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This models could be investigated and evaluated for different contexts.
This models N deposition at a nearby nature reserve.
This models also known as the law of Ostwald (Bird and Hassager 1987).
This models a secondary middle-range communication in the presence of primary users.
This models how a piece of information will likely be spread through a network over time.
This models need to be sufficiently fast in order to be suitable with optimization process.
This models the utility of snobs as negative and the linear function of the user base size.
This models the situation in which each of the sinks knows all but one of the messages transmitted by source node (see Figure 2).
This models the prototype implementation, where the local scheduler on each resource handles a set of requests scheduled by MMS on the specific resource.
This models the truncation in the local tomography setup, where the detector is not large enough to image the entire object support (N_2).
This models a variation, both in the real and imaginary parts of the weights, that is random with given variance, but proportional to the original value.
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CEO of Professional Science Editing for Scientists @ prosciediting.com