四川大学学报(自然科学版)
四川大學學報(自然科學版)
사천대학학보(자연과학판)
JOURNAL OF SICHUAN UNIVERSITY
2004年
1期
24-28
,共5页
杜力力%于开宣%樊明书
杜力力%于開宣%樊明書
두력력%우개선%번명서
振动%中立型%时滞抛物方程%Robin边界条件
振動%中立型%時滯拋物方程%Robin邊界條件
진동%중립형%시체포물방정%Robin변계조건
oscillation%neutral%delay parabolic equation%Robin boundary condition
讨论了一类时滞中立型抛物方程在Robin边界条件下解的振动性.通过Robin特征值的方法获得了带连续分布偏差变元的抛物泛函微分方程解振动的若干充分条件.
討論瞭一類時滯中立型拋物方程在Robin邊界條件下解的振動性.通過Robin特徵值的方法穫得瞭帶連續分佈偏差變元的拋物汎函微分方程解振動的若榦充分條件.
토론료일류시체중립형포물방정재Robin변계조건하해적진동성.통과Robin특정치적방법획득료대련속분포편차변원적포물범함미분방정해진동적약간충분조건.
Discussed the oscillation for a class of delay parabolic equation with neutral type under Robin boundary condition. More precisely, using Robin eigenvalue method the authors obtained several sufficient conditions of oscillation of solutions of parabolic functional differential equations with continuous distributed deviating arguments.
