Assembling the evidence to clarify the truth.
Beyond a Reasonable Doubt
Is that what is being implied here? Am I going to prove to you that God exists? Of course—beyond a reasonable doubt. This will be accomplished in two ways:
We all like to have proof. We like to know things 'for sure.' Often times, we think we get that proof, and confirm the truth of the matter. However, this is, at times, one of the greatest misconceptions of all. There are some things that cannot truly be proven, the way we tend to think of it. That is to say, we can never be absolutely certain of anything that isn't based off of something else we already know for sure. There's always a chance that you missed something, that you don't know a fact or detail, or an exception to the rule. Here's why.
There are two types of knowledge, which philosophers have conveniently named for us. They are a priori and a posteriori.
- A priori knowledge is defined as "knowledge that proceeds from theoretical deduction rather than from observation or experience." [1] The Wikipedia article on the subject states that ". . . mathematics (2+2=4), tautologies ("All bachelors are unmarried"), and deduction from pure reason . . ." are three examples of such knowledge. However, I am inclined to think that the former two are actually types of the latter. For, although I have not found a source that suggests this, it seems to me that each type of a priori knowledge is a variation of deduction from given assumptions; we invented the languages through which we express math, tautologies and reason, and so we have set up for ourselves givens in theoretical situations from which we can deduce other things. They may not correspond with reality, but they represent real-life situations in which we supposedly know some things for sure. For instance, in mathematics we say things like "for example, if we had 2, and then 2 more, what is our total?" The hypothetical givens are the original two and the added two, and from there we can conclusively deduce the result. However, the spin-off epistemology is largely irrelevant. In short, a priori knowledge is self-evident, and can be arrived at through pure deduction.
- A posteriori knowledge is defined as "knowledge that proceeds from observations or experiences to the deduction of probable causes." [2] This is the type of knowledge that we gain from applying the scientific method, and more intuitively, from our everyday experiences. In both instances, several observations are made, and from those limited number of cases, we generate a theory about the way things probably are. For example, a scientist repeatedly observes a bacterium attack its neighbors when subjected to a certain chemical. He then predicts that the chemical is triggering the aggression. This makes sense, but it's also very possible that something else is causing the aggression. So we see that, with a limited view of how things are, we cannot rule out the possibility of an exception or an as-yet-unknown. Therefore, our conjectures about what is the truth cannot be completely proven, but they can be better supported as we make more observations and fill in the gaps in our understanding of the big picture. [See More] In short, a posteriori knowledge requires outside evidence, and cannot be fully confirmed. It can be increasingly supported, but it can also be disproven.
The knowledge of the existence of God ultimately falls into the a posteriori category, along with the rest of our real-life experience, and so, we cannot definitively prove the existence of God. However, when working from the opposite end, the problem of induction presents itself once more, so that we cannot definitively prove any alternative. Therefore, since we cannot conclusively prove any one possibility, but can assemble evidence towards that end, our question of belief is not "what is proven," but rather, "which option is supported by the most evidence," or, more precisely, "what is proven beyond a reasonable doubt?"
References:
[1] "Google." Google. N.p., n.d. Web. 27 Sept. 2015. <https://www.google.com/webhp?sourceid=chrome-instant&ion=1&espv=2&es_th=1&ie=UTF-8#q=define+a+priori>.
[2] "Google." Google. N.p., n.d. Web. 27 Sept. 2015. <https://www.google.com/webhp?sourceid=chrome-instant&ion=1&espv=2&es_th=1&ie=UTF-8#q=define+a+posteriori>.
[3] Wikipedia. Wikimedia Foundation, n.d. Web. 27 Sept. 2015. <https://en.wikipedia.org/wiki/Problem_of_induction>.
What would happen if God was proved to exist? Really. What would that mean? The world would change, radically so.
Or, at least it would for those who knew about it.
Formally known as the problem of induction (with additional information here), conclusions dependent on empirical evidence cannot be completely proven, only supported. Basically, since we cannot be everywhere all the time to make every relevant observation, we cannot completely verify a claim. For example, the assertion that "all swans are white" could not be proven until all swans everywhere were observed. The claim was strongly evidenced, since hundreds of thousands of swans observed at the time the claim was plausible were indeed white. However, the concept of empirical inconclusiveness is fully illustrated by the later discovery of black swans. So we see that, until we have all the observations, we cannot have a definite conclusion. In this world, we cannot make every observation at every point in time, and so we must satisfy ourselves with approaching certainty.
A good example of intuitively gained a posteriori knowledge can be found on Wikipedia's "Problem of Induction" page (linked above). It goes as follows:
"For instance, from a series of observations that a woman walks her dog by the market at 8am on Monday, it seems valid to infer that next Monday she will do the same, or that, in general, the woman walks her dog by the market every Monday. That next Monday the woman walks by the market merely adds to the series of observations, it does not prove she will walk by the market every Monday. First of all, it is not certain, regardless of the number of observations, that the woman always walks by the market at 8am on Monday. In fact, Hume would even argue that we cannot claim it is "more probable", since this still requires the assumption that the past predicts the future. Second, the observations themselves do not establish the validity of inductive reasoning, except inductively." [3]
The key idea for this example is that no matter how much evidence there is supporting a claim, it's always possible that it is wrong, since we don't know the whole story. Another way to look at it is through this, more extreme, example:
Person A has lived in Phoenix, Arizona for his entire life. He was born in Phoenix, and has never left the state. He has been told about other places (let's say Europe) through schooling and conversation. He has also read books on the subject, watched documentaries filmed there, and seen photographs taken there. Furthermore, he has met people who were European. He feels certain that Europe exists. However, it is still possible that his schooling was false, that the conversations were tall tales fabricated by the tellers, that the books were wrong, that the documentaries were fictional and were filmed elsewhere, that the photographs were fakes, and that the 'Europeans' were posing, all for any number of reasons.
From the perspective of everyday life, it seems ridiculous not to believe in the existence of Europe. But as we see here, the existence of Europe is not truly proven to Person A, it is only evidenced. Of course, the reason why it seems so ridiculous to reject the idea of Europe in everyday life is because we have so much evidence supporting it, and although it seems like we accept facts of that nature based on proof, this example illustrates how we actually accept them based on how much partial evidence they have behind them, and therefore, how likely they are to be true. Additionally, when we are presented with multiple, conflicting pictures of reality, we pick the one that has the most backing, and is most likely to be true.
This is, after all, the most logical and reasonable approach to take in an uncertain world, and most of the time, it is the approach we choose. However, we sometimes abandon this logical way of thinking when we want a less-likely option to be the truth. The key is to remain objective and to take notice when you, or others around you, reject a conclusion that is well-supported, and makes intuitive sense therein.
More on A Posteriori Knowledge
Approaching Certainty
2. Through empirical evidence.
Much like in an adversarial court of law, where one can only approach certainty, a degree of proof, established by evidence, must be produced in order to justify belief.
That evidence is assembled here.
1. Through pure deduction.
This means working from knowns and arriving at definite conclusions, reasoning out proof in order to justify belief.
That proof is assembled here.
Loosely sequenced, this information spans a large area, including factual presentation, analysis, and review of many subjects.