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What Should Simulations Simulate?
Proceedings of the Human Factors Society Annual Meeting, 1983Both man-in-the-loop and computer simulations have become relatively mature technologies and are used quite extensively in human-machine systems analysis and design. As simulation becomes more mature and its application more routinized, the fundamental assumptions, both substantive and methodological, upon which simulations rest are sometimes ...
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European Journal of Vascular and Endovascular Surgery, 2021
Fiona M, Kerray, Andrew L, Tambyraja
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Fiona M, Kerray, Andrew L, Tambyraja
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2014
Validation is a very important, but not the sole criterion based upon which simulators should be evaluated. In this chapter, we propose three sets of evaluation criteria to assess the appropriateness of simulators to train arthroscopic skills: Wishes from the arthroscopic community (Chap.2), general requirements for medical simulators and validation ...
Tuijthof, G. J., Rees, J. L.
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Validation is a very important, but not the sole criterion based upon which simulators should be evaluated. In this chapter, we propose three sets of evaluation criteria to assess the appropriateness of simulators to train arthroscopic skills: Wishes from the arthroscopic community (Chap.2), general requirements for medical simulators and validation ...
Tuijthof, G. J., Rees, J. L.
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Methodology And Computing In Applied Probability, 2001
Perpetuity is the random variable \(Y=1+W_1+W_1W_2+W_1W_2W_3+\dots\), where \(W_i\) are independent nonnegative identically distributed random variables with the mean value less than one for all \(i\). It occurs in many fields (financial mathematics, hydrology, insurance and Hoare's selection algorithm).
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Perpetuity is the random variable \(Y=1+W_1+W_1W_2+W_1W_2W_3+\dots\), where \(W_i\) are independent nonnegative identically distributed random variables with the mean value less than one for all \(i\). It occurs in many fields (financial mathematics, hydrology, insurance and Hoare's selection algorithm).
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Proceeding of the 2001 Winter Simulation Conference (Cat. No.01CH37304), 2001
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