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  1. Monadology and Music.Soshichi Uchii - unknown
    In this paper, I will present an analogy between Leibniz’s Monadology and musical works. A musical work is usually written down in a score. It is divided into many voice parts, and for every part, it gives all musical information necessary for performance. Now, since any such score specifies all notes of that musical work, at once, it can be regarded as atemporal; musical time does not flow in a score. And it does not specify spatial relations among the voice (...)
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  • Monadology, Information, and Physics Part 3: Inertia and Gravity.Soshichi Uchii - unknown
    In Part 3, I will discuss the problems of inertia and gravity in Leibniz, and present three conjectures: If Leibniz were really ready to insist on relativity, he would have to assert the relativity of inertial motion. In Leibniz’s theories of dynamics and geometry, there was a struggle between his predilection for straight line and his adherence to an optimality principle. Gravity, as well as inertia, can be considered as a universal feature of the world, so that the foundation of (...)
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