The phrase "availability maximization" is correct and usable in written English.
It can be used in contexts related to optimizing resources, services, or products to ensure they are available to users or customers as much as possible.
Example: "Our goal for this quarter is availability maximization to improve customer satisfaction and reduce downtime."
Alternatives: "resource optimization" or "accessibility enhancement".
The objectives: maximization of availability change, minimization of entropy creation, are formulated as large linear programming problems, whose solutions provide two bounding structures for the sector.
In addition to maximization of system availability, the decision maker also oftenly requires that the cost of the system is minimized simultaneously.
Three objective functions have been considered: The maximization of the thermodynamic availability change, the minimization of the lost work and the minimization of the feedstock consumption.
Gauss mixtures have gained popularity in statistics and statistical signal processing applications for a variety of reasons, including their ability to well approximate a large class of interesting densities and the availability of algorithms such as the Baum Welch or expectation-maximization (EM) algorithm for constructing the models based on observed data.
Therefore, the optimal tick size and, in turn, price discreteness, sufficient trading margins, and ensuring higher credit availability for reinvestments, are all issues of concern in the context of maximization of returns.
The revenue maximization at each PU faces a unique challenge due to time-varying spectrum availability.
According to Sun et al. [ 38], the high availability of ATPs, along with the lack of other NTPs in cells, leads to the maximization of the use of adenines in the third codon position in order to increase the efficacy of the transcription.
In this case, the maximization problem reduces to the form (12). subject to constraints on power, CPU, and network availability.
The availability of the closed-form expression (14) allows us to implement EM efficiently, i.e. with an explicit maximization problem that is solved numerically at all iterations.
We have developed three algorithms, namely, Equipment Classification Algorithm (ECA), Context Aware Room Energy Utilization (CAREU), and Availability based Management Algorithm (AMA), for dynamic energy management to attain energy sustainability of smart buildings, and optimization models for profit maximization in smart buildings.
