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The principles of scientific management
This work outlines Frederick Winslow Taylor's philosophy and practical applications of The Principles of Scientific Management. Taylor argues that the greatest loss suffered by the country is the waste of human effort due to industrial inefficiency, a ...
F. Taylor
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1996
Our study thus far points to the maximum principle as the fundamental principle of optimality and identifies the symplectic structure and the associated Hamiltonian formalism as the main theoretical ingredients required for its proper understanding. In this chapter we shall take that direction to its natural end and ultimately arrive at a geometric ...
V. N. Afanas’ev +2 more
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Our study thus far points to the maximum principle as the fundamental principle of optimality and identifies the symplectic structure and the associated Hamiltonian formalism as the main theoretical ingredients required for its proper understanding. In this chapter we shall take that direction to its natural end and ultimately arrive at a geometric ...
V. N. Afanas’ev +2 more
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1997
The concept of information can be successfully utilized for the adaptation of a probability distribution to empirical data. In order to proceed to the formulation of the corresponding principle, let us first recall the expression for the empirical probability density for the case when all the samples are distinct $$fe\left( x \right) = \frac{1}{N ...
Igor Grabec, Wolfgang Sachse
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The concept of information can be successfully utilized for the adaptation of a probability distribution to empirical data. In order to proceed to the formulation of the corresponding principle, let us first recall the expression for the empirical probability density for the case when all the samples are distinct $$fe\left( x \right) = \frac{1}{N ...
Igor Grabec, Wolfgang Sachse
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Maximum Principles for Nonlinear Fractional Differential Equations in Reliable Space
Progress in Fractional Differentiation and Applications, 2020semanticscholar +1 more source
1972
The values that an analytic function assumes in the different parts of its domain of existence are related to each other : they are connected by analytic continuation and it is impossible to modify the values in one part without inducing a change throughout.
George Pólya, Gabor Szegö
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The values that an analytic function assumes in the different parts of its domain of existence are related to each other : they are connected by analytic continuation and it is impossible to modify the values in one part without inducing a change throughout.
George Pólya, Gabor Szegö
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2013
As an important application of BSDEs and FBSDEs, in this chapter we present a classical method of the Stochastic Control Theory, the stochastic maximum principle, the main technical tool in this book. We first present stochastic control of BSDEs and then much more complex stochastic control of FBSDEs.
Jakša Cvitanić, Jianfeng Zhang
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As an important application of BSDEs and FBSDEs, in this chapter we present a classical method of the Stochastic Control Theory, the stochastic maximum principle, the main technical tool in this book. We first present stochastic control of BSDEs and then much more complex stochastic control of FBSDEs.
Jakša Cvitanić, Jianfeng Zhang
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2001
In this and the next chapter we restrict our attention to a v-network N v satisfying the following.
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In this and the next chapter we restrict our attention to a v-network N v satisfying the following.
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Maximum Principles for k-Hessian Equations with Lower Order Terms on Unbounded Domains
Journal of Geometric Analysis, 2020T. Bhattacharya, Ahmed Mohammed
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9th IEEE International Workshop on Advanced Motion Control, 2006., 2006
In the beginning of the paper a short survey of development of the maximum principle is considered. In conclusion a sufficient condition of optimality in the form of the regular synthesis is formulated. This sufficient condition was recently obtained by the author.
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In the beginning of the paper a short survey of development of the maximum principle is considered. In conclusion a sufficient condition of optimality in the form of the regular synthesis is formulated. This sufficient condition was recently obtained by the author.
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