“…Loading patterns over multiple cell regions will be quite realistic for estimation of the infinite lattice cellular network, provided the multiple cell regions constitute planar subgraphs of the toroidal graph. To simulate this cellular system without boundary effects, we take the repeat tile and embed it on a torus [CaIr99]. The toroidal model is a natural and pertinent way of simulating and analyzing the behavior of the infinite cellular network using a finite model.…”
Section: Applications To Cellular Networkmentioning
This paper introduces a special graph family, together with an extensive characterization of some of its properties and two of its immediate applications.
“…Loading patterns over multiple cell regions will be quite realistic for estimation of the infinite lattice cellular network, provided the multiple cell regions constitute planar subgraphs of the toroidal graph. To simulate this cellular system without boundary effects, we take the repeat tile and embed it on a torus [CaIr99]. The toroidal model is a natural and pertinent way of simulating and analyzing the behavior of the infinite cellular network using a finite model.…”
Section: Applications To Cellular Networkmentioning
This paper introduces a special graph family, together with an extensive characterization of some of its properties and two of its immediate applications.
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