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这篇短文是对论文1的补充,同时也是对论文2中一些论点的答复,我们强调的一点是在久保公式中首先令ν→∞,然后令△t→∞,就会得到正确的输运系数,依据趋近平衡的理论来表达输运系数能使之充分确定,而在力学形式体系中它是不确定的,并且指出在输运理论中引进宏观流算符是不必要的。This short note is a supplement of ref. 1, it also replies some points in the paper 2. We emphasize that in the kubo formula if we let v →∞ first and then △t→∞, the correct transport coefficient will be obtained. Expressing the transport coefficient according to the theory of approach to equilibrium can make the coefficient, which is indefinite in mechanical formalism, well definite. It is pointed out that to introduce the macroscopic current operator into the transport theory is unnecessary.







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