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Question: Short-term target?
$180
$160
$140
$120
$100
$80
$60
$40
$200
$220
$240
$20
$0

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Author Topic: Short-term target?  (Read 1162 times)
AmazonStuff
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May 01, 2013, 09:53:25 PM
 #1

Please share your opinion  Smiley

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owenprescott
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May 01, 2013, 09:56:49 PM
 #2

You should add $180+ and $40- just for the sake of those who believe in either of the extremes.
AmazonStuff
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May 01, 2013, 09:58:28 PM
 #3

You should add $180+ and $40- just for the sake of those who believe in either of the extremes.

Here, you have extremes now Cheesy
evolve
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May 01, 2013, 10:17:16 PM
 #4

Depends on what you mean by "short term" (Weeks, days, hours, minutes?). I voted $80 and assumed we were talking about days.
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May 01, 2013, 10:20:35 PM
 #5

Depends on what you mean by "short term" (Weeks, days, hours, minutes?). I voted $80 and assumed we were talking about days.

OK, let's say 24h
AmazonStuff
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May 01, 2013, 10:23:23 PM
 #6

Currently, results look like normal distribution...
Ichthyo
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May 02, 2013, 12:30:31 AM
 #7

Currently, results look like normal distribution...

...centred roughly at the current price
with a bias to slightly lower values in the centre of weight,
but with a more developed tail on the up side
arepo
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this statement is false


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May 02, 2013, 05:48:17 AM
 #8

straight to zero, of course Roll Eyes

edit:
Currently, results look like normal distribution...

...centred roughly at the current price
with a bias to slightly lower values in the centre of weight,
but with a more developed tail on the up side

this is a really good model. the normal distribution is a probabilistic representation. i wonder how one would go about calculating the skew?

this sentence has fifteen words, seventy-four letters, four commas, one hyphen, and a period.
18N9md2G1oA89kdBuiyJFrtJShuL5iDWDz
notme
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May 02, 2013, 06:00:31 AM
 #9

straight to zero, of course Roll Eyes

edit:
Currently, results look like normal distribution...

...centred roughly at the current price
with a bias to slightly lower values in the centre of weight,
but with a more developed tail on the up side

this is a really good model. the normal distribution is a probabilistic representation. i wonder how one would go about calculating the skew?

Skew = (mean - median ) / (standard deviation)

https://www.bitcoin.org/bitcoin.pdf
While no idea is perfect, some ideas are useful.
12jh3odyAAaR2XedPKZNCR4X4sebuotQzN
seleme
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May 02, 2013, 06:17:10 AM
 #10

Don't have idea and nobody does. Act as it happens, that's the only way you can deal with bitcoins market, unless you're the one who can make things happen.

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arepo
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this statement is false


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May 02, 2013, 06:37:38 AM
 #11

straight to zero, of course Roll Eyes

edit:
Currently, results look like normal distribution...

...centred roughly at the current price
with a bias to slightly lower values in the centre of weight,
but with a more developed tail on the up side

this is a really good model. the normal distribution is a probabilistic representation. i wonder how one would go about calculating the skew?

Skew = (mean - median ) / (standard deviation)

executing that on historical price data would be simple. the question is, is it a functioning indicator? is the height above the peak of the distribution indicative of deviation from a trendline? time-scale matters here as well.

this sentence has fifteen words, seventy-four letters, four commas, one hyphen, and a period.
18N9md2G1oA89kdBuiyJFrtJShuL5iDWDz
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