09 A new explicit bound for the Riemann zeta function 52:30 An explicit error term in the prime number theorem for large x 35:49 An invitation to the algebraic geometry over idempotent semirings - Lecture 1 1:29:28 An invitation to the algebraic geometry over idempotent semirings - lecture ...
您可以指定UPPERBOUND NO以在应用先前模型时将值重置为无穷大。 如果指定UPPERBOUND而不指定LGSTIC,那么将忽略该值。 请注意,UPPERBOUND是子命令,不能在MODEL子命令中使用。 例如,以下规范无效: /MODEL=CUBIC LGSTIC /UPPER=99 LINEAR 正确的规范是:
22 An Upper Bound for the Variance of Kendall鈥檚 鈥淭au鈥and of Related StatisticsWassily Hoeffding
This is studied inconnection... G Popescu - 《Memoirs of the American Mathematical Society》 被引量: 69发表: 2004年 Evidence for an entropy bound from fundamentally discrete gravity The various entropy bounds that exist in the literature suggest that spacetime is fundamentally discrete, and hint ...
An upper bound is obtained on the mean-square error involved when a real-valued non-band-limited nonstationary random process x( t) is approximated by the sampling expansion ∑ n=∞ ∞x(nT) sinπ(tnT)/T π(tnT)/T for some T > 0. When the process x( t) is band-limited over [...
Communications in StatisticsChopra, D.V. (1983). A note on an upper bound for the constraints of balanced arrays with strength t. Commun. Statist. - Theory Meth. 12, 1755-1759.D.V. Chopra, A note on an upper bound for the constraints of balanced arrays with strength t, Comm. ...
关键词: Theoretical or Mathematical/ block codes error statistics linear codes parity check codes/ upper bound linear systematic block codes BER quasiperfect codes union-Chernoff bound signal-to-noise ratio parity check matrices syndrome decoding/ B6120B Codes B0240Z Other topics in statistics ...
The resulting bound on the mean-square error was found to be quite close for the cases calculated. An extension of the method to PPM system is also presented 展开 关键词: error statistics information theory pulse modulation/ B6110 Information theory C1260 Information theory ...
Finally we show that there is only one distribution for which this bound is achieved.Additional informationAuthor informationManuel LopezManuel Lopez (malsma@rit.edu) received his Ph.D. in Mathematics from Wesleyan University in Middletown, CT in 2003. He was mathematics major at Princeton ...
The obtained lower bounds are sharp and much better than for instance the bound that can be obtained from application of the Chebishev inequality. In case xi=1 Van Zuijlen solved this problem. We remark that our bound will have nice applications in probability theory and especially in random ...