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#12 |
Jul 2003
Thuringia; Germany
2·29 Posts |
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Hi bearnol!
Your "proof" provides nothing, and is also false. First: What do you show? If your "proof" would be correct, it would only show, that the zeors of the zeta function are lying symmetric to the line Re(s)=1/2. So there is no argument, that there weren´t zeros not lying on this line (it would then only postulating another zero on the other side of this line). And to the content: Your multiplication of the powerseries is not so obivius correct, for me (the equivalenz of the two terms you provided is not much not justified): Every addend is multiplied with another factor, so why should the two sums beeing equal? Where and how do you use the fact, that for every nontrivial zero of the zeta function 0<Re(s)<1? For a trivial zero , e.g. s= -2, your "proof" would imply, that a positiv real is also a solution of zeta(s)=0; here 1-[-2]=3; which is obiusly false. Do you really think, that you are such a good mathematician, that the greatest mathematicians in the past 100 years, including Hardy, Ramanujan, Hilbert and Erdös,..., all oversaw such a short proof, but you find it? Cyrix |
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#13 |
Sep 2005
127 Posts |
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Hi Cyrix,
Thanks for your interest. However I really don't see why you people are having so much of a problem with this! It's clear (I would even say crystal clear) to me! :)))))) Oh, well - I tried... thanks for taking a look at it, anyway, J |
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#14 | |
Bronze Medalist
Jan 2004
Mumbai,India
1000000001002 Posts |
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![]() Please dont take it personally in the term used. I am merely quoting Shakespeare in Macbeth who forethought a situation such as this. "A tale told by an idiot--full of sound and fury, signifying nothing" Regards, Mally ![]() |
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#15 |
Dec 2003
Hopefully Near M48
110110111102 Posts |
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To reiterate what previous users have said, how can you claim that:
? And what on earth does ** mean anyway? |
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#16 |
"Nancy"
Aug 2002
Alexandria
2,467 Posts |
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In some programming languages, ** is the exponentiaton operator. I'd hardly call it "standard notation", though.
Alex |
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#17 | |
∂2ω=0
Sep 2002
República de California
2·33·5·43 Posts |
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#18 | |
Bamboozled!
"𒉺𒌌𒇷𒆷𒀭"
May 2003
Down not across
22×3×883 Posts |
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#19 | |
∂2ω=0
Sep 2002
República de California
101101010110102 Posts |
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#20 |
Aug 2003
Snicker, AL
7×137 Posts |
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If you compress a silicon crystal, it releases a small amount of electricity when it returns to its normal state. Just set up the plates for the casimir effect so that it compresses a crystal. Quantum fluctuations would cause variations in the pressure which would permit the crystal to convert the mechanical energy into electicity. Now we have a practical application for Bearnol's perpetual motion machine. All we need is someone to build it!
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#21 | |
Jan 2006
JHB, South Africa
15710 Posts |
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