Results 231 to 240 of about 380,240 (270)
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Dravidian Etymological Notes: Supplement to DED, DEDS, and DBIA, Pt. II
Journal of the American Oriental Society, 1972S21 Ta. accu ridge in a field; accu-kkattu (-kkatti-) to form a ridge around afield; accukkattu field with ridges, lands divided into beds to admit and retain water for the cultivation of paddy. Te. (inscr.) accu katfu seyu to make a ridge along the boundary. S22 Kur.
T. Burrow, M. B. Emeneau
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Discrete Event Dynamic Systems, 1992
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Ho, Y. C., Sreenivas, R. S., Vakili, P.
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zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Ho, Y. C., Sreenivas, R. S., Vakili, P.
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Machinery, 2019
Direct Energy Deposition (DED) processes, available for many years, are not yet widely available or used. Andrew Allcock spoke to Autodesk’s Kelvin Hamilton, senior technical consultant, collaborative research & development projects, about the topic and what needs to change to see DED become more widely applied
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Direct Energy Deposition (DED) processes, available for many years, are not yet widely available or used. Andrew Allcock spoke to Autodesk’s Kelvin Hamilton, senior technical consultant, collaborative research & development projects, about the topic and what needs to change to see DED become more widely applied
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[1993] Proceedings IEEE International Conference on Robotics and Automation, 2002
The local optimality (LO) property for discrete event dynamic systems (DEDS) modeled using Petri nets (PNs) is presented. If a system is divided into independent subsystems and if the optimal behavior of these subsystems guarantees the optimal behavior of the whole system, then this system possesses the LO property.
A. Ramirez, J. Campos, M. Silva
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The local optimality (LO) property for discrete event dynamic systems (DEDS) modeled using Petri nets (PNs) is presented. If a system is divided into independent subsystems and if the optimal behavior of these subsystems guarantees the optimal behavior of the whole system, then this system possesses the LO property.
A. Ramirez, J. Campos, M. Silva
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2022
We explain the tracing of groundwater in the Charmant Som (massif de la Chartreuse, Isère) using fluorescent dyes, completed in 2022.
Urruty, Benoît +9 more
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We explain the tracing of groundwater in the Charmant Som (massif de la Chartreuse, Isère) using fluorescent dyes, completed in 2022.
Urruty, Benoît +9 more
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DEDS Simulation Model Development
2007This chapter introduces a number of traditional approaches for the development of simulation models. The simulation model associated with a modelling and simulation project is a computer program that captures the structural and behavioural details of the SUI as specified by the conceptual model.
Louis G. Birta, Gilbert Arbez
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DEDS Stochastic Behaviour and Modelling
2013This chapter is devoted to the modelling and simulation process within the domain of discrete-event dynamic systems (DEDS). This chapter provides a foundation for these discussions by exploring a variety of key topics. To a large extent the discussion is dominated by considerations relating to the inherently stochastic nature of the DEDS domain. Within
Louis G. Birta, Gilbert Arbez
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Knowledge-Based Control of DEDS
IFAC Proceedings Volumes, 1996Abstract An alternative approach to the discrete-event dynamic systems (DEDS) control is presented. Petri nets are used to express analytically the DEDS model and to represent knowledge about the control task specifications. Both the DEDS model and the knowledge base are simultaneously used in the procedure of the control system synthesis.
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DEDS control synthesis problem solving
2004 2nd International IEEE Conference on 'Intelligent Systems'. Proceedings (IEEE Cat. No.04EX791), 2004An approach to solving the problem of control synthesis of discrete event dynamic systems (DEDS) is presented in this paper. DEDS are expected here to be modelled by means of the ordinary Petri nets (PN) defined e.g. by Murata (1989) and Peterson (1981). Directed graphs (DG) described e.g.
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