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数学是在实际应用的需求中产生的,要解决实际问题就必需建立数学模型,因此数学建模和数学一样有古老历史.例如欧几里德几何就是一个古老的数学模型,牛顿万有引力定律、电磁学中的麦克斯韦方程组、化学中的门捷列夫周期表、生物学中的孟德尔遗传定律等都是经典学科中数学建模的光辉典范.在生物学科教学中,构建数学模型,对理科思维培养也起到一定的作用.本文在此谈谈,数学建模思想在生物学中的应用.一、数形结合思想的应用
Mathematics is generated in the practical application of the needs, to solve the practical problems we must establish a mathematical model, mathematical modeling and mathematics have the same ancient history.For example, Euclidean geometry is an ancient mathematical model, Newton’s law of universal gravitation, electromagnetic The Maxwell equations in chemistry, the Mendeleev periodic table in chemistry, the Mendelian laws of genetics in biology are all brilliant examples of mathematical modeling in the classical disciplines. In the teaching of biology, the mathematical models are constructed, Thinking training also play a role .This article talks about the application of mathematical modeling in biology.