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, 1994 The preservation and quality of foods have always been important to consumers. The main aim of traditional preservation methods is to ensure long shelf-life.
Ahvenainen, Raija +3 more
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A minimal description for pH processes
Proceedings of the 40th IEEE Conference on Decision and Control (Cat. No.01CH37228), 2002This paper presents a minimal description for pH processes. The model is strictly based in the physical balance equations of mass and charge. Observability conditions for the unknown influent and re-agent concentrations inside a continuously stirred tank reactor (CSTR) are derived.
José Luis Rodríguez, Kenneth A. Loparo
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Power minimization in heterogeneous processing
Proceedings of HICSS-29: 29th Hawaii International Conference on System Sciences, 1996Optimizing power during the partitioning and scheduling of tasks on to multiple heterogeneous VLSI processors is an important new problem. This paper presents a new methodology and initial analysis of power in heterogeneous systems for real-time computationally-intensive applications. Minimization of latency and interprocessor communication are studied
Catherine H. Gebotys, Robert J. Gebotys
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Probability property of minimal process
2017 IEEE/ACIS 16th International Conference on Computer and Information Science (ICIS), 2017For Markov chain in stochastic process model, bilateral birth and death process is a typical Markov chain. To endow the track structure of birth and death with clear probability direct meaning and make in-depth research on the quantity, it is extremely significant to research the probability property of minimal process.
Xianhong Xu, Qinghan Kong, Cheng Tian
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On minimal representations of Rational Arrival Processes
Annals of Operations Research, 2011Let \(\nu \) be a row vector of size \(m\) and \({D_0}\) be a \(m \times m\) matrix. Then \((\nu ,{D_0})\) defines a matrix exponential distribution, if and only if \({F_{(\nu ,{D_0})}}(t) = 1 - \nu {e^{{D_0}t}}{\mathbf{1}}\) is a valid distribution function where \({\mathbf{1}}\) on the right-hand side is the unit column vector of appropriate size ...
Peter Buchholz 0001, Miklós Telek
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2018
Food are biological systems, in which microbiological growth and enzymatic and chemical reactions are constantly taking place causing deterioration and quality losses. These unwanted phenomena must be controlled in order to preserve fruits for longer times.
Zamantha Escobedo-Avellaneda +4 more
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Food are biological systems, in which microbiological growth and enzymatic and chemical reactions are constantly taking place causing deterioration and quality losses. These unwanted phenomena must be controlled in order to preserve fruits for longer times.
Zamantha Escobedo-Avellaneda +4 more
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The Wrench as a Minimization Process
International Journal of Mathematical Education in Science and Technology, 1973Summary The pitch and central axis of the wrench equipollent to a general load system are obtained by means of a minimization process. Firstly the load system is reduced to a point force and a point couple and the critical points of the expression for the couple are found.
S.M. Vogel, D.C. Leigh
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1988
Assume that X(ω) = {x{t, ω), t < σ(ω)} is a homogeneous denumerable Markov process defined on a complete probability space (Ω, F, P), with the denumerable set E = {1, 2, ⋯} as its minimal state space, (p ij (t), t ≥ 0, i,j∈E) as its standard transition probability matrix, and assume its Q matrix satisfies the relation: $$0 < \,{q_i}\, \equiv \, - \,{
Hou Zhenting, Guo Qingfeng
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Assume that X(ω) = {x{t, ω), t < σ(ω)} is a homogeneous denumerable Markov process defined on a complete probability space (Ω, F, P), with the denumerable set E = {1, 2, ⋯} as its minimal state space, (p ij (t), t ≥ 0, i,j∈E) as its standard transition probability matrix, and assume its Q matrix satisfies the relation: $$0 < \,{q_i}\, \equiv \, - \,{
Hou Zhenting, Guo Qingfeng
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