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#102 Mar 25 2011 at 8:10 AM Rating: Good
94% of all statistics are made up on the spot.
#103 Mar 25 2011 at 12:11 PM Rating: Excellent
Kachi wrote:
I'm sure I'll regret making even the most minimal effort, but can you not see how the essential problem your describing exists in ALL statistics? Roughly 50% of doctoral students do not complete their program. Does that mean that I have a 50% chance of not completing my program? Of course not. Maybe my program has less attrition. Maybe my personal abilities drastically improve my odds of success. Statistics (especially morbidity statistics) describe populations. That is what they do.

When you're fundamentally talking about two different things climbing up on your high horse and acting like a pedantic prick serves nothing but your ego and the negative light we all see you in.

Both of you.
#104 Mar 25 2011 at 12:23 PM Rating: Good
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Belkira the Tulip wrote:
94% of all statistics are made up on the spot.
Around 60% of the time
#105 Mar 25 2011 at 2:19 PM Rating: Good
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Sweetums wrote:
Belkira the Tulip wrote:
94% of all statistics are made up on the spot.
Around 60% of the time
4 out of 5 doctors agree with these posts.
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#106 Mar 25 2011 at 3:40 PM Rating: Good
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Shaowstrike the Shady wrote:
Sweetums wrote:
Belkira the Tulip wrote:
94% of all statistics are made up on the spot.
Around 60% of the time
4 out of 5 doctors agree with these posts.



I agree with this statement 31.622778^2%

Edited, Mar 25th 2011 3:40pm by Bijou
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#107 Mar 25 2011 at 6:10 PM Rating: Good
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Kachi wrote:
Hell, if nothing else, it never ceases to amaze me that you think that you, in all of your infinite wisdom, have identified some glaring fundamental flaw in the world of morbidity statistics where thousands of others who are learned in statistics, actuary, health, and travel, have failed.


Sweetums wrote:
I'm sure professional statisticians know how to present different aspects of data and the difference between what is essentially an expected value and a probability of an event occurring.



I'm quite sure that the professional statisticians understand the difference. But those people usually aren't the ones who write the articles and statements that are presented to the general public. My whole point was about how those statistics are incorrectly presented for public consumption. So statistics using passenger miles will be presented by saying something like "YOU are X times more likely to die traveling in a car than in a plane", when that's not even remotely what the statistics actually show. The statistics actually say that X times more "people" will die per Y miles traveled in a car than in a plane (which is clearly not the same thing). Even ignoring specific variations (being a good driver in a safer car, etc), the statistics those statements are based on aren't the correct ones to use (assuming the intention is to convince someone of the safety of one choice versus another).


That's all I was saying. And it's an accurate statement. I'm not trying to change the freaking world here or anything, just maybe raising awareness about how statistics are often less than accurately presented to the public after they travel through the lenses of media and politics. I've made a similar point in the past about the very real statistical differences between the use of "median" and "mean", but that the two calculations are often used interchangeable in publications meant for general consumption.

Edited, Mar 25th 2011 5:12pm by gbaji
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#108 Mar 25 2011 at 10:26 PM Rating: Default
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Your example is also a pretty bad one because that's just the marginal probability and not a more accurate conditional probability that takes other factors into account, which really has nothing to do with the difference between what gbaji is talking about.


What gbaji is saying is that the marginal probability is "ridiculous" because it's not a conditional probability, and that's why my analogy highlighted the distinction between marginal and conditional probabilities. If you're referring to his criticism of how the marginal probability is calculated, then he's just wrong. That is the way it is calculated because that is the best way TO calculate it and it is the most conveniently meaningful way to present it.

MoebiusLord wrote:
Kachi wrote:
I'm sure I'll regret making even the most minimal effort, but can you not see how the essential problem your describing exists in ALL statistics? Roughly 50% of doctoral students do not complete their program. Does that mean that I have a 50% chance of not completing my program? Of course not. Maybe my program has less attrition. Maybe my personal abilities drastically improve my odds of success. Statistics (especially morbidity statistics) describe populations. That is what they do.

When you're fundamentally talking about two different things climbing up on your high horse and acting like a pedantic prick serves nothing but your ego and the negative light we all see you in.

Both of you.


Neverminding that I reserve the right to respond in tangent to gbaji whenever I damn well fancy, what happens when we're talking about the same thing and you just don't understand?

You might as well just accept this-- I don't come here for the fictional camaraderie, and least of all do I give a **** about my public image. I come here primarily to mercilessly harangue people for their idiocy. It amuses me. It feeds a desire that remains unfulfilled in my public life, like when gbaji watches rape ****, or when you fantasize about being likable. So if you want to insult me back, be my guest, but please don't bother to appeal to my need to be accepted, because it simply doesn't exist. Not in this forum, anyway. Wherein you are concerned, I'm not just an egotistical ***-- I'm a straight up sociopath. Learn to be ok with it.
#109 Mar 26 2011 at 12:06 AM Rating: Decent
Woah, Gbaji, are you gonna take that? Another rape-related allegation?

You need to stand up for yourselef, man, and the way to do it is legal action.
#110 Mar 26 2011 at 6:14 PM Rating: Good
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That would be a great rant if he weren't talking about an expected value vs a probability, which are both interesting in their own rights. I know it's fun to pile on gbaji but you seem to have this creepy obsession with him that sounds like the concept of some weird romantic comedy.
#111 Mar 26 2011 at 6:51 PM Rating: Excellent
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Sweetums wrote:
I know it's fun to pile on gbaji but you seem to have this creepy obsession with him that sounds like the concept of some weird romantic comedy.


This.
#112 Mar 27 2011 at 1:46 AM Rating: Good
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The day I see *proof* that gbaji was a poor "sleeping in my car" Horatio Alger bootstraps-to-success-story I might believe his histrionics.



Until then, Imma gonna go with "fell out of a lucky ******" theory.

How about it, gbaji, show us your Facebook?
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#113 Mar 27 2011 at 4:19 AM Rating: Good
Uh, Gbaji's not rich in the slightest. You know that, right?
#114 Mar 28 2011 at 1:21 AM Rating: Default
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Sweetums wrote:
That would be a great rant if he weren't talking about an expected value vs a probability, which are both interesting in their own rights. I know it's fun to pile on gbaji but you seem to have this creepy obsession with him that sounds like the concept of some weird romantic comedy.


Now I'm just wondering why you're reaching to defend him when he's clearly wrong. Maybe you have some obsession with him and are worried that I'm muscling in on your love interest? Don't worry, if I were bringing on a third, I think I could do better than gbaji. Not that you two won't make a cute couple!

Gbaji is the most interesting person on this forum-- I will concede you that. That's why he solicits so much of my attention, that and our mutually adversarial natures.
#115 Mar 28 2011 at 2:19 AM Rating: Good
Kachi wrote:
Sweetums wrote:
That would be a great rant if he weren't talking about an expected value vs a probability, which are both interesting in their own rights. I know it's fun to pile on gbaji but you seem to have this creepy obsession with him that sounds like the concept of some weird romantic comedy.


Now I'm just wondering why you're reaching to defend him when he's clearly wrong. Maybe you have some obsession with him and are worried that I'm muscling in on your love interest? Don't worry, if I were bringing on a third, I think I could do better than gbaji. Not that you two won't make a cute couple!

Gbaji is the most interesting person on this forum-- I will concede you that. That's why he solicits so much of my attention, that and our mutually adversarial natures.


You're rubber, then, are you? I suppose that means Sweetums is glue.

You've regressed.
#116 Mar 28 2011 at 6:53 AM Rating: Good
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I'm more appalled by your tenuous grasp of statistics, really. You should be ashamed of yourself when gbaji comprehends the subject at a higher level.

People generally don't want to be on a plane where there are going to be fatalities at all, regardless of whether or not they're going to die themselves. They probably want to know the probability of being in a plane crash serious enough to have any fatalities, even if it's somebody else. At that point you kind of stop caring about the per passenger mile statistic and then start caring about accidents per flight hours (which the FAA uses, by the way.)

Deaths per passenger mile just looks pretty good in press releases, whereas deaths per passenger journey looks significantly worse than the corresponding car deaths per passenger journey (this is the statistic airline insurers use).

Statistics are very interesting to manipulate.


Edited, Mar 28th 2011 9:33am by Sweetums
#117 Mar 28 2011 at 2:46 PM Rating: Decent
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Sweetums wrote:
Statistics are very interesting to manipulate.


Yup. That was pretty much all I was pointing out. There's usually a number of different ways to present the same data, and it's not surprising that groups will tend to present things in the best way possible based on what they're trying to sell. It's really based on what you're trying to get and what is important to you.

There's actually an interesting corollary to my own field (lots of fields in fact). We tend to measure failure rates as "device/time". Often this is labeled as MTBF (mean time between failures). That's a measurement of how long a typical device will operate before it croaks and is a relatively useful measurement by itself. But, if you're running a business, what you really want to know is how much you can do with that device before it fails. A hell of a lot of the EDA tools world is about maximizing the amount of work you can accomplish with a given cost of equipment. And that's going to include things like failure rates. Interestingly enough (but not surprising at all), is that the more efficiently you utilizes a piece of hardware, the more work you can get out of it before it fails.

From a cost perspective then, you can calculate "jobs/work per failure" (or some equivalent) in order to measure this. Um... That's an awful lot like the passenger miles per crash statistic above (arguably, it's the exact same thing). What the airline industry is really calculating is how many passengers they can move how many miles before a crash happens. And since profits are based on numbers of tickets sold, they are directly calculating their rate of "loss" from a crash to their rate of "gain" from ticket sales. I would assume they also plan out the size and passenger load of planes to maximize that same transport efficiency, just as we do when planning out the mix of sizes of different computers to run different jobs. You want to maximize the amount you get done over time, while minimizing the relative loss when a system crashes (cause whatever work you're doing on that system is lost and has to be done over, or in the case of a plane crash, you have to pay lots of money to the families of the passengers).

Obviously, human lives aren't the same as a computer design simulation, but the statistical principles involved are pretty much identical.
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#118REDACTED, Posted: Mar 29 2011 at 12:30 AM, Rating: Sub-Default, (Expand Post) I'm genuinely interested in why you're so eager to defend him, but sparing me that, I would suffice with you understanding how deaths-by-journeys is not actually the statistic the individual in question would want. Hint: There are more people on the average plane flight than car trip herp derp.
#119 Mar 29 2011 at 1:50 AM Rating: Good
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Kachi wrote:

I'm genuinely interested in why you're so eager to defend him, but sparing me that, I would suffice with you understanding how deaths-by-journeys is not actually the statistic the individual in question would want. Hint: There are more people on the average plane flight than car trip herp derp.

Now look, I can deal with being rated to sub-default for being a jerk, but Ima prolly cry a little if people are just too stupid to see that I'm right. lern 2 math folks

Edit: on second thought, ya know what? I'm going to apologize to gbaji. He's obviously not being egregiously stupid if other people agree with him, no matter how wrong they may be. Sorry, gbaji.

Edited, Mar 28th 2011 11:43pm by Kachi
Yeah, and I'm sorry you've never taken a class in statistics.

Hint: n_1* Pr(x_1) + n_2*Pr(x_2) = average numbers of passengers dying per journey. Pr(x) being probability that the plane crashes on a specific journey, x_1 and x_2 being the events where the plane crashes and doesn't crash, respectively. You can extend this to a probability function relating to miles if you so wish. The main reason I'm not doing this is because I have no ******* idea how to type out an integral on these boards and the miles function would be continuous whereas the journey one is discrete so a sum is sufficient.

n_2*Pr(x_2) is effectively zero if we want to talk about fatalities actually related to the crashing and not Grandpa's heart attack.

n_1 is the number of passengers dying in your average plane crash. That can likely be represented by a probability function as well, but for the sake of brevity, let's leave it out, because it's like, turtles all the way down and sh*t.

Now, I am more interested in the value Pr(x_1), because I'd rather not have to hurtle down to earth, regardless of the fact that I'm not going to die.


PROTIP: I never said deaths by journey was the one passengers wanted, just the one insurance companies used. I said accidents per flight hours would be the one passengers would likely prefer, since it just gives the probability of the plane crashing without consideration for the number of passengers involved.

It was supposed to illustrate that, you know, different statistics for different situations, and that even the professionals will use a wide array of statistics which you seem to be discounting, but you seem stuck on one statistic, so whatever.


Edited, Mar 29th 2011 3:53am by Sweetums
#120 Mar 29 2011 at 2:09 AM Rating: Good
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Sweetums wrote:
Yeah, and I'm sorry you've never taken a class in statistics.

Hint: n1* Pr(x1) + n2*Pr(x2) = average numbers of passengers dying per journey. Pr(x) being probability that the plane crashes, x1 and x2 being the events where the plane crashes and doesn't crash, respectively.
n2*Pr(x2) is effectively zero if we want to talk about fatalities actually related to the crashing and not Grandpa's heart attack.

n1 is the number of passengers dying in your average plane crash. That can likely be represented by a probability function as well, but for the sake of brevity, let's leave it out, because it's like, turtles all the way down and sh*t.

Now, I am more interested in the value Pr(x1), because I'd rather not have to hurtle down to earth, regardless of the fact that I'm not going to die.


PROTIP: I never said deaths by journey was the one passengers wanted, just the one insurance companies used. I said accidents per flight hours would be the one they prefer. It was supposed to illustrate that, you know, different statistics for different situations, but you seem stuck on one statistic so whatever.

Edited, Mar 29th 2011 3:06am by Sweetums

The staff is going to stop giving us nice things if you don't use them.
#121 Mar 29 2011 at 2:12 AM Rating: Good
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Allegory wrote:
Sweetums wrote:
Yeah, and I'm sorry you've never taken a class in statistics.

Hint: n1* Pr(x1) + n2*Pr(x2) = average numbers of passengers dying per journey. Pr(x) being probability that the plane crashes, x1 and x2 being the events where the plane crashes and doesn't crash, respectively.
n2*Pr(x2) is effectively zero if we want to talk about fatalities actually related to the crashing and not Grandpa's heart attack.

n1 is the number of passengers dying in your average plane crash. That can likely be represented by a probability function as well, but for the sake of brevity, let's leave it out, because it's like, turtles all the way down and sh*t.

Now, I am more interested in the value Pr(x1), because I'd rather not have to hurtle down to earth, regardless of the fact that I'm not going to die.


PROTIP: I never said deaths by journey was the one passengers wanted, just the one insurance companies used. I said accidents per flight hours would be the one they prefer. It was supposed to illustrate that, you know, different statistics for different situations, but you seem stuck on one statistic so whatever.

Edited, Mar 29th 2011 3:06am by Sweetums

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Excuse me if the board doesn't have LaTeX markup like every real board should
#122 Mar 29 2011 at 6:31 AM Rating: Excellent
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Kavekk wrote:
You've regressed.


Regression implies prior progress.

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#123 Mar 29 2011 at 5:01 PM Rating: Decent
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I see this thread has degenerated into a correspondence course on statistical analysis...
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#124 Mar 29 2011 at 5:42 PM Rating: Decent
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Debalic wrote:
I see this thread has degenerated into a correspondence course on statistical analysis...


I would imagine that is a lot easier to blah on about statistics than talking about radioactive seawater, plutonium deposition and the Japanese food export market that is about to collapse. Not to mention of course, the radioactive particles that have found there way around the Northern hemisphere via the jetstream and the seawater that glows in the dark and will support 2 headed fish for some time to come.

Because, of course, none of that will happen, and even if it did, its still a lot safer than 'other' methods of energy production.

Edited, Mar 29th 2011 11:56pm by paulsol
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#125 Mar 29 2011 at 6:01 PM Rating: Default
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paulsol wrote:
Debalic wrote:
I see this thread has degenerated into a correspondence course on statistical analysis...


I would imagine that is a lot easier to blah on about statistics than talking about radioactive seawater, plutonium deposition and the Japanese food export market that is about to collapse. Not to mention of course, the radioactive particles that have found there way around the Northern hemisphere via the jetstream and the seawater that glows in the dark and will support 2 headed fish for some time to come.

Because, of course, none of that will happen, and even if it did, its still a lot safer than 'other' methods of energy production.


Statistically, it's much safer.

see what I did thar?
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#126 Mar 29 2011 at 6:10 PM Rating: Excellent
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Samira wrote:
Kavekk wrote:
You've regressed.


Regression implies prior progress.



No, Regression implies a linear method of modeling the relationship between two variable axis focusing on the conditional variable groups, allowing future progress in the refinement of relational data.

Thus regression implies future progress.

Oh, wait, you mean he was being infantile.

uh.. well then you're right.

I thought we were still doing statistics :(
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