3,440 research outputs found
Maximum Euclidean distance network coded modulation for asymmetric decode-and-forward two-way relaying
Network coding (NC) compresses two traffic flows with the aid of low-complexity algebraic operations, hence holds the potential of significantly improving both the efficiency of wireless two-way relaying, where each receiver is collocated with a transmitter and hence has prior knowledge of the message intended for the distant receiver. In this contribution, network coded modulation (NCM) is proposed for jointly performing NC and modulation. As in classic coded modulation, the Euclidean distance between the symbols is maximised, hence the symbol error probability is minimised. Specifically, the authors first propose set-partitioning-based NCM as an universal concept which can be combined with arbitrary constellations. Then the authors conceive practical phase-shift keying/quadrature amplitude modulation (PSK/QAM) NCM schemes, referred to as network coded PSK/QAM, based on modulo addition of the normalised phase/amplitude. To achieve a spatial diversity gain at a low complexity, a NC oriented maximum ratio combining scheme is proposed for combining the network coded signal and the original signal of the source. An adaptive NCM is also proposed to maximise the throughput while guaranteeing a target bit error probability (BEP). Both theoretical performance analysis and simulations demonstrate that the proposed NCM can achieve at least 3 dB signal-to-noise ratio gain and two times diversity gain
Network coded modulation for two-way relaying
Network coding compresses multiple traffic flows with the aid low-complexity algebraic operations, hence holds the potential of significantly improving both the power and bandwidth efficiency of wireless networks. In this contribution, the novel concept of Network Coded Modulation (NCM) is proposed for jointly performing network coding and modulation in bi-directional/duplex relaying. Each receiver is colocated with a transmitter and hence has prior knowledge of the message intended for the distant receiver. As in classic coded modulation, the Euclidian distance between the symbols is maximized, hence the Symbol Error Ratio (SER) is minimized. Specifically, we conceive NCM methods for PSK, PAM and QAM based on modulo addition of the normalized phase or amplitude. Furthermore, we propose low complexity decoding algorithms based on the corresponding conditional minimum distance criteria. Our performance analysis and simulations demonstrate that NCM relying on PSK is capable of achieving a SER at both receivers of the NCM scheme as if the relay transmitted exclusively to a single receiver only. By contrast, when our NCM concept is combined with PAM/QAM, an SNR loss (<1.25dB) is imposed at one of the receivers, usually at the one having a lower data rate in a realistic different rate scenario. Finally, we will demonstrate that the proposed NCM is compatible with existing physical layer designs
Constraints on the energy spectrum of non-Hermitian models in open environments
Motivated by recent progress on non-Hermitian topological band theories, we
study the energy spectrum of a generic two-band non-Hermitian Hamiltonian. We
prove rigorously that the complex energy spectrum of such a non-Hermitian
Hamiltonian is restricted to the lower complex plane, provided that the
parameters of the Hamiltonian satisfy a certain constraint. Furthermore, we
consider one specific scenario where such a non-Hermitian Hamiltonian can
arise, namely a two-band model coupled to an environment, and show that this
aforementioned constraint orignates from very general physical considerations.
Our findings are relevant in the definition of the energy gap in non-Hermitian
topological band theories and also have implications on simulations of such
theories using quantum systems.Comment: 7 pages, 1 figur
Composite multi-vortex diffraction-free beams and van Hove singularities in honeycomb lattices
We find diffraction-free beams for graphene and MoS-type honeycomb
optical lattices. The resulting composite solutions have the form of
multi-vortices, with spinor topological charges (, ). Exact solutions
for the spinor components are obtained in the Dirac limit. The effects of the
valley degree of freedom and the mass are analyzed. Passing through the
van-Hove singularity the topological structure of the solutions is modified.
Exactly at the singularity the diffraction-free beams take the form of strongly
localized one-dimensional stripes.Comment: 4 pages, 6 figures, accepted for publication in Optics Letter
Coalitional Game Theoretic Approach for Cooperative Transmission in Vehicular Networks
Cooperative transmission in vehicular networks is studied by using
coalitional game and pricing in this paper. There are several vehicles and
roadside units (RSUs) in the networks. Each vehicle has a desire to transmit
with a certain probability, which represents its data burtiness. The RSUs can
enhance the vehicles' transmissions by cooperatively relaying the vehicles'
data. We consider two kinds of cooperations: cooperation among the vehicles and
cooperation between the vehicle and RSU. First, vehicles cooperate to avoid
interfering transmissions by scheduling the transmissions of the vehicles in
each coalition. Second, a RSU can join some coalition to cooperate the
transmissions of the vehicles in that coalition. Moreover, due to the mobility
of the vehicles, we introduce the notion of encounter between the vehicle and
RSU to indicate the availability of the relay in space. To stimulate the RSU's
cooperative relaying for the vehicles, the pricing mechanism is applied. A
non-transferable utility (NTU) game is developed to analyze the behaviors of
the vehicles and RSUs. The stability of the formulated game is studied.
Finally, we present and discuss the numerical results for the 2-vehicle and
2-RSU scenario, and the numerical results verify the theoretical analysis.Comment: accepted by IEEE ICC'1
A Cross-layer Perspective on Energy Harvesting Aided Green Communications over Fading Channels
We consider the power allocation of the physical layer and the buffer delay
of the upper application layer in energy harvesting green networks. The total
power required for reliable transmission includes the transmission power and
the circuit power. The harvested power (which is stored in a battery) and the
grid power constitute the power resource. The uncertainty of data generated
from the upper layer, the intermittence of the harvested energy, and the
variation of the fading channel are taken into account and described as
independent Markov processes. In each transmission, the transmitter decides the
transmission rate as well as the allocated power from the battery, and the rest
of the required power will be supplied by the power grid. The objective is to
find an allocation sequence of transmission rate and battery power to minimize
the long-term average buffer delay under the average grid power constraint. A
stochastic optimization problem is formulated accordingly to find such
transmission rate and battery power sequence. Furthermore, the optimization
problem is reformulated as a constrained MDP problem whose policy is a
two-dimensional vector with the transmission rate and the power allocation of
the battery as its elements. We prove that the optimal policy of the
constrained MDP can be obtained by solving the unconstrained MDP. Then we focus
on the analysis of the unconstrained average-cost MDP. The structural
properties of the average optimal policy are derived. Moreover, we discuss the
relations between elements of the two-dimensional policy. Next, based on the
theoretical analysis, the algorithm to find the constrained optimal policy is
presented for the finite state space scenario. In addition, heuristic policies
with low-complexity are given for the general state space. Finally, simulations
are performed under these policies to demonstrate the effectiveness
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