smeggy wrote:
Of course there are ways to find out, as any half decent statistician will tell you:
- Disregard the random spate and compare the long-term before and after
- Site cameras randomly (do not place at temporal hotspots)
- Use Empirical Bayes methods.
No. There are no ways to prove it. There are ways to formulate statistics based on theories, but you end up coming down to odds and percentages. Which are very useful for clouding the argument.
smeggy wrote:
Wrong. People can speed at camera sites and still do, obviously you’ve not been considering my posts properly. And yes it does matter how the accident rate went down; if a method is successful then it should be rolled out, if not then it must be ended such that the resource can be allocated elsewhere which could yield real benefit..
That's an interesting conclusion. Does speeding (above the limit) not reduce at camera sites then? Either people are panic braking or they aren't. You can't claim both sides of the argument.
smeggy wrote:
What? Are you saying the road just suddenly became more dangerous? Either it was a random blip, even an impulse, or the camera was causing a danger, either way the camera was certainly ineffective – completely at odds with the previous quote. You can’t have it both ways..
No. You can see what I said quite clearly. You understand that averages are just that don't you? Of course you do, because you are using it in your argument. Just because there were 2 KSIs one year, doesn't mean that there will be 2 the next. There are lots of factors involved, which is exactly the point. Sometimes blips happen, sometimes traffic flow changes. Two examples from many. In this situation, like I clearly said, one camera has been placed at one point along a 1-mile stretch of narrow, sometimes heavilt congested and sometimes fast, road. The figures are taken from the whole length.
You don't understand this one thing or the other issue do you? It's very basic, and might help your understading. Things change, there are several factors, the reason cold be one, none, several or all. Any combination. It's really very simple to understand. Unless you want to cloud the argument. By choosing two options as you have in this instance, ignored the rest, and then deciding on the one that you like. That's not good arguing.
smeggy wrote:
Jub Jub wrote:
A few miles down the same road a camera has been placed outside of a college entrance. The KSI rate here was massive before the camera, and there has been a big reduction since the camera was installed. I have witnessed the aftermath of several of these, whether it be the presence of the emergency services, the flowers, or the reports in the local paper. It is inarguable that this was not a real danger spot. See? -it works because it is in a position where accidents are concentrated.
A case of bias on selection – by your own admission. RTTM cannot be discounted too.
Dear me. I'm not saying anything can be discounted. Again, you choose whichever factors you wish to ignore, to suit your argument. In this way you can try to discount the effectiveness of the camera. You can try, but you can't prove it. Especially if you don't consider all the factors. It could be bias on selection, it could be RTTM, it could be other things, it could be a combination, it could be none. It is naive to decide, as you do, that it is down to one factor, and discount the rest. You are allowed to make concessions without losing an argument. In fact, making concessions put weith behind you.
smeggy wrote:
Jub Jub wrote:
We can all play with stats forever,
This is not playing with numbers. The interpretation is pure and simple; there are no two ways around it.
- There are not enough accidents where speed cameras could have made any difference (the damming DfT analysis).
- The phenomenon of RTTM is now widely understood and accepted.
The resulting conclusion is inevitable.
It occurs to me that you don’t really understand the phenomenon of RTTM, or at least you are not going to acknowledge it – even though the DfT has!
It further occurs to me that you know you cannot counter my argument based on the simple science and hard data (it was you who asked for the evidence, which I happily gave); instead you reply with woolly ‘yeah but no but maybe’ type responses, completely disregarding what is so logical. It must be impossible for the unbiased reader to consider you to be truly open-minded when you cannot accept what is so
unpatently obvious, so I believe I’ve done enough here.
No doubt you’re going to have the last word but I doubt it will matter as it’s now clear you are not posting in good faith.
Ha ha ha. I understand data. You don't. You think that 'hard data' means that you can then draw definite conclusions from the statistics. You can't. Which is easy to prove, as to prove your argument you use the 'raw data' to draw your own irrefutable conclusions. the other side uses 'hard data' and suddenly it is ok to claim that other factors aren't being considered, and that the hard data doesn't prove the conclusions that your opponent is correct.
I have never disounted RTTM.
If you take away all the stats and data, all you are left with is the old "I'm right, because of this and this, and will ignore anything else you suggest that needs consideration. You are wrong because you don't consider what I am suggesting."
Any discussion involving facts needs to start at the very basic understanding that you are only ever talking about probabilities. You seem to be able to grasp this with your opponents argument, but won't accept it for your own. Pretty poor really.
BTW if you get no response today, it is not because I have condeded defeat. I'm going to give up at some point, because this isn't getting us anywhere, and there are some blinkers involved in your part. I have no agenda at all. You do, and it would do you good to remember that.
No, I'm off doing more interesting things that being a nerd on a forum. I'll leave the nerd hat hanging up for later.
