本文是Mohan,C.V.发表于Aquaculture Asia Magazine的2009 January-March期39-42页的"National strategies for aquatic animal health management"一文的译文。译文作者通过对水产动物健康管理的国家战略的重要组成部分进行...本文是Mohan,C.V.发表于Aquaculture Asia Magazine的2009 January-March期39-42页的"National strategies for aquatic animal health management"一文的译文。译文作者通过对水产动物健康管理的国家战略的重要组成部分进行分析说明,得出如下主要结论:国家在生产者、疾病保障和决定层面的可持续意识与能力建设以及承诺,对于保证国家水生动物健康战略的有效实施至关重要,政府应特别关注发展可持续程序方面的议题,使之适应现有的国家资源。展开更多
Complex polynomials are of significance in engineering applications.This paper addresses the robust stability of such polynomials.We first system-atically discuss the alternative pair of polynomials and obtain some fu...Complex polynomials are of significance in engineering applications.This paper addresses the robust stability of such polynomials.We first system-atically discuss the alternative pair of polynomials and obtain some fundamentalresults.The geometric characterizations of the family of stable complex polyno-mials are investigated.Some connections with Sturm chains and conditions for theconvex combination of polynomials to be aperiodic are established.展开更多
文摘本文是Mohan,C.V.发表于Aquaculture Asia Magazine的2009 January-March期39-42页的"National strategies for aquatic animal health management"一文的译文。译文作者通过对水产动物健康管理的国家战略的重要组成部分进行分析说明,得出如下主要结论:国家在生产者、疾病保障和决定层面的可持续意识与能力建设以及承诺,对于保证国家水生动物健康战略的有效实施至关重要,政府应特别关注发展可持续程序方面的议题,使之适应现有的国家资源。
基金A project supported by the National Natural Science Foundation of China
文摘Complex polynomials are of significance in engineering applications.This paper addresses the robust stability of such polynomials.We first system-atically discuss the alternative pair of polynomials and obtain some fundamentalresults.The geometric characterizations of the family of stable complex polyno-mials are investigated.Some connections with Sturm chains and conditions for theconvex combination of polynomials to be aperiodic are established.
