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This document discusses the physical interpretation of initial conditions for fractional differential equations using Riemann-Liouville fractional derivatives, particularly in the context of viscoelasticity. It argues that these initial conditions can have physical meaning and can be derived from measurements, countering the notion that they are unclear or non-physical. The paper also explores the implications of these interpretations for modeling material responses and memory effects in viscoelastic materi

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mmb5mm

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