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Optimum Designs for Optimum Mixtures in Multiresponse Experiments
Communications in Statistics - Simulation and Computation, 2013Optimal designs for estimating the parameters and also the optimum factor combinations in multiresponse experiments have been considered by various authors. However, till date, in mixture experiments optimum designs have been studied only in the single response case.
Nripes Kumar Mandal, Manisha Pal
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SIAM Journal on Computing, 1977
The construction problems of optimum sequence trees (or digital search trees) are considered in the following frameworks: 1. construction of optimum trees from a set of keys, 2. transformation of an arbitrary tree into an optimum one, 3. optimum insertions of keys into an optimum tree, 4.
Masahiro Miyakawa +3 more
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The construction problems of optimum sequence trees (or digital search trees) are considered in the following frameworks: 1. construction of optimum trees from a set of keys, 2. transformation of an arbitrary tree into an optimum one, 3. optimum insertions of keys into an optimum tree, 4.
Masahiro Miyakawa +3 more
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Which sub-optimum receiver is optimum?
Proceedings of 1994 IEEE International Symposium on Information Theory, 2002We deal with the optimization of a convolutional coder for a system with reduced complexity receivers used for coded continuous phase modulated signals. A code search procedure called the optimum transmitter concept is discussed. The results of the systematic code optimization procedure for convolutional codes with rates r=1/2 and r=2/3 combined with ...
R. Bobrowski, W. Holubowicz
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Optimum reliabilities and optimum design
Structural Safety, 1986Abstract The designer's task is to optimize. Designing for an intuitively fixed reliability is almost as arbitrary as designing for an intuitively fixed safety factor. Efforts to improve the calculation of reliabilities of proposed designs are commendable but sterile unless we take the additional step of optimizing the design reliabilities associated
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Clinical Hemorheology and Microcirculation, 2016
The hematocrit (Hct) determines the oxygen carrying capacity of blood, but also increases blood viscosity and thus flow resistance. From this dual role the concept of an optimum Hct for tissue oxygenation has been derived.
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The hematocrit (Hct) determines the oxygen carrying capacity of blood, but also increases blood viscosity and thus flow resistance. From this dual role the concept of an optimum Hct for tissue oxygenation has been derived.
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IEEE Transactions on Information Theory, 1969
The problem of minimizing mean-square quantization error is considered and simple closed form approximations based on the work of Max and Roe are derived for the quantization error and entropy of signals quantized by the optimum fixed- N quantizer. These approximations are then used to show that, when N is moderately large, it is better to use equl ...
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The problem of minimizing mean-square quantization error is considered and simple closed form approximations based on the work of Max and Roe are derived for the quantization error and entropy of signals quantized by the optimum fixed- N quantizer. These approximations are then used to show that, when N is moderately large, it is better to use equl ...
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On the Concept of Optimum Population
The Review of Economic Studies, 1969The economic welfare of a community is affected by policies that determine both the rate of capital accumulation and the rate of growth of population. The optimum size of population at any point is time will depend on the size of the existing capital stock and the optimum rate of savings will depend on the existing number of people.
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On Optimum and Nearly Optimum Data Quantization for Signal Detection
IEEE Transactions on Communications, 1984Summary: The application of companding approximation theory to the quantization of data for detection of coherent signals in a noisy environment is considered. This application is twofold, allowing for greater simplicity in both analysis and design of quantizers for detection systems.
Behnaam Aazhang, H. Vincent Poor
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Operations Research, 1971
The problem of finding the optimum partition of a set of objects into disjoint collectively exhaustive subsets has been treated by several authors as a special set-covering problem. This paper considers this problem when the objects can be represented as nodes in a directed acyclical network and the subsets of the partition define subnetworks of the ...
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The problem of finding the optimum partition of a set of objects into disjoint collectively exhaustive subsets has been treated by several authors as a special set-covering problem. This paper considers this problem when the objects can be represented as nodes in a directed acyclical network and the subsets of the partition define subnetworks of the ...
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Optimum structure with homogeneous optimum truss-like material
Computers & Structures, 2008This paper presents a concurrent topology optimization method to simultaneously achieve the optimum structure and material microstructure for minimum system compliance. Microstructure is assumed to be uniform in macro-scale to meet manufacturing requirements.
Gengdong Cheng, Ling Liu, Jun Yan
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