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seen Aug 23 at 6:35

Sep
13
comment Equality $2^ \sqrt{2\lg n}$ = $n^ \sqrt{\left(\frac{2}{\lg n}\right)}$
@did $n>1 \implies ... $ and the rest. Is it what you mean?
Sep
12
revised Majoring in maths
edited tags
Sep
12
revised Equality $2^ \sqrt{2\lg n}$ = $n^ \sqrt{\left(\frac{2}{\lg n}\right)}$
added 75 characters in body
Sep
12
answered Equality $2^ \sqrt{2\lg n}$ = $n^ \sqrt{\left(\frac{2}{\lg n}\right)}$
Sep
12
revised Equality $2^ \sqrt{2\lg n}$ = $n^ \sqrt{\left(\frac{2}{\lg n}\right)}$
edited tags
Sep
12
comment How to find the equation from data?
@joriki. I fixed it
Sep
12
revised How to find the equation from data?
edited tags
Sep
12
revised Integration of $\int \sqrt{x\sqrt{2x}} dx$ and $\int 3^x e^x dx$
format:latex
Sep
12
suggested suggested edit on Integration of $\int \sqrt{x\sqrt{2x}} dx$ and $\int 3^x e^x dx$
Sep
9
comment Factoring the expression $x^6 + 64$
It is correct ;)
Sep
8
revised Applied Calculus Homework Question
format:latex
Sep
8
suggested suggested edit on Applied Calculus Homework Question
Sep
5
comment Combinatorial proof of $\sum_{k=0}^{n} \binom{n+k-1}{k} = \binom{2n}{n}$
(+1) Nice question
Sep
5
comment Closed form solution of a definite integral?
Why my edit is not accepted?
Sep
5
suggested suggested edit on Closed form solution of a definite integral?
Sep
5
suggested suggested edit on Closed form solution of a definite integral?
Sep
5
comment Why bother with Mathematics, if Gödel's Incompleteness Theorem is true?
I can't accept "thousands of years" as a proof of something like consistency. Everything goes around earth was also the major view for "thousands of years"...
Sep
5
comment Axiomatic system and Hilbert's 2nd problem
I read Godel Incompleteness Theorem at the beginning this summer and I have to say I totally feel why Hilbert got angry when he read it first(According to Wikipedia). My question is what was Poincare view about it and why didn't anyone discussed his view which I think is "Institutionalism"
Sep
5
comment Axiomatic system and Hilbert's 2nd problem
OK.So you are suggesting that PA inconsistency won't cause a major harm to mathematics. Now can you tell me how I can be confident that $x^2=16$ has only one answer in $N$ since I am not confident about PA itself? You would probably reply:" Assume ZFC in consistent and you have the consistency of PA." And then I would reply:"How to know ZFC is consistent?" and this circular argument continues... I read Godel Incompleteness Theorem th
Sep
4
revised Find function of given 3 inputs and output min, max
added 44 characters in body