Choose Your Adventure: Death, Zombie, or Mind Slave?
Suppose you were convicted of a capital crime by a future dystopian government, and you get to choose one of three fates:
1) The government painlessly kills you, obliterating your consciousness for all of eternity
2) The government injects you with a disease that hijacks all of your thoughts, feelings, and desires. Your consciousness continues, but your previous self is destroyed. Any mental state that occurs is the product of the disease and any memory of a mind before the infection is forgotten.
3) The government surgically attaches a small slug-like thing called a Yeerk to your brain. The Yeerk completely controls your actions according to its will, but your mind is kept intact. You are forced to live out your life as a passive passenger in your own body.
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Science is not as easy as you think: Underdetermination Edition
Letâs put ourselves in the shoes of real-life mid-1800âs astronomers observing the planet Uranus. Both past and contemporary astronomers have had tremendous success predicting the locations of planets using Newtonâs laws of planetary motion. By plugging in information about a planetâs speed and the location of other planets, astronomers can pinpoint the location of a planet in the following nightâs sky. We, the astronomers in the 1840âs, want to gather information about Uranus, so we plug in the speed of Uranus with the orbit of the six other planets in our solar system into Newtonâs formulas. When we look for it a few days later where the equations say it should be, we donât find it. We look around through the telescopes and find Uranus a significant distance from where we thought it should be. We repeat the process a few days later to the same effectâUranus isnât where our hypothesis predicts it should be.
So what happened? When we make any sort of prediction about the world using a hypothesis, we employ a fairly vast number of other theories, sometimes called auxiliary hypotheses. When astronomers were predicting the future location of Uranus they were employing quite a few. The most obvious hypothesis at play was the motion of Uranus, which was based on observation, but that one hypothesis barely scratches the surface. Other hypotheses/theories include: 1) Newtonâs laws of planetary motion, 2) there are only seven planets in the solar system, 3) the telescope is an accurate way to observe celestial movement, 4) the formula that converts movement of planets in a telescope into information about the planetâs orbit, 5) planets exist.
Up until the problem with Uranus, the hypotheses used by mid-19th century astronomers worked fine. But the astronomers looking at Uranus had a problem. By conjoining all of the hypotheses they had about celestial movement, they had very clear predictions about the future location of Uranusâpredictions that turned out to be false. If we were following the scientific method in another setting, we would probably reject our main hypothesis and formulate a new one. However, there is no good way to determine which hypothesis should be rejected. When a whole set of hypotheses yields a false prediction we are only logically justified in claiming that some of the hypotheses are wrong. The failure of the prediction, however, does not tell us which ones or how many.
As it turns out, at least two of the hypotheses used by the astronomers looking at Uranus were wrong, but astronomers wouldnât know that for almost 80 years. The astronomers adjusted their hypotheses to allow for an undiscovered 8th planet, named Neptune, orbiting somewhere beyond Uranus. They plugged the numbers into Newtonâs laws, and viola! They were able to accurately predict Uranusâ orbit and discovered Neptune based on their adjusted calculations.
Fast forward 20 years, and astronomers discovered Mercuryâs orbit wasnât what they predicted either. Astronomers, eager to discover a new planet, predicted the existence of a planet orbiting between Mercury and the Sun called Vulcan. They looked and looked and looked and could not find the new planet. The mystery sat unanswered for years until Einstein overturned Newtonâs laws of planetary motion. It turns out Newtonâs laws, the bedrock of modern astronomy, was an incorrect hypothesis. The differences between Einsteinâs predictions and Newtonâs predictions were usually negligible, but Newtonâs laws were wrong enough to throw off predictions about Mercury.
To sum up, when we test a âsingleâ hypothesis, we are actually testing tons of other assumptions with it. When a test disproves a hypothesis, it is actually disproving the entire constellation of hypotheses being used. We have no way, except by further testing to determine which hypothesis is ultimately wrong, and chances are, more than one is wrong.
Contrary to popular opinion, it is possible to answer whether the chicken or the egg came first. Like when, a few weeks ago, I answered whether a tree falling alone in the woods makes a sound, the answer is messy and not particularly satisfying. Often when questions like this appear unanswerable, it is because the question itself is misleading and needs to be side-stepped.
As is usual, some background info is useful. Some categories in nature seem hard and fast and independent of human thought. There are no fuzzy boundaries between protons and other elementary particles. Protons share all features with other protons. These so-called natural kinds are categories of things that presumably exist whether or not we notice it, and the distinctions between natural kinds is not an arbitrary line in the sand.
Biological species are not natural kinds, and very much represent arbitrary distinctions. As populations of organisms gradually evolve over time, there are no big changes to announce the development of a new species. As we move away from a given species, we observe what could be called sorta-species or kinda-species. If we trace the chicken lineage far enough backwards in time as it evolved to its current state, we will find chickens, then mostly-chickens, then pretty-much-chickens, then kinda-chickens, then barely-chickens, and so on.
The difference between kinda-chickens and barely chickens is really just a matter of taste. One personâs mostly-chicken is another personâs kinda-chicken, and neither person is more correct than the other.
The same thing is true of the egg, but the change from eggs to sorta-eggs occurred much longer ago.
Mechanisms that play key roles in the development of animals like the egg or uterus tend to change very slowly over time. Early life development is so fragile and complicated that most mutations end up killing or harming the developing animal. At some point the egg evolved to its current form, but the major milestones predated many of the dinosaurs.
So the answer to the chicken and egg puzzle comes down to this: the sorta-egg had evolved into the egg long before the sorta-chicken evolved into the chicken. When a mostly-chicken layed the first chicken in its nest, the developing mutant was in an egg, not a mostly-egg. The egg came first.
Of course, if you want to disagree with my distinctions, then I canât stop you.
At least as far back as David Hume (1711-1776), philosophers have distinguished two different ways a theory or worldview can be false. An externally incoherent theory is contradicted by fact and an internally incoherent theory contradicts itself. External incoherence is fairly straight forward, and is shown any time evidence disproves a theory. Internal incoherence is less commonly noticed, but is often found among peopleâs beliefs. For example, a study by Michael J Wood found that "the more participants believed that Osama Bin Laden was already dead when U.S. special forces raided his compound in Pakistan, the more they believed he is still alive." In other words, conspiracy theorists sometimes adopt conflicting beliefs about certain events. Â
Whether or not a theory is externally coherent sometime depends on a point of view. Two sides of an argument often approach the world with different explanatory tools at their disposal, and incoherence sometimes depends on which tools are accepted as valid. Creationists believe in the supremacy of God's word, specifically the bible, and scientists believe in the supremacy of science's self-correcting investigations. To the secular scientist, the existence of a 7000 year old tree is proof of young-earth creationism's external incoherence, but to the creationist, the belief of the tree's age is just a misinterpretation of God's creation.
Assuming an opponentâs position to show its incoherence is quite possible. Sticking with the debate over creationism, Bill Nye once argued that the creationist believe that all existing animals trace back to Noah's Ark which landed on Mt Ararat is externally incoherent with the fact that marsupials are only found in Australia. Marsupials currently only exist in Australia, so if creationists are right, there should be fossils between the Arkâs landing spot and Australia. As Bill Nye observed, no one has ever found any such fossils. On the other side of the debate, science's inability the very existence of universe can be taken as an argument for the external incoherence of science. Science assumes that every event has a cause, the argument runs, but this is at odds with the fact that we are standing around and asking the question. In other words, science is incompatible with the fact that there was an initial cause to the universe.
Of course, itâs entirely possible both positions are incoherent and will ultimately be superseded by a different theory.
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An example of how evidence-based science may be able to investigate the mystery of consciousness after death. It's not a particularly good paper, but my point stands.
Sherlock Holmes and logic part 3: Eliminating the impossible
If some of the terms are unfamiliar or unclear to you, I suggest reading part 1 and part 2 of this series.
In what I think is one of the coolest and ingenious theories in the history of philosophy, German philosopher Karl Popper (1902-1994) tried to take messiness of induction out of scientific advancement. He created an account of the scientific method that only used deduction and would therefore not have to hedge its discoveries with probabilities. Induction requires placing a probability on a conclusionâs truth because even if we observe a million ravens and inductively conclude that all ravens are black, a white raven may be born tomorrow.
Popper's theory, often called deductivism, is based off of a simple observation. While we can't prove a general theory like "all ravens are black" with certainty, we can disprove it using logically certain deduction. An albino raven completely annihilates the hypothesis that all ravens are black.
Making negative claims about the world is nice, but we really want positive claims. We want to know what the world is like rather than what it isn't like. We can't bake bread if we only know it doesn't contain cyanide or cell phones. Getting past this limitationâto get from what isn't to what isârequires us to disprove every possible explanation except one. This is an extreme version of Sherlock's maxim: excluding everything else as impossible, the remaining explanation, however improbable, must be true.
If someone manages to eliminate every explanation against one, they successfully made a positive claim about the world without having to rely on induction. It's known with certainty. For deductivism to work, every single theory has to be ruled out. Otherwise, since we haven't ruled everything else out, we might be wrong.
Eliminating every possible explanation turns out to be an impossible proposition. A complete list of explanations would include perfectly plausible explanations next to practically impossible ones. To get to that nice clean certain conclusion, we need to eliminate both pedestrian explanations and once-in-a-million-billion-billion-year quantum events. And good luck coming up with that list. There hasn't been a man alive with the creativity to come with every possible explanation, and as far as we know, there are possible explanations that are incomprehensible to us.
That leaves us in an unsatisfactory position. We can come up and eliminate possibilities our whole lives and never reach the end. Deductivism appears to be impossible, but that doesn't mean Sherlock got the nature of logic wrong. Rather, he deductively eliminated theories in order to narrow down his investigations. All in all, it's pretty solid logic for someone who doesn't know what induction is.
Sherlock Holmes and logic part 2: Induction, my dear Watson
At the end of part 1, we were left with a puzzle. Sherlock Holmes indeed uses deduction to come to his fantastic conclusions, but deduction isn't the most impressive part of his conclusions. Deduction is just a set of rules that guarantee a conclusion's truth given the premisesâ truth. Garbage in, garbage out. An example:
Either Sherlock Holmes ate a Cornish hen for dinner, or I'm a genius
Sherlock Holmes did not eat a Cornish hen for dinner
Therefore I'm a genius
There you go. I'll accept my MacArthur genius grant in cash.
When we form general statements about the world, we don't use deductive logic. Deductive logic only lets us conclude things that are necessary given the premises. Consider a general statement pulled from one of the recent movies: "[A baker on Saffron hill is] the only baker [in London] to use a certain French glaze on their loaves - a Brittany sage." When Sherlock was gathering information on the different baker recipes in London, he was learning individual facts about bakers in London. Because he presumably studied the baking techniques of various shops in London and only found one that uses a French glaze, Sherlock can claim 1) the baker shop on Saffron Hill uses a Brittany sage in their glaze, and 2) I know of no other baker shop near Charing Cross that uses Brittany sage.
Those two statements are not enough to deductively prove that a given smell of Brittany sage is from the baker shop on Saffron Hill. For all Sherlock knows, the baker opened up a second shop or his wife is trying the recipe out at her home three streets over. An all-seeing omniscient Sherlock could look out at every point in London and make sure there aren't any other people baking bread with Brittany sage. But much to Sherlock's chagrin, he is not omniscient, so most of Sherlock's power comes from his ability to draw general conclusions from a vast body of knowledge. An omniscient Sherlock would, of course, make incredibly boring readingâhe would instantly solve any crime posed to him.
But Sherlock, like the rest of us, doesn't know everything, so he relies on non-deductive methods to make his incredible "deductions." At the heart of every general statement like "the only shop to use a Brittany sage is on Saffron Hill" is a leap of faith. When we tell ourselves that the clothes that fit us yesterday will fit us today, or that the sun will rise in the morning, we are making claims that we do not know for certain. This process, called induction, is the process of forming predictions about things we are not currently observing.
There are two related ways an induction like "the sun will rise in the morning" could be wrong. First, something might happen when we aren't looking. God might puff out the sun during the night, or, unbeknownst to Sherlock, a second baker starts using a French glaze somewhere else in London. Second, our scientific understanding of things might be incomplete. Astronomers might have been unaware that the sun was destined to suddenly snuff out under its own power, or Sherlock might incorrectly think a certain smell is a Brittany sage.
Like deduction, the quality of induction relies on the quality of data going in. If Sherlock had only witnessed one or two baker's shops in London, his assumption that there is only one baker shop in London that uses Brittany sage would be ill-advised. But Sherlock Holmes is an avid researcher. He is always gathering information and making connections that are impressive to people because other people don't have the requisite knowledge to make those connections. Only Sherlock is intimately aware of the recipes of bake shops, train schedules, and the callous patterns of different professions all at once.
Sherlock Holmes and logic part 1: The truth behind deduction
Here is an example of deduction at work:
Premise 1: Sherlock Holmes was wrong to think his conclusions were arrived at by deduction.
Premise 2: If Sherlock Holmes was wrong to think his conclusions were arrived at by deduction, then Sherlock Holmes does not know what deduction is.
Conclusion: Sherlock Holmes does not know what deduction is.
Deductive logic is a very careful method of drawing conclusions from premises. Many philosophers like to say deduction is "necessarily truth preserving." That is, given the premises, the conclusion must absolutely be true. If we take as our premise that Sherlock Holmes is a man, then we know with absolute certainty that either Sherlock Holmes is a man or he is a cucumber. This often strikes people as odd, but if we take Sherlock Holmesâ manhood as a given, then we can conclude that he is a man or anything else. The statement "Sherlock is a man or [insert something else]" will always be true given the premises because it will always be the case that Sherlock is a man.
It might be useful to think of deductive logic like math. A math problem takes an unsolved equation as its premise and arrives at a conclusion that must be true. If 2(x) = 4, then x must equal 2. Where math deals with numbers of things, deductive logic deals with the arrangement and existence of things. Deduction tells us that if the world is composed of x and y, and that x and y are connected by z, then a, b, and c, must also be true.
The necessity of deductive conclusions comes at a cost. Only so much is necessarily true given a set of premises, and often the possible conclusions are quite uninteresting. For instance, deductionâs reach is quite limited from the premises that Sherlock Holmes is a smart man, smokes a pipe, and wears a dearstalker hat.
With just a little work we could prove that "if Sherlock Holmes is a man, then he wears a dearstalker." This might at first look like an interesting conclusion, but it really says nothing. This is not the statement a detective might make: "if the person we are looking for, Sherlock Holmes, is a man, then he will surely be wearing a dearstalker hat." Rather, because the premises stipulate that Holmes is a man and wears a dearstalker, the if-then statement is just a strange way of putting what we already know.
Donât assume from the examples that deduction is weak and always boring. The above examples use an extremely simplified version of deductive logic. Over the last 150 years, logicians have developed extremely complex versions of deductive logic that can deductively derive conclusions in all sorts of scenarios. For instance, there are versions of logic that can derive conclusions based on time. So-called tense logic can conclude from a premise like "it is currently the case that oranges are orange" that "at every point in the future, there was a point in the past when oranges were orange." Other versions of deductive logic include modal logic, which draws conclusions based on necessity and possibility, and doxastic logic, which attempts to deductively describe the relationships between our attitudes and beliefs. These more complex systems are capable of proving more interesting and surprising conclusions from a set of premises, even though the conclusions are still necessary. Â
Iâve been belaboring the role of premises in deduction because understanding their role in the matter is essential for understanding another weakness of deduction. Instead of drawing conclusions about the world, deductive logic draws conclusions about the premises. The rules of deductive logic work whether or not the premises are true. We can stipulate any premises we want and still use deduction to arrive at a conclusion.
Why is this important? Letâs consider an example from Sherlock Holmes canon. In "The Adventure of Sherlock Holmes," Sherlock "deduces" that a man is a doctor from, among other things, the mark of a stethoscope upon his hat. We can reverse-engineer the deductive inference Sherlock probably used:
Premise 1: That man has a mark on his hat indicative of a stethoscope
Premise 2: Only doctors have marks on their hats indicative of a stethoscope
Conclusion: That man is a doctor
The proper use of deduction is almost inconsequential to the impressiveness of Sherlock's conclusion. Here is an equally valid argument I could sarcastically draw while looking at the same man with the same mark.
Premise 1: That man has a mark on his hat indicative of an overbearing landlord
Premise 2: Only people who are 29 years old and have a grandfather named Robert have marks on their hat indicative of an overbearing landlord
Conclusion: That man is 29 years old and has a grandfather named Robert.
My inference is as deductive as Sherlockâsâin both cases the conclusion follows from the two premises. So why is Sherlock right about the man being a doctor but Iâm not right about the man having a grandfather named Robert? The answer, my dear Watson, is not deduction at all.
Here's the controversial claim at the heart of this post: a sufficiently advanced science may be able to explain what happens to consciousness after death. This is not to say that the path to such understanding is clear. The study of the brain and consciousness is in such an early stage that it is hard to predict how a future science could discover what happens to a consciousness after death. I only want to claim that we shouldn't rule out the possibility.
We have plenty of historical evidence suggesting that science will surprise us in the future. Some of history's most spectacular scientific discoveries, like evolution and heliocentrism, flew directly in the face of humanity's conception of the world. Who are we to say that a future science won't be able to answer some of our contemporary "deep" questions about existence? We can now explain the origin of humanity, a "deep" question of past eras. Claiming we know what happens after death is the historical equivalent of the ancient Greek Heraclitus's atomic theory. Heraclitus might have ultimately been sort-of right, but Heraclitus got what he got right mostly by accidentânot because he based his view on good science.
Atheism is supposed to be rationalisticâit is a worldview based on reason rather than faith or oral tradition. By making a claim about the afterlife, atheists jump the gun on scientific advancement and make a claim comparable to the existence of heaven. Believing wholeheartedly in any account of the afterlife is patently irrational because the belief is not based on fact. Given the current state of science, it can't be based on evidence. By claiming that oblivion follows death, atheists make a faith-based claim based on nothing more than intuition, which is the very thing they denounce about religions.
Most, if not all, atheists I know are materialists about the mindâthey think consciousness is entirely explainable in terms of brain structure and function. Materialists have more reason than anybody else to believe science can explain the fate of consciousness after death. If we can ultimately explain human consciousness in terms of brain states, then we will probably be able to uncover the character of consciousness of other thingsâbats, worms, octopuses, rocks, and yes, the brains of dead people.
I have a theory as to why atheists make the mistake about the afterlife that they do, but it deserves a disclaimer: armchair psychology should never be treated as definitive. I offer this only as a possible explanation for why atheists believe what they do about the afterlife. Until the matter is sorted out by psychologists through experimentation, the explanation should only be considered one possibility among many.
Talk about the afterlife is heavily steeped in religious sentiment. From a scientific point of view, discussion about the afterlife in religions is conjectural and faith-based. The very idea of an afterlife therefore gains a religious quality in atheists and gets tossed out alongside God and Jesus's divinity. Because the idea of the afterlife is so steeped in religious sentiment, atheists don't notice their irrationality in accepting that death accompanies the total annihilation of their consciousness. While atheists have no reason to accept the existence of Heaven à la the book of Revelation, they have no reason to deny that consciousness survives death in some form. Who knows what cognitive scientists will discover in the future.
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Probably the best known argument for believing in God, Pascal's wager argues that, statistically speaking, we are best off believing in God whether or not God exists. As Pascal, the inventor of statistics, saw it, there are two distinct possibilities regarding Godâhe exists or he doesn'tâand we can place two distinct betsâwe believe in him or we don't. If God doesn't exist, Pascal argued, then at worst we waste a few hundred hours of our life and some money at a church. But if God exists, our bets have real payoff. For the low price of believing in an existing God, we get infinite pleasure after death. But if we don't believe in a real God, he sends us to an eternity of torment in hell. Here it is in a chart:
According to Pascal, our course of action is clear: we should hedge our bets and believe in God because we open up the possibility of infinite pleasure and eliminate the possibility of infinite pain.
I've heard athiests and agnostics object that we can't force ourselves to believe in God. Even if we accept the conclusion of Pascal's wager, we can't flip a switch and believe. The point is valid. Belief is involuntary, but that doesn't mean Pascal's wager can't convert people to Christianity. As Daniel Dennett points out, we can desire to believe in Godâwe can believe in belief.
When we believe in belief we put ourselves in situations where we might convert. A belief in a belief might cause us to go to church or listen intently to a missionary, and the openness to faith might ultimately convert us. Pascal's wager might not create a belief in God, but it can definately open us up to conversion.
Despite this, Pascal's wager has a big problem. It can be used to argue for atheism and belief in beings other than the Christian God. Let's imagine I am trying to decide whether or not to believe in Thomas, a divine bottle of vodka on Neptune. Supposedly Thomas watches me and only me, and when I was born, Thomas said to itself, "if he believes in me, I'm going to send him to an afterlife of eternal bliss. If he doesn't believe in me, I'm going to send him to an afterlife of eternal torment." Let's map this out on a chart:
Except for the name of the deity, this chart is identical to the first. Given Pascal's wager, I am just as justified in believing a divine vodka's existence as I am God's.
After recently explaining this to a friend, he argued that Pascal's wager gives us reason to believe in a God, regardless of which God. By believing in God, we are opening ourselves up to the possibility that we go to heaven instead of hell. We might have chosen the wrong God, but at least we might go to heaven.
This argument only seems plausible because it assumes all deities have to operate with Christianity's logic about punishment and reward. Let's construct Pascal's wager around the possibility of a particularly cynical god named Nameth that sends atheists to heaven and everyone else to hell:
That's right, Pascal's wager also endorses atheism. Certainly something is wrong with it.
I distinctly remember the shock of learning that, at least in my modest Midwestern accent, the long "I" sound (sigh, pie) was the combination of "ah" (father, bother) and the long "e" (meat, street). Instead of hearing the sliding between two vowels of ah-ee, we register the sound as a single unit. In linguistic terms, such vowels are called diphthongs, from Greek meaning two sounds. In English diphthongs include "ow" (sound, found) and "oy" (coin, toil), among others. It's a neat trick. Our brain builds a single unifying experience out of two distinguishable sounds.
I've begun to notice that various "unified" sense experiences outside language can also be broken down into constituent parts. For instance, we can trick our brains into thinking a dry gloved hand is wet by placing the gloved hand in cold water. Repeating the process with warm water instead produces the feeling of warm pressure rather than wetness.
Like how the "I" in "pie" is actually an "ah" followed by "ee", the experience of wetness is actually the separate experiences of cold and pressure. Our bodies don't have receptors in our skin devoted to sensing wetness. Instead we have receptors that recognize temperature and pressure. Lacking the proper hardware to interpret wetness, the brain takes a shortcut and uses pressure and coldness as its indicator for the presence of water.
I've since started looking out for similar "experiential diphthongs"âapparently unified experiences that can be broken down into two or more experienceâparts. I've only discovered three others so far, and I'll post any you notice if you mention them in a reblog or message me.
More Experiential Diphthongs:
Satisfaction while eating:Â A really enjoyable meal requires three different feelings. Most obviously is the taste of the food (which can be further broken down into constituent tastes). Second is the feeling of the food being swallowed or hitting the back of the throat. This is why big gulps are more satisfying than smaller sips. Third is the feeling of satiation in the stomach. This is what is lacking after a small meal.
Sleepiness:Â I first noticed this one night around 2 am after drinking too much coffee. I felt exhausted but not tired. I felt a heaviness but maintained a mental clarity. The normal feeling of tiredness includes the heaviness and lacks the clarity.
Skin wounds: Whenever our skin is damaged (e.g., cut, stabbed, rubbed), we feel a tactile sensation as well as pain. The feeling of being stabbed, for instance, is the feeling of pressure and pain. I suspect there are a ton of diphthongs involving our skin. We have a bunch of different receptors on or below the surface of our skin that all experience very specific stimuli. If a specific combination of stimuli (cold and pressure, pain and pressure) accurately predict something important (wetness, being stabbed), I bet we unconsciously form the diphthong.
Part 2 of 2 on the interplay between intuitions vs. reasoning. For a general rundown of what both are, see part 1.
Intuition (quick, clear bursts of insight) and reasoning (slow, careful analysis) are very different cognitive strategies for answering questions, but they do not operate independently from one another. Reason, while capable, is very much under the thumb of intuition. When we work our way through a tough problem, the way we choose to proceed sometimes depends on our intuitions.
Our ability to quickly drudge up answers to mundane questions is integral to our critical thought. A hard calculus problem might rely on reasoning to decide what move comes next, but intution supplies us with the answer to any simple arithmatic needed to get us there. Math has clearly defined rules and correct answers, and it's the sort of thing that can be checked by computers. When we start moving towards problems and arguments with less defined sets of rules (e.g., moral or political rhetoric), intuition is king. More often than not, reason is not forging a path of pure and enlightened rationality. Rather our thinking does little more than rationalize the caprices of intuition. In other words, we reason to justify our preexisting intutions.
Let me try to demonstrate this. Imagine we had to argue, in detail, why gay sex is moral or immoral. There are people out there capable of arguing one way or another without relying on reason (e.g., some pundits and politicians), but I, for one, would have to sit down and carefully and systematically work out defense of my opinions. But even if we use reason to make an argument over gay sex or any other similar issue, intuition has taken over from the start. Like a bolt of lightning, we instantly know the morality of gay sex, and intuition has, from the start, hijacked our reasoning.
This post was inspired by Rebecca Newberger Goldstein's interview with The Atlantic
Intuitions have enormous power over our decision making, but it's easy to ignore them and let them operate in the background. What exactly are they? When we think about the inner workings of our mind, it helps to experience the workings firsthand.
Here are few questions that usually elicit intuited answers: What is 2+2? Is Superman real? Are this sentences gramarically right? What color is grass? The answers to such questions come to us with the energy and certainty usually reserved by children. FOUR! NO! NO! GREEN! There is no thought behind our answers when they shoot forth immediately from our memory.
We can contrast intuitions with reason or critical thought. Instead of capriciously coming forth, reasoning carefully applies logic to a problem. To figure out the square root of 289, for example, most of us would have to take a few moments to hone in on a ballpark (say, 16), do some math, revise their ballpark (to 17), do some more math, and realize their revised ballpark is correct. There are people in our midst who work with square roots often enough that they can instantly intuit the square root of 289. Intuition depends heavily on familiarity, and what is intuitively answerable changes from person to person (and society to society and era to era).
Reason is slow, trudging, and often physically uncomfortable while intuition is quick and easy. It's easy to see why we opt for intuition when we can, and if our intuitions are right, there is no reason to laboriously work through problems we can otherwise intuit. Relying on intuition, however, has its costs, as it lacks self-reflection. Once an incorrect belief is sufficiently internalized, we can invoke the intuited belief over and over with great confidence.Â
For more on intuitions, see my post on a tree falling alone in the woods.
Why science can never agree to a truce with religion
[...]mystics and the mathematicians and the philosophers alike, always stood somewhere between science and G-d because that is the correct place to stand[...]
After writing part 1, I recieved the following criticism:
Some mainstream Christians argue that there is no conflict between science and Christianity. If we interpret the Bible correctly, then there is no conflict between the word of God and the discoveries of science. Both the Bible and science are sources of truth, and both align if we interpret them correctly. It's worth noting that I sympathize with the view, as I find it much more intellectually honest than outright denying science. At the very least, it's worth investigating.
Can we forge a middle ground between religion and science?
Religion and science are both in the business of answering questions. According to Gould's NOMA, religion is in the business of answering questions about morality and science is in the business of answering questions about what exists. But, as I covered in part 2, religions are violating the terms of NOMA. To the modern mainstream religious person, the violations seem innocent, as they do not outright fly in the face of science. Science hasn't uncovered what happens to the soul after death, and no answer seems imminent.Â
Needless to say, scientists have really surprised us over the years. Adam and Eve, chilling in the Garden of Eden, would never have looked up at stars and thought "those are gaseous orbs floating in empty space billions of miles away that are moving away from us at an accelerating rate." Over the years, scientists have discovered that the truth is often stranger than fiction, and we can only begin to guess at the future discoveries of science.
While science (ideally) remains agnostic about topics that haven't yet been researched, religions often don't wait for an answer. Religion gets much of its appeal from being able to answer questions that scientists currently cannot. This has always been a fundamental feature of religion. Christianity, for example, actually predates science by about 1500 years, as, except for some isolated examples, the scientific method wasn't used until the Renaissance. Because religions predate scientific thought, it retains pieces of a prescientific worldview. This offers a trade-off. Religion can explain things beyond the reach of science, but it refrains from the controlled agnosticism demanded by science.
Religion oversteps the bounds of NOMA because it can. Science can't explain the beginning of the universe or the origin of morality, but religion can. And because science can't explain it, religion gets free reign to offer an explanation. Science can claim the Garden of Eden didn't exist because evolution shows otherwise, but science can't disprove the claim that the universe was created by deities because the jury is still out.
Science's inability to answer some questions doesn't mean that religion is providing a correct account of the world. If that were true, there wouldn't have been a fight between Galileo and the Catholic church or Darwin and fundamentalist Christians. The shrug of science just means that science isn't yet in a position to refute religion. A time may come when science will be in a position to answer a question currently relegated to religion, and sparks will flyâagain.
By taking the middle ground between science and religion, you are just denying the inevitable. While moderate versions of Christianity have dumped all of the bits of it that science has refuted (e.g., Garden of Eden vs. evolution), it doesn't mean that there won't be further conflict.Â
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Why religion can never agree to a truce with science
Part 2 of 3 of a series on NOMA.
Biologist, writer, and self-proclaimed agnostic Stephen J. Gould is responsible for creating one of recent historyâs most influential theological positions, Non-overlapping Magisteria, or NOMA. Simply put, NOMA argues that science and religion can live in harmony if they keep to their areas of expertise. Science gets the observable universe and has authority over all things empirical. Religion gets teachings of value, and can have all things moral. While initially plausible, neither side can agree to this deal. Hereâs why religion canât.Â
The problem boils down to why Christianity teaches people to follow its ethical teachings. Christians arenât taught to follow the teachings of Jesus just because; they are taught to follow Jesusâs teachings because Jesus was the son of God. In order to teach lessons of morality, a legitimate endeavor for Christianity according to Gould, Christianity steps into the realm of science to make its point.
Assume for a moment that Jesus was alive today or we could travel back in time to the early 0000â˛s. Jesusâs divinity is definitely a matter of empirical evidence. We could study his behavior and his miracles, and use science to test the claims of the Gospels. Did he really turn water into wine or was it parlor trick? Was he really resurrected, or was bit added on later by early Christians trying to exaggerate Jesusâ divinity?
Itâs often argued that we canât know if God exists because its beyond the ken, the scope of what is knowable, of science. While we probably canât totally prove or disprove Godâs existence, certain events in nature can certainly lend credence to the existence of an all-powerful deity involved in our day-to-day lives. Pretty much every atheist and agnostic would instantly convert at the moment of a Left Behind-style rapture. Totally inexplicable miracles would certainly work in Godâs favor, and a total lack of inexplicable miracles would certainly work against it. At the same time, we would expect to find prayer to be effective at changing external conditions if God exists.
By relying on the existence of God and a divine Jesus to explain why we should follow its moral teachings, Christianity is breaking the terms of NOMA. The only currently extant western group that doesnât break those terms are Humanists, the often vilified âreligionâ that encourages ethical action without relying on a divine backing. Christianity could not follow this model without completely changing its identity and teachings. (Unitarians are well on this path.) To sit squarely in Gouldâs boundaries of religion, Christianity would have to cease being Christianity.
Why science can never agree to a truce with religion
Part 1 of 3 of a series on NOMA.Â
Biologist Stephen J. Gould once proposed a way to stop hostilities between science and religion. If religion keeps to matters of morality and science keeps to matters of the observable universe, then everyone could be happy. The principle, called NOMA, has significant support among modern liberal Christians. It's easy to see why. It looks like an attractive way to sooth the conflict between the word of God and the discoveries of science. However, neither side can agree to the deal. Here's why science can't.
One of the most important assumptions to science is naturalism, the belief that everything around is explainable in terms of natural, rather than supernatural, phenomenon. Instead of assuming there is some divine explanation for the sun rising in the morning, science tries to explain it in non-divine terms.
Here's the problem. There is no part of religion falling beyond the observable realm. Social scientists can compare similarities between different religionâs moral teachings. Anthropologists can trace a given ethical doctrine from its origins to its current form. According to NOMA, all of these studies are perfectly legitimate topics for science and should be accepted by everyone, regardless of religious bent. But Gould doesnât seem to recognize that such investigations will very likely have an impact on future moral teachings.
Even scientific studies on topics other than moral behavior have profoundly impacted our morality. Evolution claims that there is nothing special about humans. We are on a continuum with other animals rather than being something distinct. Accordingly, evolution has made it increasingly difficult to claim that humans have a privileged position on earth. We have gone from a society willing to accept, as Descartes argued, that animals are basically complicated wind-up machines, to a society that questions the morality of veal.
Insulating religion from science would require that science halts research on certain subjects, and even then, science may uncover a surprise or two. Even periods of history with a strong theocracy trying to control scientific advancement, e.g., the Rennaisance, could not stop major overhauls in our worldview. It looks like religion can never be safe from science.