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/math/ - Mathematics

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  No. 182
>>188 >>216 >>217 >>234 >>455
How to solve an equation?
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  No. 183
Which equation?
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  No. 186 >>238
Idk about equations, but I remember my worst blackpill in the field of math: not all math problems can be solved. At least using ZF(C), but there is probably no stronger system of axioms. At least for humans.
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  No. 187
You don't
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  No. 188
>>182
Perform ten rounds of Newton-Raphson (in your head of course).
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  No. 216
>>182
eliminate all incorrect answers and then see what remains
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  No. 217
>>182
complete the operations
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  No. 234
>>182
idk
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  No. 238
>>186
How come humans can't solve math but someone else can? God can't solve unsolvable math problems because math is just describing the nature of something.
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  No. 249
What's an equation?
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  No. 250
multiply both sides by 0
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  No. 275
Linear maps
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  No. 279
By not posting tranime
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  No. 455
>>182
This is unironically an extremely good question. What is the general method for a computer to compute ANALYTICALLY the solution to any kind of equation, aka the zeroes of a function in a field taking any number of inputs.
>Newton-Raphson for R^n
>Fermat little-Theorem for prime-characteristic fields
These are exemples of explicit solution methods for definite classes of equations. I am talking about an oracle than solves even in non-closed form expression.

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