What Does It Mean For An Irrational Number To Be Computable?

What Does It Mean For An Irrational Number To Be Computable? A computable number is a number that can be calculated by a finite computer program. All the numbers you have ever heard of like 3, √2, π, e, etc. are computable. Some numbers (like π) are represented by an infinite string of nonrepeating digits.

Are All Real Numbers Computable?

Are All Real Numbers Computable? Are all real numbers computable? computable real Do non-computable numbers exist? Other examples of non-computable numbers are known: the Chaitin’s con- stant Ω [2]; the real number such that its n-th digits equals 1 if a given universal TM halts for input n, and 0 otherwise (see[3]); the real number