The paper determines an interpretation of Leibniz’s report of space that extends further the predominant translations in terms of the relevance of space, place the latter is mainly implicit through the differential outlook of each monad’s foreign denominators. This is attained by a all-encompassing explication of the principle of indiscernibles, the annulling of the principle of neighborhood, the advanced beginning of entelecheia in late Leibniz, and the character of the perception of each unit, which admit to discover in Leibniz’s plan of space the desire of the hologram, and the holographic interconnectedness of things in outer space.
Author(s) Details:
Kyriaki Goudeli,
Department
of Philosophy, University of Patras, Greece.
Please see the link here: https://stm.bookpi.org/ACST-V6/article/view/12134
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