# Gigili

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I write to discover what I think.

# 1,618 Actions

 2d asked uniqueness of Maximal Independent Set(MIS) Mar18 awarded Nice Question Feb18 asked What are topological relationships? Why are they invariant to transformations such as scaling, translating and rotation? Feb18 asked Sokal Michender similarity measure Feb7 reviewed Close Proof: If m is an integer not equal to 0, then m is not divisible by 0. Feb4 comment Lagrange Multipliers have no solution It's difficult to make sense of your problem as it stands, please provide more context. Feb4 revised Use equational proofs to solve the problem added 2 characters in body; edited title Feb4 reviewed Leave Open How can I show that an odd degreed polynomial with coefficients in the real space always has a root in $\mathbb{R}$? Feb4 reviewed Looks Good How can I show that an odd degreed polynomial with coefficients in the real space always has a root in $\mathbb{R}$? Feb4 reviewed Reviewed Multivariable Calculus Vector Field Potential Feb4 revised Multivariable Calculus Vector Field Potential added 2 characters in body Feb4 reviewed Reviewed Need help proving an equality Feb4 revised Need help proving an equality added 8 characters in body Feb4 reviewed Close Number of peaks in a random iid sequence Feb4 reviewed Close Show that space of mxm matrices form a surface Feb4 reviewed Close Solving equation: $\cos x-\sin x (2\cos x-4)=0$ Feb2 reviewed Close shortest distance between two points Feb2 reviewed Close Prove that $gcd((a^{n}-b^{n})/(a-b), a-b) = gcd(n(a,b)^{n-1}, a-b)$ for a,b $\in$ $\mathbb{Z}^+$ Jan30 awarded Notable Question Jan26 comment How to show $((k+1)!)^2 2^k \leq (2(k+1))!$ @StevenStadnicki: Right, but your comment is a thorough answer as it stands. You could post it as an answer and ... Ta-Da! The problem is solved!