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Modeling COVID-19 pneumonia and COVID-associated pulmonary aspergillosis: sensitivity analysis and optimal control. [PDF]
Ankamma Rao M +5 more
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A Review: Absolute Linear Encoder Measurement Technology. [PDF]
Zhao M, Yuan Y, Luo L, Li X.
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Step-stress accelerated degradation test for Inverse Gaussian process based on M-optimality criterion. [PDF]
Tang J, Zhou H.
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The insulated conductivity problem, effective gradient estimates and the maximum principle
Mathematische Annalen, 2021We consider the insulated conductivity problem with two unit balls as insulating inclusions, a distance of order $$\varepsilon $$ ε apart. The solution u represents the electric potential. In dimensions $$n \ge 3$$ n ≥ 3 it is an open problem to find the
B. Weinkove
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The principle of maximum entropy
The Mathematical Intelligencer, 1985The authors point out that the ''principle of maximum entropy'' can be considered as a variational principle which has applications in statistical mechanics, in decision theory, in pattern-recognition and in time-series analysis. They explain this principle as follows: From the set of all probability distributions (for instance, the possible ...
Silviu Guiasu, Abe Shenitzer
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, 2012
This chapter represents the basic concepts of Classical Optimal Control related to the Maximum Principle. The formulation of the general optimal control problem in the Bolza (as well as in the Mayer and the Lagrange) form is presented. The Maximum Principle, which gives the necessary conditions of optimality, for various problems with a fixed and ...
V. Boltyanski, A. Poznyak
semanticscholar +3 more sources
This chapter represents the basic concepts of Classical Optimal Control related to the Maximum Principle. The formulation of the general optimal control problem in the Bolza (as well as in the Mayer and the Lagrange) form is presented. The Maximum Principle, which gives the necessary conditions of optimality, for various problems with a fixed and ...
V. Boltyanski, A. Poznyak
semanticscholar +3 more sources

