Wikipedia:Reference desk/Archives/Mathematics/February 2021

= February 1 = Reference_desk/Archives/Mathematics/2021 February 1


 * 1) Winning percentage fallacy

= February 2 = Reference_desk/Archives/Mathematics/2021 February 2


 * 1) What's the technical term for this ratios?
 * 2) limit at infinity of constant

= February 3 = Reference_desk/Archives/Mathematics/2021 February 3


 * 1) What is the name of the  number system where the only digits that exist are +1 and -1?

= February 4 = Reference_desk/Archives/Mathematics/2021 February 4


 * 1) Continuously differentiable implies Holder continuous

= February 5 = Reference_desk/Archives/Mathematics/2021 February 5


 * 1) Coefficients of a Legendre polynomial
 * 2) Set whose boundary is the entire space

= February 7 = Reference_desk/Archives/Mathematics/2021 February 7


 * 1) Notes in articles aren't OR?!?

= February 10 = Reference_desk/Archives/Mathematics/2021 February 10


 * 1) Expected values

= February 11 = Reference_desk/Archives/Mathematics/2021 February 11


 * 1) Is there a term that mathematicians use for what computer scientists call "partial application"?

= February 13 = Reference_desk/Archives/Mathematics/2021 February 13


 * 1) Integration

= February 15 = Reference_desk/Archives/Mathematics/2021 February 15


 * 1) Is there a cardinal voting system where there is no incentive to lie about your preferences?

= February 19 = Reference_desk/Archives/Mathematics/2021 February 19


 * 1) Gabriel's Horn

= February 21 = Reference_desk/Archives/Mathematics/2021 February 21


 * 1) Books on measure theory & probability

= February 23 = Reference_desk/Archives/Mathematics/2021 February 23


 * 1) Ring of sets
 * 2) Slender groups and Jerzy Łoś

= February 24 = Reference_desk/Archives/Mathematics/2021 February 24


 * 1) Material Drop Chance

= February 25 = Reference_desk/Archives/Mathematics/2021 February 25


 * 1) Nelson rules

= February 26 = Reference_desk/Archives/Mathematics/2021 February 26


 * 1) Prove that any positive integer, can be decomposed to at most norm-equal 2 elements in gauss integer

= February 27 = Reference_desk/Archives/Mathematics/2021 February 27


 * 1) A proof that there is no q such: q²=k²+1 by gaussian integers