This discernibility of identicals does not violate Leibniz's Law, however, which concerns only individuals and is silent about their aspects. They are not in its domain of quantification. To argue that there are aspects I will appeal to the internal conflicts of conscious beings. I do not ...
We must distinguish between these concepts, first by noting that given two numerically distinct things that are "identical," by definition there can be no discernible differences between them. This Indiscernibility of Identicals may be simply an ideal concept. ...
contiguous character of their similarity. Genuinely logical, however, is only the principle of the indiscernibility of the identicals: if k and l are numerically identical, that is, they are simply different names for the same object, then k and l are exactly alike [36]....