南京林业大学学报（自然科学版）
(4/π)(2~(1/2)-1)≤EN_F(ω)-(2/π)InN≤(4/π)(2-2~(1/2))——LIMIT ON THE AVERAGE NUMBER OF REAL ROOTS OF A RANDOM ALGEBRAIC EQUATION
Wang Youqing (Faculty of Basic Courses) In this paper we proved THEOREM Letbe a random algebraic equation, where ak() () are independent Gaussian random variables with mean o and standard deviation . Then for all N>2, we havewhere ENF() is the average num
JOURNAL OF NANJING FORESTRY UNIVERSITY . 1982, (03): 204 -208 .  DOI: 10.3969/j.jssn.1000-2006.1982.03.018

Author

Reader

Reviewer

www.nldxb.njfu.edu.cn

Edited ＆ Published by Editorial Department of Nanjing Forestry University(Natural Sciences Edition)
Address： No.159 Longpan Road,Nanjing 210037 Jiangsu,P.R.China
E-mail ：xuebao@njfu.edu.cn , xuebao@njfu.com.cn
Telephone +86-25-85428247,85427076
Distributed by China International Book Trading Corporation P.O. Box 399, Beijing ,P.R. China