Letâs talk about the absolute basics in deduction. Seems like thereâs a lot of people that misunderstand them, even other deductionists. This post is made to correct some of these misunderstandings.
What do we deductionists do? We gather information and make conclusions about that information. The premise is simple. Is it simple to get to the same level as Sherlock? No. Do I know of someone that is on the same level as Sherlock? No, and I know quite a few deductionists. But hereâs the big reason why I donât know of anyone at the same level as Sherlock, itâs not that Sherlock is fictional, itâs because of perfect situations that Sherlock is in. These happen, but not as often as Sherlock finds himself in them.
First of all, you should try and remember OCC. This the order in which you as a deductionist should operate.
Observation â Here you observe the place or person you are deducing. There are things to look for if you have the knowledge, some says you should observe everything, and sure, you should do that in a perfect world but you wonât be able to use everything you observe so that will only waste your time when you get into higher ranks of deduction. And if you want to know what to observe than all you need to do is practice.
Conclusion â The second step is to come to a conclusion from what you have observed. This is the deduction, we will talk more about this later on in this text. This will require both logic and knowledge. If you lack in one of these then youâll need to train that.
Confirmation â Now this is something most deductionist donât do because they are scared of failing. If you donât confirm if you are right youâll hinder your own progress extremely. If you can confirm, always try to.
Now, most break down deduction into two parts, logic and knowledge. I think that the knowledge part needs to be split into two parts. Absolute knowledge and statistical knowledge. This is important, Iâll try and explain why but first you need to know about the three kinds of deduction.
This reasoning is used when you have one or more statements that you combine to reach a logical conclusion.
The reasoning is that if the statements are true and clear the conclusion must be true.
An example of deductive reasoning:
Pink is not a natural hair colour.
Someone/something has dyed Emilyâs hair pink.
This is deduction in which you use absolute knowledge to make a deduction. And if you truly use absolute knowledge then the conclusion will be correct.
In inductive reasoning, you come to a conclusion thatâs probable. The statements are viewed as strong evidence for your conclusion.
An example of inductive reasoning:
There are marbles in this bag.
All 8 out of 10 marbles I have seen from this bag are black.
All marbles from this bag are black.
This doesnât tell you if the conclusion is true or not but thanks to the strong evidence of the statements youâre presented with, itâs probable that the conclusion is true. This is statistical knowledge and will be true most of the time.
In abductive reasoning, you have the statements and from that, you make an educated guess about what the conclusion might be. This reasoning is looking for the best explanation.
An example of abductive reasoning:
The grass is usually dry.
This is something we deductionists often do. We always look for the best explanation based on the evidence we are provided. This, if done correctly, will also most often be true. This will often be your own conducted statistical knowledge.
The reason why âknowledgeâ should be split into âabsolute knowledgeâ and âstatistical knowledgeâ is that if you have the logic youâll never be wrong with absolute knowledge, but with statistical knowledge, you can still be wrong. Some tell you that logic is more important than knowledge and vice versa. This couldnât be more wrong. Logic and knowledge are equally important. Those who donât agree probably donât know that much about the category they are dismissing. Logic and knowledge should work together alongside each other.
But if you want the âWOW effectâ one of these triumphs over the other. If you do a deduction via logic people can see your train of thought quite easily, especially if you explain it. If you do deduction via knowledge then people wonât be able to follow your train of thought without that specific knowledge. And more people have a good logical mind than specific knowledge about everything. Something magicians have as a catchphrase nowadays are âPeople arenât stupidâ and that is true. If you, the reader of this thinks that most people are stupid then you need to come out of that bubble of yours.
So can you yourself measure how good you are at deduction? No, not really. Youâll always be biased towards yourself. So if you like yourself, youâll probably think that you are better at deduction than you really are. If you think the worst of yourself then youâll probably think you are worse than you really are. Then we have the âDunningâKruger effectâ, most of you will probably, in the beginning, think that you are better at deduction than you really are, because of the Dunning-Kruger effect. It predicts that beginners rate themselves to be better than they really are while experts rate themselves to be worse than they really are. So no you canât measure your skill level yourself.
This point Iâll make now is kind of connected to the previous one. Donât assume you are right. That would be really stupid. If you assume you are right, youâll fall for confirmation bias. This is when you look for things that would prove what you believe to be true, and miss things that disprove your theory. One more reason this is bad, I know of deductionists that donât want to accept that theyâre wrong, even if itâs confirmed. They think the one that tells them theyâre wrong are lying. Extremely bad.
Your knowledge about deduction will improve. In the beginning, before you start deduction youâll probably not know about it at all, youâll have an unconscious ignorance towards it. When you start reading about it, youâll probably understand that you donât know much about it. So youâll have a conscious ignorance towards it. After trying it out and really learning youâll start noticing that you can deduce some things, youâll have and conscious knowledge towards deduction. When youâve become an expert to master youâll make deductions without thinking that much, youâll have an unconscious knowledge about deduction.
So, how do you get better in deduction? Practice, it might sound clichĂŠ but itâs true. But however, you can shorten the time quite much, if you confirm your deductions. The second C in OCC is extremely important. If you donât know what you are doing wrong then you canât improve. You wonât get better just from reading this. So go out there and make deductions and most importantly confirm your deductions.
If you want me to write a post about confirming your deductions about people without the fear to fail (because if you fail they wonât know that youâve failed) then write to me about that. A lot of people seem to be afraid of saying their deductions out loud.
And with that, Iâll see you my irregulars.