摘要: This paper considers the global existence and nonexistence of positive solutions for the following volterra integral equations (I) ... Matrix B is called a positive definite one,if all the k-th(k=1,2,3 )principal minors have positive deteminants.By considering theexistence of positivve solutions for algebra equations,it is proved that if I-A is a positive definite matrix, where I is an identity matrix,A=(m;), then (I) has global positive solution;Otherwise,(I) has no continous nondeereasing positive solution.
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