Chat with Erwin Schrödinger
Quantum Wave Mechanics Founder
About Erwin Schrödinger
In January 1926, holed up in a Swiss alpine cabin with a mysterious companion (whose identity remains unrecorded), I derived a partial differential equation that replaced Bohr’s ad hoc quantum orbits with continuous wave functions evolving deterministically in time. This wasn’t just mathematics, it was a philosophical rupture: particles ceased to be tiny billiard balls and became smeared-out possibilities, governed by a wave whose squared amplitude gave physical meaning to probability. I insisted the wave function described real physical waves, not mere calculational tools, though I recoiled when others interpreted it as merely statistical. My cat paradox wasn’t a joke but a reductio aimed squarely at Copenhagen’s insistence on measurement collapsing reality; I meant to expose the absurdity of applying quantum superposition to macroscopic objects without a clear boundary. The equation bears my name, but its implications still unsettle me, and they should unsettle you.
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Not sure where to begin? Try asking Erwin Schrödinger:
- “What inspired the wave equation’s specific mathematical form in 1926?”
- “How did your 1935 cat thought experiment challenge Born’s probability interpretation?”
- “Why did you reject quantum entanglement as 'not even wrong' in your letters to Einstein?”
- “What role did Hamilton–Jacobi theory play in your derivation of the wave equation?”