关于在p表象中■=i/p算符的推导

On the derivation of the functor ■=i/p in the p-representation

对算符■在p表象中的形式作了简要推演,指出量子力学中表象理论的价值所在,以及在具连续本征值的x及p表象中,矩阵表示的一种等价表述.

The expression of functor x^ in the p-representation is derived and evolved in brief. Theory of the representation in the Quantum Mechanics is valuable. It is given the equivalent expression of a matrix with the continuous eigen value x and the p-representation.