My bold criticism might anger the hot air balloon people, which would be a real concern if any of them lived along a very narrow line directly upwind of me.
alt-text:
A chart that categorizes various modes of transportation based on their practicality and danger level:
Zone of Practicality:
Trains
Airliners
Boats
Walking
Cars
Scooters
Bicycles
Zone of Specialty and Recreational Vehicles:
Motorcycles
Helicopters
Light aircraft
Go karts
Skateboards
Rollerblades
Skis
Unicycles
Sleds
Bumper cars
?????:
Hot air balloons
“Hot air balloons are the optimal mode of transportation, if your optimization algorithm has a sign error.”
Well, what I want to know is "Am I going to die today?". The distance traveled is irrelevant to answer that question. The only reason to add that to the equation is to make air travel look safer.
I honestly think you are showing a fundamental lack of understanding of statistics.
"Per trip" is a horribly poor metric. Because there is a fundamental difference between a trip down to the store, or a cross country trip, even with a car. Also it would be extremely dependent on where you are going, where you live etc. etc.
For the discussion to have any meaning you have to abstract it to a metric that makes sense for all people, or else you would have to also figure in where you usually travel, how good a driver you are etc etc etc.
At that point its a completely meaningless semantics exercise because for instance taking a plane to work is not realy valid for me since i live in the same city as i work... Or lets do it the other way around: If i need to go to Spain tomorrow, its safer for me to fly then to drive there. (This is based on your own sources)
But per mile measurement for flying implies that every mile of a flight is equally dangerous, but the truth I'd that it is most dangerous to start or land, which is a per trip occurrence. The take off and landing is equally dangerous whether you travel a long or short distance in between.
It's still a terrible metric to compare the safety of modes of transport and the Wiki article just below the table explains it well:
The first two statistics are computed for typical travels by their respective forms of transport, so they cannot be used directly to compare risks related to different forms of transport in a particular travel "from A to B". For example, these statistics suggest that a typical flight from Los Angeles to New York would carry a larger risk factor than a typical car travel from home to office. However, car travel from Los Angeles to New York would not be typical; that journey would be as long as several dozen typical car travels, and thus the associated risk would be larger as well. Because the journey would take a much longer time, the overall risk associated with making this journey by car would be higher than making the same journey by air, even if each individual hour of car travel is less risky than each hour of flight.
If people made similar trips with cars as they do with airplanes, cars would lose in the per journey metric big time.