time-reversal dualityplanar lattice dualitycontact processinfectionThe contact process (CP) is a simple mathematical model for the spread of infection of a contagious disease. Though it has only nearest-neighbor interactions, phase transitions occur even in the one-dimensional system and non-equilibrium...
A compact broadband Edge-Line Coupler (ELC) based on Parity Time-reversal Duality (PTD) symmetry has been conceived, designed, constructed and measured. The coupler connects four PTD bifilar edge lines (BELs), recently introduced by the authors. The
In time reversal duality, pairs of networks have corresponding waveforms that are time reversed versions of each other. The relation linking a pair of generalized, nonlinear, time varying dynamical systems is derived. It is then applied to time invariant linear networks. Four types of time reversal...
Huang, Y. et al., “Joint beamforming and power control in coordinated multicell: Max-min duality, effective network and large system transition”, IEEE Transactions on Wireless Communications, vol. 12(6):2730-2742, 2013. Hunger, R. et al., “A General Rate Duality of the MIMO Multiple...
Since the waveform design structure is decoupled in the virtual uplink system and the uplink-downlink duality builds a bridge between the two systems, the iterative algorithm first solves the waveform design and power allocation in the virtual uplink system, and then uses the solution to ...
Time Symmetry Breaking, Duality and Cantorian Space-time Connections are drawn between the global thermodynamical interpretation of quantum mechanics and the reductionist Cantorian-fractal space-time approach. Th... MSE Naschie - 《Chaos Solitons & Fractals》 被引量: 86发表: 1996年 Noncommutative Sp...
We use two kinds of duality relations, the time-reversal duality and the planar lattice duality on the spatio-temporal plane, and give a good lower bound for the critical line of non-equilibrium phase transitions in the two-neighbor SCA. [References: 26]Katori M....
Time reversal and duality of Markov processes will play a key role in the stochastic theory of quantum physics. We first discuss time reversal of time-homogeneous Markov processes. To handle the time reversal and (space-time) duality of time-inhomogeneous Markov processes we will define the so-...
In time reversal (TR) duality, the waveforms of one network are time reversed versions of their counterparts in the dual network. There are four types of TR duality; in two of them the direction of power flow through a circuit is reversed. Models for the time reversal duals of active ...
The results are based on an identity between the contour of these random forests truncated up to T T and the duality property of L茅vy processes. This identity allows us to also derive other useful properties such as the distribution of the population size process conditional on the ...