Comment on "An improved strategy for a counterfeit coin problem" by Winkelmann, K. Published in: IEEE Transactions on Information Theory ( Volume: 28 ...
'K. Winkelmann, “An improved strategy for a counterfeit coin problem,”. IEEE Trans. Inform. Theory, vol. IT-28,'no. 1, pp. 120-122, Jan. 1982. identifying ...
Comment on 'An improved strategy for a counterfeit coin problem' by Winkelmann, K · D. G. Mead. Computer Science. IEEE Trans. Inf. Theory. 1982. Add to Library.
D. G. Mead: Comment on 'An improved strategy for a counterfeit coin problem' by Winkelmann, K.. IEEE Trans. Inf. Theory 28(1): 122- (1982).
Abstract. Mead, in a recent paper, considers the problem of minimizing the average number of weighings required using a balance to find one counterfeit light ...
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K. Winkelmann. An improved strategy for a counterfeit coin problem. IEEE Trans. Inform. Theory, 28 (1982), pp. 120-122. View in Scopus Google Scholar. Cited by ...
Mar 13, 2023 · a) Find an upper bound on the number of coins n so that k weighings will find the counterfeit coin (if any) and correctly declare it to be ...
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Jan 22, 2024 · The main idea is that there are 12 coins. You know exactly one of them is counterfeit (which will cause it to weigh different than a real coin), ...
Missing: strategy Winkelmann,
There Must Be a Better Way!: Life Coaching Strategies for Successful Living|Yossi Ives. Scanning Probe Microscopes: Applications in Science and Technology ...
We give an answer to this question for sequential and nonsequential strategies and we will consider the problem of more than one counterfeit coins. 1 ...
Missing: improved Winkelmann,