Gottfried Helms
Mathematics is only a hobby  although I have done undergrad courses in the 70s. But part of my job was doing statistics and this kept me near my favourite subject "linear algebra" (programmed factoranalysis and a matrixorientated calculator MatMate). Around 2002 I came in contact with the internet community in math newsgroups and could improve my Collatz discussion. Next subject was the Bernoulli numbers, then integer matrices and since 2006 the problem of iterated exponentiation aka tetration. Serving halftime jobs in teaching here at the university I found time to fiddle with that subjects in depth  and found love with the exploratory approach and impulse of the 18'th century numbertheory, namely L. Euler, "the master of us all"... Due to lack of formal education I've to do my "research" widely on my own  but that's what I just like: to find structure, pattern, laws from the ground.
 Germany
 go.helmsnet.de
 Member for 5 years, 9 months
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 Last seen Apr 22 at 18:43
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 43Is there any simple method to calculate $\sqrt x$ without using logarithm
 33Examples of apparent patterns that eventually fail
 32"The Egg:" Bizarre behavior of the roots of a family of polynomials.
 25Proving that $ 2 $ is the only real solution of $ 3^x+4^x=5^x $
 25Mathematicians shocked(?) to find pattern in prime numbers
 24"The Egg:" Bizarre behavior of the roots of a family of polynomials.
 20How to prove $ \lim_{n \to \infty} e^n \cdot \left( \sum_{k=0}^{n1} ({kn \over e})^k/k! \right) 2 \cdot n = \frac 23$?
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