Rate and power allocation problem for SUs with QoS requirements and interference threshold constraint in CDMD-based CR system has been formulated as an optimization problem.
Using appropriate state transformations, the linearized system has been formulated as a well-posed infinite-dimensional system with bounded input and output operators.
The boundary conditions of the ordinary differential equation governing the lateral deflections and slope due to bending of the beam system including the shear force term, due to the sub-system, have been formulated.
These systems have been formulated and investigated to reveal the time evolution of uniform population distributions in their habitats.
Representative free volume theories of diffusion in polymer solvent systems have been formulated by Fujita and also by Vrentas and Duda.
Processes leading to scaling laws in size distributions in natural systems have been formulated as growth models [23], [24].
The linear feedback control problem for nonlinear systems has been formulated under optimal control theory viewpoint.
The linear feedback control problem for nonlinear systems has been formulated under the viewpoint of dynamic programming.
A set of design guidelines that should be considered during the conceptual stage of recycle systems has been formulated.
A parsimonious model of such a system might have been formulated with abstract negative and positive feedback differentially influencing a simple kinetic proofreading scheme.
