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2012-05-09
, 16:34
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Posts: 738 |
Thanked: 983 times |
Joined on Apr 2010
@ London
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#82
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what for? From the perspective of someone who loved Nokia because of the open, powerful smartphones they build, for the innovation behind maemo... Why should I be interested in them to somehow "survive" while throwing all these assets into the bin? What good is a Nokia that sells just crap? If they really want to die, let them.
I sold you the idea (i'm good seller) and you buy it (you dont make the best choice), now that you see it wasn't the best choice, you are going against me?
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2012-05-09
, 17:20
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Posts: 1,341 |
Thanked: 708 times |
Joined on Feb 2010
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#83
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2012-05-09
, 21:30
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Posts: 207 |
Thanked: 552 times |
Joined on Jul 2011
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#84
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The Following 11 Users Say Thank You to switch-hitter For This Useful Post: | ||
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2012-05-10
, 01:25
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Posts: 13 |
Thanked: 7 times |
Joined on Nov 2011
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#85
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2012-05-10
, 01:32
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Posts: 13 |
Thanked: 7 times |
Joined on Nov 2011
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#86
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2012-05-10
, 11:19
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Posts: 381 |
Thanked: 336 times |
Joined on Jan 2011
@ Stockholm, Sweden
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#87
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I must say, talk.maemo.org users have certainly less idiots compared to other forums and I mean no sarcasm. We are really having sensible, adult-like argument here.
The Following User Says Thank You to electroaudio For This Useful Post: | ||
The difference on "risk" and "uncertainty" spoken by person before is he mentioned risk is in Fair Game meaning expected value is at 0$ so you have same chances winning a 1$ as loosing 1$, while betting on company shares gives you plus a few to a few hundreds of dollars statistically on unit while there's not fully certain if it go as good or worse (you mostly get something like no lower than +1$ instead of calculated +5$, you can get even +100 dolars if you are lucky enough, but you have to be very unlucky to gain -5$ that mean loosing 5$).
The Expected Value is most important for bet game - this is why Lotto bets with milons or billions of people and is still winniing money (that mean they not only haven't bakrupted but also get constant gain). The most easy model of Expected Value is Weighted Mean of lose/win result with weight beeing probability of event, but if events are infinite or there are quadrilions possible events, more complicated models are used - if you want know about them, look somewhere else.
Last edited by majaczek; 2012-05-09 at 15:53.