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I study on quantum mechanics and I have question about operator.
In one dimension. How do we know ## \hat{x} = x## and ## \hat{p}_{x} = -i \bar{h} \frac{d}{dx} ##
When schrodinger was creating an equation, which later called "the schrodinger equation".
How does he know momentum operator equal to ## -i \bar{h} \frac{d}{dx} ## and position operator ## \hat{x} ## equal to ## x ## ?
In one dimension. How do we know ## \hat{x} = x## and ## \hat{p}_{x} = -i \bar{h} \frac{d}{dx} ##
When schrodinger was creating an equation, which later called "the schrodinger equation".
How does he know momentum operator equal to ## -i \bar{h} \frac{d}{dx} ## and position operator ## \hat{x} ## equal to ## x ## ?