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Table II. Simple Tableaux inference rules for Lf.

in On the Relati4-65 Between Fuzzy Logi and Four-Valued Relevancelogi
by Umbertostra Ccia In

Table 6. Four-dimensional rank-1 simple lattice rules

in Three and four-dimensional K-optimal lattice rules of moderate trigonometric degree
by Ronald Cools, James N. Lyness
"... In PAGE 15: ...for 2 [18; 24]. The supplementary Table6 simply speci es some rank-1 simple rules whose abscissa counts appear in Table 2 but are not speci ed elsewhere. 5.... ..."
Cited by 2

Table 1. A simple feedback rule table for regulating the NMOS VBB.

in Dynamic VTH Scaling Scheme for Active Leakage Power Reduction
by Chris Kim And

Table 5. Results on the sonar signal recognition using the simple gradient rule.

in Experiments of fast learning with High Order Boltzmann Machines
by M. Graña, A. D'Anjou, F. X. Albizuri, J. A. Lozano, M. Hernandez, F. J. Torrealdea, A. I Gonzalez

Table 7. Results on the vowel recognition problem. Simple gradient rule

in Experiments of fast learning with High Order Boltzmann Machines
by M. Graña, A. D'Anjou, F. X. Albizuri, J. A. Lozano, M. Hernandez, F. J. Torrealdea, A. I Gonzalez

Table 5: Optimized Simple Policy Rules without Exchange Rate Feedback.

in INFLATION DYNAMICS AND INTERNATIONAL LINKAGES: A MODEL OF THE UNITED STATES, THE EURO AREA AND JAPAN
by Günter Coenen, Volker Wieland

Table 12. Comparison of FSA with simple dispatch rules (N = 1)

in Math. Program., Ser. A 92: 61–102 (2002) Digital Object Identifier (DOI) 10.1007/s101070100272
by Dimitris Bertsimas, Jay Sethuraman 1999

Table 13. Comparison of FSA with simple dispatch rules (N = 10)

in Math. Program., Ser. A 92: 61–102 (2002) Digital Object Identifier (DOI) 10.1007/s101070100272
by Dimitris Bertsimas, Jay Sethuraman 1999

Table 14. Comparison of FSA with simple dispatch rules (N = 100)

in Math. Program., Ser. A 92: 61–102 (2002) Digital Object Identifier (DOI) 10.1007/s101070100272
by Dimitris Bertsimas, Jay Sethuraman 1999

Table 15. Comparison of FSA with simple dispatch rules (N = 500)

in Math. Program., Ser. A 92: 61–102 (2002) Digital Object Identifier (DOI) 10.1007/s101070100272
by Dimitris Bertsimas, Jay Sethuraman 1999
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