In article <[email hidden]>,
Sandy said:Dans le message de news:[email hidden],
Mark Hickey <[email hidden]> a réfléchi, et puis a déclaré :Quoted message said:"Sandy" <[email hidden]> wrote:
A lot of words.
Sandy, I don't know if you just enjoy being obtuse, or reply just to
hear your keyboard click... but the subject at hand is very simple,
and not the psychodrama you're making it out to be.The question is: "has someone finally found a way to flex a solid
tetrahedron on the back of a bicycle several mm's?".Let's start with that, for a dumb, non-math, non-engineer.
I look at your words, and I look at the actual bicycle, and I don't see a
tetrahedron.
Tetra - four
Hedron - sides
I am not sure either of them actually pertain.
/Four/ - first, look at the attachment point to the main triangle. It's
distant from the point where the seatstays or the chainstays converge. So,
not being contrarian, but just an observer, I don't see a simple FOUR.
/Side/ - if you mean a regular plane, again, I don't see that except by
connecting the dots of the most outlying points. The surfaces described by
the curved chainstays and seatstays don't develop a "hedron". So, unless
the math actually covers the folds and waves of the projectible surfaces
(yes, of course, there are numerous potential results, unless you can
describe all the dimensions of all the edge components), you don't have the
second element.
You claim to be ignorant about these matters, then prove
it. What is the opposite of irony?
[...]
--
Michael Press