What is philosophy about?

What is the true nature of reality? The meaning of life? How should one live? I read a collection of essays (The Power of Ideas) by philosopher Isaiah Berlin (1909-97). He does not answer such questions. Rather, explores how we are to think about them. Berlin posits four categories of questions.

One is a straight factual (empirical) question. Who killed JFK? That can be answered, exactly and certainly, from observation and evidence (conspiracy theories notwithstanding).

Two: Why did Oswald kill JFK? Also a factual question, it cannot be answered with similar exactitude and certitude, requiring interpretation of evidence. That’s qualitatively different.

Three: what is the square root of nine? To answer, we don’t seek empirical evidence, we use mathematical logic. This raises the ancient conundrum: is mathematics something “out there” as part of existence, that we’ve discovered, or is it a human construct?

I’m of the former view. An isosceles triangle doesn’t exist in nature. The idea of it is a human construct. Yet one embodying the way existence works. That statement is not a matter of observation but, rather, of deducing how existence must work. A universe where that’s not so is inconceivable. Not just by limited human minds, but inconceivable in principle.* Thus our discoveries of mathematical truths are discoveries about the fabric of reality.

So the foregoing question types all concern reality. But “reality” itself can be a slippery concept. Berlin discusses the philosophy of Bishop Berkeley (pronounced Barkley, 1685-1753). “If a tree falls in a forest and no one’s there, does it make a sound?” That was Berkeley. I answer yes because of course it makes sound waves. Berkeley said no.

Did he really? What he actually said is hard to untangle. Berlin tries, calling Berkeley the ultimate empiricist, holding that what we get from our senses is all there is. If we can’t see it, touch it, smell it, etc., it isn’t there. Yet Berkeley believed in the spiritual (God and all that). How could this be reconciled? He posited (in Berlin’s words) “eternal souls or spirits . . . whose existence does not depend . . . on being sensed, or being otherwise the content of someone’s experience.” In other words, nothing exists outside sensory perception — except when it does. That’s how religion scrambles the brain.

Some modern voices still tell us nothing exists outside our brains — which don’t really exist either. I’ve deconstructed such nonsense here: https://rationaloptimist.wordpress.com/2016/12/10/is-reality-real/

It’s true that the reality we perceive is, to a great extent, constructed within our minds. A simple example: a rose is not actually “red.” At the level of its molecules, atoms, and quarks, you will find no redness. But those particles’ behavior does cause the resulting photons, when processed in our brains, to tell us something about the rose. Something we visualize as “red,” different from some other characteristic we see as “blue.” It’s not as though seeing something not there — we’re getting information about what is really there.

Our senses do have limitations in perceiving reality. Even science has a tough time modeling it. A bowling ball seems a solid object, but again at the subatomic level there’s nothing solid. Yet if you drop it on your foot, it sure behaves as solid.

Thus there is a lot of reality in our perception of bowling balls and other objects. Otherwise our lives would be impossible. The fact that our senses do guide us pretty successfully through the world’s reality proves both that that reality is real and that our senses are pretty good at registering it.

With that settled (;-)) we can finally move on to the fourth kind of question. While the others do raise philosophical issues (as discussed), the fourth kind are entirely philosophical. Which, Berlin wrote, “cannot be answered by either observation or calculation, by either inductive methods or deductive; and . . . those who ask them . . . do not know where to look for the answers.” Berlin calls the first three types “factual” (or empirical) and the fourth “formal.”

He gives the example, “What is time?” One might add, was it always elapsing or did it have a start? If so, how? Or why is there something and not nothing?

Yet “what is time?” actually has a certain empiricalness. It’s not unanswerable in principle. We actually have a common sense understanding, and physicists have teased out nuances beyond that. Time is an element of the reality of existence.

So I would call all the foregoing descriptive questions, as distinguished from prescriptive questions. The latter to include ones like how we should live, how we relate to others, how we find meaning in life, etc. The methods for seeking answers are very different than with descriptive questions. There is something about existence that would describe how time works, even if we don’t have the words or concepts to embody it. But there’s no such something that could resolve prescriptive puzzles.

The Enlightenment was an intellectual revolution starting around three centuries ago. Its core was rationalism — believing in use of reason to understand existence and enabling us to improve it. And this did coincide with great leaps in human understanding, through science, through mathematics and logic, and rationalist philosophy. In Berlin’s telling, the Enlightenment’s enthusiasts envisioned that continued progress along such lines would ultimately answer all questions, including the fourth kind. This he called an “heroic attempt to make philosophy a natural science.”

But — long story short — Berlin gives Kant the leading credit for seeing that philosophy’s task is not to elucidate what are really empirical questions, properly the domain of hard science, nor to deploy logic as in mathematics, but rather to tackle issues not resolvable by either method. Whereas to “the great empirical philosophers of the eighteenth century . . . everything seemed far clearer than it” would later.

But Berlin is not denigrating Enlightenment thinkers. “A very great deal of good was done,” he says, “suffering mitigated, injustices avoided or prevented, ignorance exposed, by the conscientious attempt to apply scientific methods to the regulation of human affairs.” Their “intellectual power, honesty, lucidity, courage and disinterested love of the truth . . . remain to this day without parallel.” And if their greatest goal proved “delusive,” Berlin thinks far worse of the nineteenth century reaction, with “implications that were, both intellectually and politically, more sinister and oppressive.” He’s referring to the romanticism that sacralized the “nation” and “state” as some supreme force trumping the Enlightenment’s morality premised on the individual. That romanticist movement was the wellspring of all the millennial and utopian “isms” that would wrack the twentieth century.

We haven’t overcome that. Even today — especially today — howling fools dance around bonfires of Enlightenment values of rationalism, universalism, humanism, and truth. Wielding weapons whose potency the philosophes could never have imagined. The battle continues.

* One can construct non-Euclidean geometries, internally logical. I cannot say whether a non-Euclidean universe could actually work. But if so, that would not contradict what I’ve written. We’d still have a cosmos wherein certain mathematical laws — whatever they may be — are baked in. A cosmos with no such laws baked in would be an impossible chaos.

5 Responses to “What is philosophy about?”

  1. Matt Says:

    Great read Frank, my brain hasn’t work that hard since my undergrad political philosophy classes. A little confused about your statement that mathematics is “something out there”, yet using the isosceles triangle as a human construct to support that view. I’m in the latter camp, and think that regardless of what shapes are or are not found in nature, mathematics are a way for us to explain and deduce the world around us and are entirely a human construct. Just as we have laws of physics to explain the motion of the planets, it seems probable to me that aliens observing the same motions in their solar system will have created some other language to explain and deduce the world around them.

  2. Don Bronkema Says:

    Abjuring billingsgate & resorting to the Bayesian Nulliparity of junior colleague N. Bostrom: there is no way to establish Truth. The deepest reality we can presently ‘know’ is Quant–& it maintains resolutely post 4000+ experiments & observations–that the Ontos is not random, semantic, equational or chaotic, but probabilistic: real & unreal at once. Classical positions, soi-disant, must be repudiated; justice can’t be built upon fallacy. Mind & volition are ‘rootless cosmopolitans’ [ephemera], per Libet/Koch. The Kosmos is an endogenous conundrum, w/o end or beginning in Brahma (:-). Messor Gravis waits–drive on!

  3. Lee Says:

    I am in the camp that mathematics is a human construct. Take “1 + 1 = 2.” That’s plenty useful to us from a young age. However, mathematicians have been able to construct number systems where “1 + 1 = 0.” That is not so generally useful, but does help in computers (where it is often called “exclusive-or” or “XOR”) and it does help in quantum field theory to describe fermions. Neither alternative is dictated by god nor by what’s “out there.” Both are constructs that are useful in their own contexts.

  4. Lee Says:

    Some people use Occam’s razor in a similar context but my personal maxim is that “a difference that makes no difference is no difference.” Discussions about things that can make a difference — for example, if they can influence some decision in the future — I deem those as practical. Philosophy is the rest.

  5. Don Bronkema Says:

    Lee: Respondent ignores practica. If quant is the fundament, whence Ontos [Being]? Viz. Lucretius, Hume & Sartre [L’Etre et Le Neant, Paris, 1943], then N. Bostrom [Oxford] for Bayesian Nulliparity [2003], asserting dispositive 51% likelihood universe is real, as opposed to simulation. Rebuttal?

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