the question and where i got stuck in this link:

http://img187.imageshack.us/img187/8868/44429492ix7.gif

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- January 6th 2009, 09:31 AMtransgalacticlimit prooving question..
the question and where i got stuck in this link:

http://img187.imageshack.us/img187/8868/44429492ix7.gif - January 6th 2009, 10:45 AMKrizalid
We have to prove the following statement:

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Observe that Now pick and

Hence, conditions are fulfilled if you take - January 6th 2009, 11:43 AMtransgalactic
my question i about how to choose the value for M

?? - January 6th 2009, 11:59 AMtransgalactic
i understand that our upper bound is 11

so inorder for this to work (like your previous examples in the article you published

we need only

why to use minimum??

the previoss werenot solved like that

- January 6th 2009, 12:18 PMtransgalactic
we get x as close as possible to 5

|x-5|<1 ==>> -1<x-5<1 so x+5<11

so M>=11

lambda=e/11

why minimum with 1 ?? - January 6th 2009, 02:17 PMKrizalid
It's just any number you want.

I took because is a nice guy. You could've taken other delta, a ratio, 2, whatever. - January 6th 2009, 08:20 PMtransgalactic
why you didnt do this min function in the previous examples

in the article? - January 6th 2009, 09:11 PMtransgalactic
usually ou ended this question by saying lambda=e/11

why lambda=min{1,e/11}

why 1? why any number i want?

why minimum? - January 7th 2009, 12:19 AMtransgalactic
did i prove it correctly

i solved it differently from the article

is that ok?

http://img224.imageshack.us/img224/9929/93418507so5.gif