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关于高维Wirtinger型积分不等式
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作者 甘露如 《暨南大学学报(自然科学与医学版)》 CAS CSCD 1991年第3期6-10,15,共6页
建立任意有限维的Wirtinger积分不等式,它包含推广了Pachpatte B G最近证明的含两个自变元的Wirtinger型积分不等式。
关键词 积分不等式 W-型不等式 高维
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二维微分系统解的有界性和全局一致Lipschitz稳定性 被引量:2
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作者 杨恩浩 甘露如 《应用数学学报》 CSCD 北大核心 1994年第3期364-373,共10页
二维微分系统解的有界性和全局一致Lipschitz稳定性杨恩浩,甘露如(暨南大学数学系,广州510632)BOUNDEDNESSANDGLOBALUNIFORMLIPSCHITZ-STABILITYFORSOLUTI... 二维微分系统解的有界性和全局一致Lipschitz稳定性杨恩浩,甘露如(暨南大学数学系,广州510632)BOUNDEDNESSANDGLOBALUNIFORMLIPSCHITZ-STABILITYFORSOLUTIONSOFTWO-DIMENSIO... 展开更多
关键词 微分系统 有界性 稳定性
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SOME TWO-INDEPENDENT-VARIABLE INEQUALITIES INVOLVING IMPROPER INTEGRALS 被引量:2
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作者 杨恩浩 甘露如 《Chinese Annals of Mathematics,Series B》 SCIE CSCD 1990年第4期410-417,共8页
In the paper the authors establish four theorems on two-independent-variableGronwall-type inequalities involving improper integrals with infinite integration limits.The results obtained improve and generalize the main... In the paper the authors establish four theorems on two-independent-variableGronwall-type inequalities involving improper integrals with infinite integration limits.The results obtained improve and generalize the main results proved in the recent paper[5] by A.Corduneanu.Two classes of nonlinear continuous functions defined by F.M.Dannan[6] are applied in this article.And the results can be used as handy tools in thestudy of many Volterra integral and integro-differential equations with improper integralfunctionals. 展开更多
关键词 INFINITE VOLTERRA generalize limits INEQUALITY BOUNDS holds Bellman INVERSE verify
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