I was just waiting until I finished catching up to the thread, heading over to it now. You're wrong about my motivations though. I'm just a skeptic at heart, I have no real agenda other than I hope we can do better about this situation than we have been.I understand you don't want to read the study without first attacking it on every possible level, but it's worth at least a few glances.
As a show of good faith, check out table 3.15 with 1,366 responses.
1. No. For a variety of reasons, especially those brought here from another country and because 40 minus 40 is zero, which isn't a number I think is a likely mean, median, or mode for a prostitute to start workingDon't you think there are enough 40 or 50 somethings in this industry that makes you question whether they've been doing this against their will for 40 something years or your averages posted can't be accurate? Isn't it much more likely that these older women are choosing to do this for cash?
If you're waiting to read it until you finish the thread, it could be helpful to wait to claim it's useless and doesn't say what I think it does for multiple different reasons until you've finished the thread and read it.I was just waiting until I finished catching up to the thread, heading over to it now. You're wrong about my motivations though. I'm just a skeptic at heart, I have no real agenda other than I hope we can do better about this situation than we have been.
It's also illegal for them to identify in any way an underage sex crime victim in a public report.No. But the ones named are all old. A few were unidentified. I'd bet they're also old though.
But they would generalize the demographic the victim fit within... female / male / under 17 / under 13 etc. Right? Especially in the criminal complaint for the JohnsIt's also illegal for them to identify in any way an underage sex crime victim in a public report.
It honestly depends.But they would generalize the demographic the victim fit within... female / male / under 17 / under 13 etc. Right? Especially in the criminal complaint for the Johns
I skimmed the link you posted. Am I reading it wrong, or is it pretty much talking about young girls (below 18, for the most part) in New York and how they are exploited? I just didn't see anything discussing ALL sex workers.If you're waiting to read it until you finish the thread, it could be helpful to wait to claim it's useless and doesn't say what I think it does for multiple different reasons until you've finished the thread and read it.
Okay, looked at table 3.15.There are multiple studies. This is one. If you have a study you'd like to link, I'm happy to read.
Strangely, for the data you pointed to in table 13.5, 0% in NYC reported being commercially sexually exploited children at an age younger than 12, however upstate did have 7% at less than 9 years old, and a staggering 43% at 10 to 11 years old (and it was that categories mode).1. No. For a variety of reasons, especially those brought here from another country and because 40 minus 40 is zero, which isn't a number I think is a likely mean, median, or mode for a prostitute to start working
2. No. Does it concern you that if those numbers are right there are probably two or more eight to ten year olds being exploited for every person who enters the sex trade over 30?
It absolutely did not say that sex workers enter the industry at 14-15 years of age on average.If you're waiting to read it until you finish the thread, it could be helpful to wait to claim it's useless and doesn't say what I think it does for multiple different reasons until you've finished the thread and read it.
If there is a brothel and it has one or two 17 year old girls working there, and 4 women aged 40 to 60, do you think the women 40 to 60 are seeing the majority of the customers? I don't.It's also illegal for them to identify in any way an underage sex crime victim in a public report.
I see. So we're going with "the mode is not an average." Also, that we can't add responses with numerical values and thereby have a mean.Okay, looked at table 3.15.
This was based upon information from exploited children. It is completely unfair to say that this is representative of all sex-workers.
The table is explained as "Table 3.15 presents other characteristics of the CSEC’s most recent commercial sexual exploitation, as well as the prevalence of prior episodes and age at first episode. It shows that:"
CSEC = Commercial Sexual Exploitation of Children.
So, again, this data pool is representative of sexually exploited children (not all sex workers). It should not be surprising or shocking that the average age of their first exploitation is when they were a child. All commercially sexually exploited children are sex workers, but not all sex workers were commercially sexually exploited children.
Beyond this, you have confused mode and mean. 14-15 was the mode age, not the average. Averages are not given.
Maybe I'm wrong to assume that, to utilize your turn of phrase, any reasonably intelligent person understands enough about statistics to not conflate mean and mode, and to not apply one data set to a much larger and diverse data set, and to not present these things as irrefutable facts.
I have no dog in the race but he is correct, mode is not the average. It is a completely different math definition.I see. So we're going with "the mode is not an average."
Mode, median, and mean are all average values.I have no dog in the race but he is correct, mode is not the average. It is a completely different math definition.
1, 1, 1, 15, 17, 20, 21
Mode = 1
Mean/Average = 10.857
Median = 15
Yeah, a quick internet search finds them as having an "average" (in quotes).Mode, median, and mean are all average values.
I a lot of this formatting got screwed up. Just see my previous post for a very simple example of the differences between mode, median and mean/averageYeah, a quick internet search finds them as having an "average" (in quotes).
From Khan Academy, a quick and often-used primer
Mean, median, and mode
Mean, median, and mode are different measures of center in a numerical data set. They each try to summarize a dataset with a single number to represent a "typical" data point from the dataset.
Mean: The "average" number; found by adding all data points and dividing by the number of data points.
Example: The mean of 444, 111, and 777 is (4+1+7)/3=12/3=4(4+1+7)/3=12/3=4left parenthesis, 4, plus, 1, plus, 7, right parenthesis, slash, 3, equals, 12, slash, 3, equals, 4.
Median: The middle number; found by ordering all data points and picking out the one in the middle (or if there are two middle numbers, taking the mean of those two numbers).
Example: The median of 444, 111, and 777 is 444 because when the numbers are put in order (1(1left parenthesis, 1, 444, 7)7)7, right parenthesis, the number 444 is in the middle.
Mode: The most frequent number—that is, the number that occurs the highest number of times.
Example: The mode of {4{4left brace, 4, 222, 444, 333, 222, 2}2}2, right brace is 222 because it occurs three times, which is more than any other number.
I'm no statistical wizard, but this is what I was always taught.
I don't know how to say that differently and mean the same thing.? huh ?
Yep. Yours was right. I was just sourcing.I a lot of this formatting got screwed up. Just see my previous post for a very simple example of the differences between mode, median and mean/average
well I guess the engineer in me is simply going to ignore this because it makes absolutely no mathematical sense.I don't know how to say that differently and mean the same thing.
Yeah, a quick internet search finds them as having an "average" (in quotes).
From Khan Academy, a quick and often-used primer
(blah blah blah removed for brevity)
I'm no statistical wizard, but this is what I was always taught.
Mode, median, and mean are all average values.
Perhaps this has been taught differently in different places and at different times. I learned it as @NewlyRetired described. Three different things, with "mean" being the one that equals "average".well I guess the engineer in me is simply going to ignore this because it makes absolutely no mathematical sense.
You might be speaking in pure colloquial language but that has no real mathematical meaning.
I don't think so.Perhaps this has been taught differently in different places and at different times.
Statistics and engineering can use similar but not identical language regarding measures of central tendency.I don't think so.
By the 7th grade almost every child is taught the difference between mode, median and mean(average). These are core statistical mathematical principles. They are not taught differently based on where you live in the country.
In Louisiana 23 is > 26 so mode could be the average.I don't think so.
By the 7th grade almost every child is taught the difference between mode, median and mean(average). These are core statistical mathematical principles. They are not taught differently based on where you live in the country.
You should see our levees.In Louisiana 23 is > 26 so mode could be the average.
Um, what happened to this? They must have been pretty big to make this "go away".Ryan Glasspiegel
@sportsrapport
Adam Schefter just said on SportsCenter that a source told him Kraft is "not the biggest name" caught up in this sting. ...............
Well, it's still telling that the mode was 14-15. That means that ages 14-15 occured most in the data set.I see. So we're going with "the mode is not an average." Also, that we can't add responses with numerical values and thereby have a mean.
It's been a pleasure. Have a good one.
Kudos for not using the more obvious Tom Brady reference.The number I'm using is the number when these women were first exploited.
The average someone enters the NFL is probably around 22. That isn't affected by Drew Brees playing football at 40.
It’s different from the mean, absolutely.Well, it's still telling that the mode was 14-15. That means that ages 14-15 occured most in the data set.
Surely you can admit that this is different from the average, which is simply what is being pointed out.
I see what you did there.I don't know how to say that differently and mean the same thing.
It’s within the range.I see what you did there.
Trying to confuse us even more?
The data doesn't match your claim.I see. So we're going with "the mode is not an average." Also, that we can't add responses with numerical values and thereby have a mean.
It's been a pleasure. Have a good one.
Hmm. Perhaps you might find another theory of what’s happening here, then.The data doesn't match your claim.
I haven't been around much lately, but I don't remember you just being an outright troll.
1. No. For a variety of reasons, especially those brought here from another country and because 40 minus 40 is zero, which isn't a number I think is a likely mean, median, or mode for a prostitute to start working
2. No. Does it concern you that if those numbers are right there are probably two or more eight to ten year olds being exploited for every person who enters the sex trade over 30?
Then I don’t believe you have reviewed my actual posts on that subject.![]()
Dude....I'd had pie on my face before (is that the expression?)....just own it.
You were pretty wrong in this thread from the beginning regarding the underage / sex slaves / human trafficking angle you were pushing hard.
I agree it's a useful data point.Well, it's still telling that the mode was 14-15. That means that ages 14-15 occured most in the data set.
Surely you can admit that this is different from the average, which is simply what is being pointed out.
I didn't see that published there. Really, I only brought it up as a math nerd footnote.It’s different from the mean, absolutely.
Although the mean in that study was also, I believe, between 14-15.
You're being intentionally obtuse? I dunno.Hmm. Perhaps you might find another theory of what’s happening here, then.
Only two counts of solicitation. I could have SIX counts in that time!He was in by 11, out by 11:13.
This was not his first rodeo. He knew exactly what he was getting.
You can reread the host of posts I’ve made on this subject in this thread or not.I didn't see that published there. Really, I only brought it up as a math nerd footnote.
The real issue is that the data set is children who are sexually exploited and you said that the results apply to all sex workers, which they do not.