Hilbert Godel Turing and the Computer Decision Problem

Is there a procedure or algorithm that can decide whether statements, mathematical or non-mathematical, are true or false, win or draw? The broader decision problem can be stated as follows: Even though a mathematical or non-mathematical statement is undecidable in general, it may be possible to find a special algorithm that makes a computer model stop or checkmate. More

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About the Series: Mathematics
Classical analysis and number theory covering Fermat's Last Theorem (FLT), Beal's conjecture, Wile's proof of FLT, prime numbers, Goldbach's conjecture, Navier-Stokes equations,infinite series, Riemann's hypothesis, Pythagorean theorm, abc conjecture, irrational numbers, and more

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