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Table 2. Statistics of the multi-level preconditioner
"... In PAGE 5: ... In the table, the 5th and 6th columns indicate the total number of Newton iterations and Krylov iterations used in the Newton loop and by the GMRES solver, respectively, before the simulation convergence is reached. The performance of the proposed multi-level preconditioner is summarized in Table2 on the same set of designs, where the total number of Krylov iterations corresponds to that is used by the top- level FGMRES solver. Different from the previous experiments, we have adopted a multi-level structure where the largest sub- problem size on the next level is approximately one fourth of that on the current level.... ..."
Table 4. Multi-Level Threshold Results
"... In PAGE 7: ... Multi-Level Threshold Results Threshold Level 4 3 2 1 Value #28in Meters#29 30 18 8 2 Table 5. Multi-Level Threshold Values Table4 shows the number of PDUs generated and the average error in AOI and SR when our multi- level threshold dead reckoning algorithm is used. The threshold values used in di#0Berent levels are listed in Table 5.... In PAGE 7: ... The threshold values used in di#0Berent levels are listed in Table 5. It can be seen from Table4 that there is a great reduction in the average error in SR, compared to the average error in AOI. In our algorithm, if entity A is in entity B apos;s SR, a minimum threshold will be used in the dead reckoning so that B will receive A apos;s update packets most frequently.... ..."
Table 5: MULTI-LEVEL MODELS
1998
"... In PAGE 28: ...xist with more time periods. To date, they are far from being solved. Computation on Multi-Level Instances Results for the ML-G instances are presented in Table 5. The results in Table5 show that at least on these simple academic models bc ? prod typically dominates bc ? opt and mp ? opt. This is due to the automatic conversion to an echelon stock formulation in combination with the path inequalities.... ..."
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Table 2. Statistics of multi-level preconditioner
"... In PAGE 5: ... In the table, the 5th and 6th columns indicate the total number of Krylov iterations used in the Newton loop and by the GMRES solver, respectively, before the convergence is reached. The performance of the proposed multi-level preconditioner is summarized in Table2 . on the same set of designs, where the total number of Krylov iterations corresponds to that is used by the top- level FGMRES solver.... ..."
Table 2. Multi-level approach to workplace studies.
2002
"... In PAGE 7: ... This addresses the widely recognized problem of ethnographic approaches that, while they can provide an understanding of current work practices, they are not intended to explore the consequences of socio-technical change. Table2 shows a multi-level structure for workplace studies, with level 1 consisting of a survey of the existing organizational structures and schedules, levels 2 and 3 providing an analysis of situated practices and interactions of those for whom the technology is intended, and level 4 offering a synthesis of the findings in terms of designs for new socio-technical systems. The four levels of the approach give an overview of workplace activity leading to more detailed investigation of particular problem areas, with each level illuminating the situated practices, and also providing a set of issues to be addressed for the next level.... ..."
Cited by 9
Table 1: Results from ISCAS Multi-level Examples
1992
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Table 4: Power consumption for multi-level logic.
1994
"... In PAGE 21: ... The encoded machines were synthesized and mapped using the sis package and a gate library from industry. Table4 summarizes the results. Columns 3 and 5 give the % power reduction of MWHD and LPSA over JEDI, respectively.... In PAGE 21: ...ackage and a gate library from industry.Table 4 summarizes the results. Columns 3 and 5 give the % power reduction of MWHD and LPSA over JEDI, respectively. Table4 shows that in general the lowpower state assignment produces better results than JEDI and the MWHD encoding. An average of 14.... ..."
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Table 4. Response times for multi-level expands with recursive queries
2001
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