CAJ | 학술논문

用数学建模的方法对生物事件进行抽象，揭示其发生发展机制，可以使人们更深刻认识生物事件成灾规律，从而为生物事件的应急准备和有效处置提供更为精准的科学支持，对国家生物防御能力建设具有重要意义。该文概析了数学理论作为研究与分析工具在生物防御领域中的应用，展望了该领域研究发展趋势。
용수학건모적방법대생물사건진행추상，게시기발생발전궤제，가이사인문경심각인식생물사건성재규률，종이위생물사건적응급준비화유효처치제공경위정준적과학지지，대국가생물방어능력건설구유중요의의。해문개석료수학이론작위연구여분석공구재생물방어영역중적응용，전망료해영역연구발전추세。
Modeling biosecurity events based on mathematical theories to reveal the inherent mechanism can shed light on the development of biosecurity events and offer accurate scientific support to emergency preparation and response , con-tributing much to national biodefense capability .This paper reviews the applications of mathematical theories as a research and analytic tool in biosecurity and discusses the trends of development in this field .