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A Philosopherâs View of Childhood
âDo you think there could be any such thing as the beginning of time?â I asked the dozen third and fourth graders in my philosophy discussion group in Newton, Massachusetts. (We had been trying to write a story about time travel.)
âNo,â several of the kids replied.
Then Nick spoke up. âThe universe is everything and everywhere,â he announced, and then paused. âBut then if there was a big bang or something, what was the big bang in?â
Nickâs question had long puzzled me, too. In my own case, hearing lectures on the âbig bangâ theory of the origin of the universe given by learned astrophysicists and cosmogonists had never quelled the conceptual worry that Nick articulated so simply and directly.
At the time of this discussion Nick had just turned nine years old. The others in the group were anywhere from nine to ten and a half.
Not only did Nick have a genuine puzzle about how the universe could have begun, he also had a metaphysical principle that required beginnings for everything, the universe included. Everything there is, he said, has a beginning. As he realized, that principle reintroduces the problem about the universe. âHow did the universe start?â he kept asking.
âThe universe,â said Sam, âis what everything appeared on. Itâs not really anything. Itâs what other things started on.â
âSo there always has to be a universe?â I asked.
âYeah,â agreed Sam, âthere always has to be a universe.â
âSo if there was always a universe,â I went on, âthere was no first time, either.â
âThere was a first time for certain things,â explained Sam, âbut not for the universe. There was a first time for the earth, there was a first time for the stars, there was a first time for the sun. But there was no first time for the universe.â
âCan you convince Nick that the universe has to always be there?â I asked Sam.
Sam replied with a rhetorical question. âWhat would the universe have appeared on?â he asked simply.
âThatâs what I donât understand,â admitted Nick.
Samâs conception of the universe (what everything else appears âonâ) is reminiscent of Platoâs idea of the âreceptacleâ in his dialogue Timaeus: â. . . the mother and receptacle of all created and visible and in any way sensible things is not to be termed earth or air or fire or water, or any of their compounds, or any of the elements from which these are derived, but is an invisible and formless being which receives all things . . .â (Timaeus 51A). On this view the universe itself never came to be; it is what other things come to be in, or âon.â If, as Ross, another child in the same group, put the point later in our discussion, things âstarted out on vast blackness, then thatâs just the universe then; the universe is vast blackness.â
I have said that Samâs conception is reminiscent of Platoâs. But there is a respect in which Samâs idea may be superior to Platoâs. The idea of a receptacle is the idea of a container. A container walls some things in and other things out. To wall things in and out it must have walls. Samâs idea of what other things appear âonâ projects three-dimensional reality onto two dimensions, but it allows us to think of the âground of beingâ as having indefinite borders. Whether the universe is finite or infinite can be left indeterminate. By contrast, Platoâs receptacle must be finite. Moreover, we must wonder what the nature of the receptacleâs walls could be, though there is no answer to this question in Plato.
In our discussion Nick never gave up his principle that everything there is has a beginning. But he remained puzzled about how this principle could be applied to the universe itself. Every time he was asked what the universe could have first appeared on, he replied with engaging candor, âThatâs the part I donât get.â Of course it was he who first raised this problem with his principle that everything there is has a beginning.
Many people are familiar with Saul Steinbergâs New Yorker cover depicting the New Yorkerâs view of the country. Manhattan Island dominates the scene; the other boroughs of New York City are prominent, though smaller than Manhattan. San Francisco is to be seen in the distance at the other coast. And there is not much in between.
A philosopherâs view of childhood is likely to be just as distorted. On the philosopherâs view, children sit around conducting virtuoso discussions of mind-bending questions like âDid the universe itself have a beginning, and if so, what did it begin on?â Although I have tried to document in my writings the claim that some children sometimes do this, even I would have to admit that this sort of activity is not the most obvious feature of childhood.
Still, it is worth pointing out that discussions such as the one I have just recorded can, and sometimes do, occur. There are at least two reasons why it is important to point this out. First, philosophical thinking in children has been left out of the account of childhood that developmental psychologists have given us. Even if philosophical thinking is far from the most prominent feature of childhood, its presence should be duly noted. For one thing, leaving it out encourages undeserved condescension toward children. If the most daunting intellectual challenges that Sam and Nick face are to learn the twelve-times table and the passive form of the verb âto be,â condescension toward these children as thinkers has some warrant in fact. But if Sam and Nick can raise for us in vivid and compelling form the puzzles of how the universe could have begun, then there are at least some contexts in which they should be considered our partners in a joint effort to understand it all.
There is a second reason why it is important to take due account of philosophical thinking in young children. Doing so helps us understand philosophy.
Much of philosophy involves giving up adult pretensions to know. The philosopher asks, âWhat is time, anyway?â when other adults assume, no doubt unthinkingly, that they are well beyond the point of needing to ask that question. They may want to know whether they have enough time to do the weekâs shopping, or to pick up a newspaper. They may want to know what time it is, but it doesnât occur to them to ask, âWhat is time?â St. Augustine put the point well: âWhat, then, is time? Provided that no one asks me, I know. But if I want to explain it to a questioner, I am baffledâ (Confessions 11.14). Among the annoying questions that children ask are some that are genuinely baffling. In important part, philosophy is an adult attempt to deal with the genuinely baffling questions of childhood.
I canât remember asking myself, as a child, what time is. But I did puzzle over the beginning of the world. My puzzlement as a child of five or six took the form of the following question: âSupposing that God created the world at some particular time, how is it that the world looks as though it had been going on forever?â
I know now that my problem in cosmogony was a bit like that of St. Thomas Aquinas. Like me, Aquinas accepted the Christian doctrine that God created the world, indeed, created it, Aquinas supposed, out of nothing. (I donât know now whether the ex nihilo part belonged to my theology as a six-year-old.) But Aquinas was also very respectful of Aristotleâs arguments for the eternity of the world. He had, then, somehow, to reconcile the appearance of beginninglessness, as captured in Aristotleâs rather impressive reasoning, with the revealed doctrine of creation, which, he thought, was an absolute beginning.
For myselfâthat childhood selfâI came up with an analogy. Having posed my question to my mother and received no helpful response, I returned later to reassure her. âDonât worry, Mom,â I said, âI think itâs like a perfect circle someone has drawn. If you had been there when it was drawn, you would know where the circle begins. But as you look at it now, thereâs no way of telling. Itâs like a perfect circle, where the end connects up with the beginning without showing.â
When now, sixty years later, I teach Aristotle or Aquinas to university students, I try to locate the questioning child in me and my students. Unless I do so, the philosophy we do together will lose much of its urgency and much of its point.
Letâs return to the point about respecting children as partners in inquiry. Parents and teachers are often so impressed with the burdens they bear in having to nurture, instruct, reassure, and inspire their children that they fail to appreciate what children have to offer adults. One of the exciting things that children have to offer us is a new philosophical perspective.
Consider the case of Kristin, who was four years old. She was teaching herself to use watercolors. As she painted, she began to think about the colors themselves. Sitting on her bed, talking to her father, she announced, âDad, the world is all made of colors.â
Kristinâs father, who, as I happen to know, wants to make sense of it all as much as his four-year-old daughter did, liked Kristinâs hypothesis, and reacted positively. But, recognizing a difficulty, he asked her, âWhat about glass?â
Kristin thought for a moment. Then she announced firmly, âColors and glass.â
Like any good philosopher, Kristin knew what to do when oneâs grand hypothesis runs into a counterexample. One simply incorporates the counterexample into the hypothesis!
Kristinâs color hypothesis is not only fresh and excitingâat least as uniquely wonderful a gift to her father, I should say, as any one of the watercolor pictures she might have presented to himâit also recalls the thinking of the earliest philosophers we have any record of, the ancient Milesians. Like Kristin, the Milesians wanted to know what everything is made of. Thales said âWaterâ (presumably he thought that the earth was something like frozen or compacted water, and that air was very rarefied steam); Anaximander said âThe infiniteâ or âThe indefiniteâ; whereas Anaximines said âAir.â (I like Kristinâs hypothesis better than any of these.)
A later anecdote from Kristin recalls another pre-Socratic philosopher, Parmenides. Kristin was five, and learning how to read. She was learning to recognize syllables and to sound them out so as to be able to recognize words. She was quite proud of her success.
Again, sitting on her bed talking to her father, she commented, âIâm sure glad we have letters.â
Kristinâs father was somewhat surprised at that particular expression of gratitude. âWhy?â he asked.
âCause if there was no letters, there would be no sounds,â explained Kristin. âIf there was no sounds, there would be no words . . . If there was no words, we couldnât think . . . and if we couldnât think, there would be no world.â
Kristinâs chain reasoning is breathtaking. It is also reminiscent of Parmenidesâ enigmatic fragment to gar auto noein estin te kai einai (âFor the same thing is there both to be thought of and to beâ). That might be understood to entail âOnly what can be thought, can be.â If, then, we grant Kristin her interesting assumptions that (1) without words nothing could be thought and (2) without letters there would be no words, we get the fascinating conclusion âWithout letters there could be no world.â
Both these anecdotes from Kristin show how the thought of a child may be a priceless gift to a parent or teacher with ears to hear. And both of them also give us reason to think of philosophy as, in part, an adult response to the questions of childhood.
The twentieth century has seen an amazing growth in the study of childhood. Two ideas have been central to the way childhood has been studied in our time. One is the idea that children develop and that their development is a maturational process. In part, maturation is, quite obviously, a biological process. Children grow bigger, their legs and arms grow longer, baby faces grow into older-looking faces, baby teeth fall out and are replaced by adult teeth, and so on. But maturation is also a psychological and social process. Baby talk, baby thoughts, and baby behavior are replaced by the talk, thoughts, and behavior of young children, then by that of older children, adolescents, and, finally, adults.
The second idea central to the recent study of childhood is that growth takes place in identifiable stages. As school teachers can testify, the stages of biological growth children experience can be correlated only roughly with their actual ages. Thus one child in a given class will tower over the rest, while another has yet to catch up with the class average. But the stages of biological, as well as intellectual and social, growth are at least broadly related to age. Putting the idea of maturation and the idea of a sequence of age-related stages together, we get the conception of child development as a maturational process with identifiable stages that fall into an at least roughly age-related sequence.
Clearly maturation has a goal; its goal is maturity. Early stages are superseded by later stages that are automatically assumed to have been less satisfactory. Thus the âstage/maturational modelâ of child development, as we can call it, which has found unquestioned acceptance in the study of childhood, has an evaluational bias built into it. Whatever the biological or psychological structures in a standard twelve-year-old turn out to be, the stage/maturational model of development guarantees, before any research is done at all, that these structures will be more nearly satisfactory than the superseded structures of, say, a six-year-old.
In many areas of human development this evaluational bias seems quite appropriate. We donât want grown-ups, or even adolescents, to have to chew their adult-sized steaks with baby teeth. But when it comes to philosophy, the assumption is quite out of place. There are several reasons for this.
First, there is no reason whatsoever to suppose that, simply by virtue of growing up in some standard way, adolescents or adults naturally achieve an appropriate level of maturity in handling philosophical questionsâin, for example, being able to discuss whether time might have had a beginning, or whether some super-computer might be said to have a mind.
Second, it should be obvious to anyone who listens to the philosophical comments and questions of young children that these comments and questions have a freshness and inventiveness that is hard for even the most imaginative adult to match. Freshness and inventiveness are not the only criteria for doing philosophy well: discipline and rigor should also count heavily. And children can be expected to be less disciplined and less rigorous than their adult counterparts. Still, in philosophy, as in poetry, freshness and inventiveness are much to be prized.
I recently asked a college class to respond, in writing, to Timâs question from the beginning of Philosophy and the Young Child: âPapa, how can we be sure that everything is not a dream?â A mother in my class recalled that her daughter, then three and a half, had once asked, âMama, are we âliveâ or are we on video?â This childâs question obviously bears an important resemblance to the traditional dream question. But it is also a delightfully fresh and new question, one that co...