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The more I studied mathematics, the more I was struck by its utility--the way it seemed to model physical situations so naturally.
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These exact solutions play a key role when it comes to building general-relativistic models of physical situations.
Integral equations are used as mathematical models for many physical situations, and integral equations also occur as reformulations of other mathematical problems, such as partial differential equations and ordinary differential equations.
A theoretical model of the physical situation is presented and its predictions are compared with the experimental data.
The single framework rule prohibits combining incompatible frameworks; it does not assert that there is just one correct framework to use in modeling a particular physical situation.
While typical RMS error analysis methods provide a sense of the models overall abilities, they do not specifically address physical situations critical to operations, i.e., how well does the model specify when a high differential charging state is probable.
We argue that genuine language understanding in machines will similarly require an imagistic modeling capacity enabling fast construction of instances of prototypical physical situations and events, whose participants are drawn from a wide variety of entity types, including animate agents.
The present paper examines on the basis of the spontaneous fast reconnection model how the fast reconnection mechanism develops in a variety of physical situations.
The use of the conventional advection diffusion equation in many physical situations has been questioned by many investigators in recent years and alternative diffusion models have been proposed.
Also, many physical situations were observed using anomalous diffusion.
Heat transfer due to convection arises in many physical situations.
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CEO of Professional Science Editing for Scientists @ prosciediting.com