Results 21 to 30 of about 5,329,290 (309)
Extended Mean Field Control Problems: Stochastic Maximum Principle and Transport Perspective [PDF]
We study Mean Field stochastic control problems where the cost function and the state dynamics depend upon the joint distribution of the controlled state and the control process.
Beatrice Acciaio +2 more
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Optimal Control of Quantum Systems by Pontryagin Maximum Principle
Optimal control provides powerful tools and concepts that can be applied to control quantum systems. It has been used extensively to improve the performance of quantum processes in a variety of active areas in quantum technologies. This paper reviews the
Nahid Binandeh Dehaghani +1 more
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A Global Stochastic Maximum Principle for Fully Coupled Forward-Backward Stochastic Systems [PDF]
We study a stochastic optimal control problem for fully coupled forward-backward stochastic control systems with a nonempty control domain. By introducing the first-order and second-order variational equations which is a fully-coupled FBSDEs, and ...
Mingshang Hu, Shaolin Ji, Xiaole Xue
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Objective Bayesianism and the Maximum Entropy Principle
Objective Bayesian epistemology invokes three norms: the strengths of our beliefs should be probabilities; they should be calibrated to our evidence of physical probabilities; and they should otherwise equivocate sufficiently between the basic ...
Jon Williamson, Jürgen Landes
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Maximum Entropy Principle in Image Restoration
Many imaging systems are faced with the problem of estimating a true image from a degraded dataset. In such systems, the image degradation is translated into a convolution with a Point Spread Function (PSF) and addition of noise.
PETROVICI, M.-A., DAMIAN, C., COLTUC, D.
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Maximum principle for problem of circuit optimisation
The solution of a problem of circuit optimisation for minimum possible CPU time is obtained on the basis of the maximum principle of Pontryagin. It is shown that the effect of acceleration of the optimisation process that was studied earlier coincides ...
A. Zemliak
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The Pontryagin Maximum Principle in the Wasserstein Space [PDF]
We prove a Pontryagin Maximum Principle for optimal control problems in the space of probability measures, where the dynamics is given by a transport equation with non-local velocity. We formulate this first-order optimality condition using the formalism
Benoît Bonnet, Francesco Rossi
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A parabolic analogue of Finn's maximum principle
We obtain a parabolic analogue of the well-known maximum principle established by R. Finn for solutions of the minimal surface equation.
Vasyl V. Kurta
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A Pontryagin Maximum Principle in Wasserstein spaces for constrained optimal control problems [PDF]
In this paper, we prove a Pontryagin Maximum Principle for constrained optimal control problems in the Wasserstein space of probability measures. The dynamics is described by a transport equation with non-local velocities which are affine in the control,
Benoît Bonnet
semanticscholar +1 more source
Belief Reliability Distribution Based on Maximum Entropy Principle
Belief reliability is a new reliability metric based on the uncertainty theory, which aims to measure system performance incorporating the influences from design margin, aleatory uncertainty, and epistemic uncertainty.
Tianpei Zu +3 more
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