Search Results - "Biehn, Neil"
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1
A cruise ship is not a floating hotel
Published in Journal of revenue and pricing management (01-07-2006)“…The perception among individuals working in revenue management is that cruise ships are nothing more than floating hotels. Although the cruise and hospitality…”
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Journal Article -
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Compensating for order variation in mesh refinement for direct transcription methods
Published in Journal of computational and applied mathematics (15-12-2000)“…The numerical theory for Implicit Runge–Kutta methods shows that there can be order reduction when these methods are applied to either stiff or differential…”
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Journal Article -
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Numerically constructible observers for linear time-varying descriptor systems
Published in Automatica (Oxford) (01-03-2001)“…This paper examines the design of observers for linear time-varying descriptor systems. An observer is designed for which the observer estimates are also…”
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Journal Article -
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Some comments on DAE theory for IRK methods and trajectory optimization
Published in Journal of computational and applied mathematics (01-08-2000)“…It has been observed elsewhere in the literature that the activation of constraints in a trajectory optimization problem can lead to higher index DAEs. Several…”
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Journal Article -
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Implicit Runge-Kutta methods for stiff and constrained optimal control problems
“…The purpose of the research presented in this thesis is to better understand and improve direct transcription methods for stiff and state constrained optimal…”
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Dissertation
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Implicit Runge -Kutta methods for stiff and constrained optimal control problems
Published 01-01-2001“…The purpose of the research presented in this thesis is to better understand and improve direct transcription methods for stiff and state constrained optimal…”
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Dissertation -
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Observer design for linear time varying descriptor systems: numerical algorithms
Published in Proceedings of the 37th IEEE Conference on Decision and Control (Cat. No.98CH36171) (1998)“…Examines the design of observers for linear time varying descriptor systems for which the observer estimates are also physically correct in that they satisfy…”
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Conference Proceeding