The problem of asymmetric traffic, typical for modern wireless networks, can be solved in various ways depending on the applied duplexing schemes between uplink (UL) and downlink (DL) data delivery.
The superposition of the population balance models for agglomeration and grinding with the appropriate kernels leads to a system of partial differential equations, which can be solved in various ways numerically.
Although these issues have been solved in some extent via various methods, such as surfactant adsorption, polymer wrapping, surface modification, it still remains a great challenge for achieving high performance polymer nanocomposites as theoretically expected.
The thermal problems of most electronic components have been solved in recent years by installing various cooling equipments.
Cummins equation was assumed to be a good representation of the problem and was solved in time domain taking various factors into account.
The B. melitensis structure was solved in the presence of various nucleoside monophosphates (GMP and AMP) that show a similar binding mode, characterized by the nucleotide phosphate buried deep within the metal center of the enzyme and establishing most of the stabilizing interactions, while the ribose moiety and, even less so, the guanine/adenine base, are more loosely bound.
In general, this equation is solved in 2D delay Doppler space using various geometric descriptions of the corresponding DDM [61].
Various estimation problems can then be solved in terms of these functions.
The problem may be solved in 2014.
Disagreements were solved in consensus.
