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                Erwin Schroedinger was a wunderkind, but he didn't discover the
                equation which bears his name until his late 30's. This is a
                rarity in physics, where many do their best work before the age
                of 30. He also chose an apolitical route during WWII, emigrating
                from Austria to the neutral country of Ireland for the duration
                of the war. He lived something of an unconventional life.
                While physicists are forever solving the Schroedinger
                Equation, popular culture remembers him for a gedankenexperiment
                he thought up to explain quantum mechanics on a macroscopic scale.
               
              
                 
              
              
                Being somewhat daft and used to
                animals on O'Reilly books
                in my computer science classes, I just thought the cat on the
                back of my college quantum mechanics textbook was asleep. It's not. It's dead.
                In Schroedinger's gendankenexperiment the cat is in a box into
                which prussic acid has possibly been released by the radioactive
                decay of some element. Until you look in the box, that is, conduct
                an experiment, the cat is a superposition of live cat and dead
                cat. Since when exactly radioactive decay occurs is indeterminate,
                one can only calculate the probability that it has occurred or not
                occurred and thus the probability that the cat is dead or alive.
                When you open the box and take a look, you collapse the
                wavefunction.
               
              
                The assumption is, of course, that you can open the box. And that
                you want to. Philosophers have had a field day surrounding the
                interpretation of the experiment. My  description of it even
                belies my own leanings I would imagine.
               
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