1) strong mixing sequence
强混合序列
1.
Using the weak convergence theorem of the linear process generated by strong mixing sequences and the moment inequalities of strong mixing sequences,we otained a general result on precise asymptotics for the partial sums and the maximum of the partial sums of wide range weighted functions and boundary functions.
利用由强混合序列生成的线性过程的弱收敛定理和不变原理以及矩不等式,得到了拟权函数和边界函数部分和以及部分和最大值的精确渐近性的一般形式。
2) strong φ mixing sequence
强φ-混合序列
3) Stationary strongly mixing sequence
平稳强混合序列
4) mixing random sequences
混合序列
1.
Studies the convergence properties of -mixing random sequences.
讨论了一类较广泛的~混合序列的收敛性质,获得了与独立情形一样的三级数定理等收敛性质,并由此得到与独立情形一样的Kolmogov强大数律的充分条件。
2.
Complete convergence and Marcinkiewicz’s strong law and almost sure convergence for -mixing random sequences with different distributions are discussed.
讨论了不同分布的混合序列的完全收敛性、Marcinkiewicz强大数律及几乎处处收敛性,并获得了不同分布混合序列满足完全收敛性的一个充分性结果。
3.
The convergence properties of ■ mixing random sequences are studied.
讨论■混合序列的收敛性质,得到3个完全收敛定理,将■混合序列独立情形下的收敛性质较好地推广到相依情形。
5) mixing sequence
混合序列
1.
Strong convergence of Jamison weighted sums for ρ-mixing sequences;
ρ-混合序列Jamison型加权和的强收敛性
2.
d,sequence replaced byα-mixing sequence.
本文把这些基于独立同分布序列的结果推广到了α-混合序列,应用Markov不等式得到了基于α-混合序列的学习机器一致收敛速率的界。
3.
In this paper,the convergence rates of the Marcinkiewicz Zygmund strong law for mixing sequence (without condition for mixing rates) has been discussed.
本文讨论了非平稳φ－混合序列及ρ－混合序列，在无任何混合速度限制情形下，给出了Ｍａｒｃｉｎｋｉｅｗｉｃｚ－Ｚｙｇｍｕｎｄ强律的收敛速度，获得了比［２］更具广泛意义的结
6) Mixing sequences
混合序列
1.
Law of large numbers and complete convergence for ■-mixing sequences are investigated.
主要研究了■混合序列的大数定律和完全收敛性,获得了与独立情形一样的大数定律和完全收敛定理。
补充资料：椐椐强强
1.相随貌。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条