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Specifically, we formulate a wireless sum-rate maximization problem for constrained fronthaul capacity and provide a heuristic algorithm that targets at obtaining optimal beamforming configuration and bandwidth allocation.
By employing the contention matrix to represent the wireless link interference, we formulate a utility maximization problem for the joint multi-path routing and MAC scheduling and resolve it using the primal dual method.
Integer linear programming algorithms solve the modularity maximization problem for small graphs [16, 18].
We pose a maximization problem for each time window as follows.
This paper studied the profit maximization problem for cloud service providers using a dynamic pricing model.
Scutari et al. [15] provide a unified framework for the noncooperative mutual information maximization problem for MIMO interference systems.
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In this article, we are interested in the following maximization problems: For u Schwarz symmetric, k 1, ℓ 1, k 2, ℓ 2 > 0 ; sup { I ( u, v ) : v ∈ C ( k 1, ℓ 1 ) } (I1).
We solve the offline and online throughput maximization problems for an energy harvesting multi-way relay channel with a half-duplex relay and L clusters, each composed of K source nodes.
It is noted that the solutions for the offline and online throughput maximization problems for the multi-way relay channel also provide solutions for its special cases, e.g., the multi-pair two-way relay channel, the two-way channel, and others.
Having derived the feasible rate regions for air interfaces with orthogonal resource assignment and a convex approximation for interference limited radio access technologies we introduced a convex utility maximization problem formulation for heterogeneous scenarios.
This solution is obtained from the network sum-rate maximization problem approximation for very high SNR and under the hypothesis of a ZF applied at all receivers.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com