covertbob

123 reputation

	123 reputation	bio	website		visits	member for	9 months
4 badges		location			seen	Jun 15 at 4:33

29 Actions

Jun 12	accepted	Manipulating Vector Identity
May 25	accepted	Sequence convergence of positive numbers
May 25	asked	Manipulating Vector Identity
May 1	accepted	Sine and Cosine Power Series
May 1	asked	Sine and Cosine Power Series
May 1	asked	Sequence convergence of positive numbers
May 1	accepted	Proof involving continuous function inequality.
Apr 27	asked	Proof involving continuous function inequality.
Jan 27	accepted	How to prove $ {a_n} = \frac{n!}{2^n}$ diverges to $+ \infty$?
Jan 27	accepted	Simple proof involving inequality
Jan 27	asked	Simple proof involving inequality
Jan 21	asked	How to prove $ {a_n} = \frac{n!}{2^n}$ diverges to $+ \infty$?
Jan 14	accepted	Property of inverse function
Jan 14	accepted	Power Series Expansion
Jan 14	asked	Property of inverse function
Jan 9	accepted	Matched Asymptotic Expansion - Stretching Transofrmation
Dec 26	awarded	Tumbleweed
Dec 19	accepted	Simple Power Series Expansion
Dec 19	asked	Matched Asymptotic Expansion - Stretching Transofrmation
Dec 18	comment	Simple Power Series Expansion Thanks! You and Harald have both been very helpful. How is it that you knew to make the initial change (from $(1 + \epsilon x)^{1/\epsilon}$ to $exp(\frac{1}{\epsilon} ln(1 + \epsilon x))$)? What is the general form of the problem that would require this treatment?