T
The Wogster
Guest
gds wrote:
> Clive George wrote:
>
>>Um - no?
>>
>>If the total number of injuries severe enough to require hospital treatment
>>remains the same regardless of the fact that more helmets are being worn,
>>that indicates to me that wearing a helmet doesn't affect my chance of
>>getting seriously hurt in x years/km of cycling - the measure I mentioned
>>above as being the important one.
>>
>>The problem with the hypothesis you present above - that helmets make some
>>accidents minor and hence unreported - is that there doesn't appear to be a
>>corresponding reduction in the serious injuries suffered. If the number of
>>accidents remained the same, the helmets aren't working. If the helmets are
>>working, the number of accidents has gone up. Either way the chance of
>>getting a serious injury - which is as I may have said before, the only
>>important factor here - is not reduced.
>>
>
>
> Not quite! Despite prsentations on the effect of mandatory helmet laws
> and decreased ridership in some areas there is also separate data
> showing that, for example, in the US bicycle ridership has increased
> during the same time that helmet sales and use increased (no mandatory
> effect). Call it the Lance effect or whatever ( a few years ago it was
> the Greg Lemond effect). So, we also need to understand the
> denominator. If bicycle miles and/or time increased during the period
> in which helmet use increased you could have the result that the same
> number of serious accidents represented a smaller accident rate and you
> could hypothesize that the rate reduction was due to helmet use.
There are so many factors, that you can't take a specific factor in a
vaccuum when extrapolating gross numbers. For example mandatory helmet
laws (MHL), may reduce cycling by 30%, but the price of gasoline heading
over $1/L might raise cycling by 5%. Bike races, and other activities,
can also increase cycling by a percentage. Weather can also be a
factor, in nice weather, cycling could increase considerably over the
short term. A mild winter, could also mean a very long season, for
example I went for a ride on January 2nd, about a month later then I
would have expected to be able to ride.
A larger percentage of riders, using ride types like trail riding and
dirt jumping, could raise the number of injuries considerably, even
though the number of injuries of riders of more traditional types, could
be considerably reduced.
What is considered a head injury? For example do you include only
concussion on up, or do you include scratches and abrasions to areas of
the head that the helmet could not hope to protect you from, like a
facial scratch. Do you include non-head injuries?
Anyone who has taken a basic statistics course, will have seen how
numbers can be manipulated to say anything the statistician wants them
to (or is paid to have them) say.
W
> Clive George wrote:
>
>>Um - no?
>>
>>If the total number of injuries severe enough to require hospital treatment
>>remains the same regardless of the fact that more helmets are being worn,
>>that indicates to me that wearing a helmet doesn't affect my chance of
>>getting seriously hurt in x years/km of cycling - the measure I mentioned
>>above as being the important one.
>>
>>The problem with the hypothesis you present above - that helmets make some
>>accidents minor and hence unreported - is that there doesn't appear to be a
>>corresponding reduction in the serious injuries suffered. If the number of
>>accidents remained the same, the helmets aren't working. If the helmets are
>>working, the number of accidents has gone up. Either way the chance of
>>getting a serious injury - which is as I may have said before, the only
>>important factor here - is not reduced.
>>
>
>
> Not quite! Despite prsentations on the effect of mandatory helmet laws
> and decreased ridership in some areas there is also separate data
> showing that, for example, in the US bicycle ridership has increased
> during the same time that helmet sales and use increased (no mandatory
> effect). Call it the Lance effect or whatever ( a few years ago it was
> the Greg Lemond effect). So, we also need to understand the
> denominator. If bicycle miles and/or time increased during the period
> in which helmet use increased you could have the result that the same
> number of serious accidents represented a smaller accident rate and you
> could hypothesize that the rate reduction was due to helmet use.
There are so many factors, that you can't take a specific factor in a
vaccuum when extrapolating gross numbers. For example mandatory helmet
laws (MHL), may reduce cycling by 30%, but the price of gasoline heading
over $1/L might raise cycling by 5%. Bike races, and other activities,
can also increase cycling by a percentage. Weather can also be a
factor, in nice weather, cycling could increase considerably over the
short term. A mild winter, could also mean a very long season, for
example I went for a ride on January 2nd, about a month later then I
would have expected to be able to ride.
A larger percentage of riders, using ride types like trail riding and
dirt jumping, could raise the number of injuries considerably, even
though the number of injuries of riders of more traditional types, could
be considerably reduced.
What is considered a head injury? For example do you include only
concussion on up, or do you include scratches and abrasions to areas of
the head that the helmet could not hope to protect you from, like a
facial scratch. Do you include non-head injuries?
Anyone who has taken a basic statistics course, will have seen how
numbers can be manipulated to say anything the statistician wants them
to (or is paid to have them) say.
W