thinking (or of not thinking), a way that his mind habitually deals with its content. Ayn Rand called it “psycho-epistemology,” and it is a crucial aspect of who we are. It isn’t set in stone by high school graduation, but it’s difficult and rare for adults to make major improvements in their psycho-epistemology.

Now, how do people learn their basic method of thinking? Typically, they do so by generalizing from countless arguments they heard during their formative years, and not by explicit study of epistemology. If the arguments they accepted in their youth were based on vague ideas and frequent appeals to emotion, then that becomes part of their implicit method. If they accepted many rationalistic arguments that merely deduced connections between floating abstractions, then that becomes part of their method. In any case, most people cannot identify the essentials of their method–it is automatic and implicit. And despite the fact that there are often inconsistencies, there is usually a dominant approach that guides an individual’s thinking.

Finally, what subjects are best-suited for developing proper thinking methods in young people? My answer is: Subjects that deal with the external and non-human world, rather than with human consciousness. It is difficult to learn how to think by studying human beings, who are the most complex entities on the planet. The actions of balls rolling down inclined planes, or of colored light refracting through prisms, or of magnets pushing and pulling on other magnets, are much simpler than the actions of people. These topics are complex enough to offer challenges, but straight-forward enough so that the correct conclusions are uncontroversial. Natural science provides excellent content for developing proper thinking methods in young minds.

This is why Tom VanDamme and I started Falling Apple Science Institute. We want to develop real thinkers by presenting middle and high school students with an inductive science curriculum.

Induction Hanging by a Thread

Here’s another excerpt from my lecture to the scientists at Johns Hopkins Applied Physics Lab:

Let’s start with the philosophers’ description of induction as a giant, illogical leap from a few observed cases to a universal generalization. That does sound like a dubious procedure. How can we possibly justify accepting a conclusion that transcends the evidence in this way? And we do accept such conclusions all the time; we couldn’t survive if we didn’t. But we don’t want to say that induction is illogical, and yet we do it anyway because it works. That leaves us in a position of not being able to distinguish science from pseudo-science, or rationality from irrationality. If we say that even the best thought processes are illogical, that’s a disaster.

So how do we respond to the charge that induction, by its nature, is an illogical leap? The best place to start is with actual examples of scientific induction. Let’s consider Newton’s experiment with the thread that was painted half blue and half red. Recall that when he viewed it through a prism, the two halves appeared discontinuous–and then analysis showed that the prism shifted the blue part more than the red part. On this basis, Newton reached a generalization: blue light is refracted by glass at a greater angle than red light.

Where is the illogical leap here? Oddly enough, there doesn’t seem to be one. The generalization seems to follow with perfect logical necessity from the observations. In fact, under the circumstances, we would be shocked and disappointed in Newton if he didn’t reach the generalization. And yet the generalization goes well beyond the particular observations–it refers to any and all instances of red light and blue light refracting through glass.

The key here is the concepts themselves. When we form a concept, we do it on the basis of essential similarities–and we make a commitment to treat the particular instances of the concept as interchangeable members of a group. If we don’t make that commitment, then we don’t have the concept. Someone who uses the word “red” but treats every instance of red light as different from every other instance does not have the concept “red.” So, in this sense, inductive generalization is actually inherent in conceptualization.

In this case, the only way to deny the validity of Newton’s generalization is to deny the validity of his concepts. We would have to argue that one or more of his concepts are invalid: the concepts “red,” “blue,” “glass,” and “refraction.” And by invalid I mean that the concept is not a proper integration of similar particulars, but instead a juxtaposition of essentially different particulars.

Probably the best that a skeptic could do is point out that there are different types of glass, so perhaps the generalization is true only for the type of glass that Newton used. But notice that it is still a generalization, and notice that it’s easy to get a prism made out of a different type of glass and see similar results. So the skeptic would strike out with this argument.

Scientific Disagreements–and Philosophic Causes

Philosophy is primarily about method; it’s about the principles that tell us how to discover knowledge. And even a quick look at the history of science shows us that these principles are not obvious. In astronomy, for instance, Ptolemy and Copernicus did not simply disagree in their scientific conclusions about the solar system; they also disagreed in their underlying philosophic ideas about how to develop a theory of the solar system. In essence, Ptolemy thought it was best to settle for a mathematical description of the appearances, whereas Copernicus began the transition to focusing on causal explanations. So what is the goal of science–to describe appearances, or to identify causes? The answer depends on the philosophy you accept.

Similarly, in 17th century physics, Descartes and Newton did not simply disagree in their scientific theories; they strongly disagreed about the basic method of developing such theories. Descartes wanted to deduce physics from axioms, whereas Newton induced his laws from observational evidence. So what is the essential nature of scientific method–is it primarily deductive, or primarily inductive? And what is the role of experiment in science? The answers depend on your theory of knowledge.

Here’s another example: Consider the contrast between Lavoisier, the father of modern chemistry, and the alchemists of the previous era. Lavoisier did not merely reject the scientific conclusions of the alchemists; he rejected their method of concept-formation and he originated a new chemical language, and then he used a quantitative method for establishing causal relationships among his concepts. So how do we form valid concepts, and what is the proper role of mathematics in physical science? Again, your answers to such fundamental questions will depend on the philosophy you accept.

Finally, consider the battle between two late 19th century physicists, Boltzmann and Mach. Boltzmann was the leading advocate of the atomic theory and he used that theory to develop the field of statistical thermodynamics. Mach, on the other hand, was a leading advocate of positivism; he thought that physicists should stick to what they can see, and that the atomic theory was nothing more than speculative metaphysics. So what is the relationship between observation and theory, and how is a theory proven, and are there limits to scientific knowledge? Once again, these are philosophic questions.

Such issues have not gone away with time. There is a great deal of controversy in theoretical physics today, and these basic issues of method are at the heart of the controversy. Some physicists say that string theory is a major triumph that has unified quantum mechanics and relativity theory for the first time. Other physicists argue that string theory is just a mathematical game detached from reality–that it isn’t a theory of everything, but instead a theory of anything. And we’re starting to hear similar criticisms of Big Bang cosmology; if the theory is so flexible that it can explain anything, the critics say, perhaps it actually explains nothing.

How do we decide these issues? How do we know the right method of doing science, and what standards should we use to evaluate scientific ideas? These are some of the questions that I try to answer in my book. . . .