个人简介
高峰，男，汉族。毕业于大连理工大学应用数学系，专业计算数学。现任青岛理工大学理学院教授，研究领域：数值分析、逼近论、机器学习、数据挖掘。
研究方向
样条函数逼近及微分方程数值算法；
分数阶微积分理论与分数阶算法；
机器学习算法及其应用。
代表性研究成果
论文
Feng Gao，Numerical solution of nonlinear Burgers’equation using high accuracy multi-quadric quasi-interpolation，Applied Mathematics and Computation，2014，229：414-421.
Feng Gao，Solution of Boundary Value Obstacle Problems Using MQ-RBF and IMQ-RBF，Mathematical Problems in Engineering，2013，20（4）：708-715.
Feng Gao，Unconditionally stable difference schemes for a one-space-dimensional linear hyperbolic equation，Applied Mathematics and Computation，2007，187（2）：1272-1276.
Feng Gao，Solving third-order obstacle problems with quartic B-splines，Applied Mathematics and Computation，2006，180（1）：270-274.
Feng Gao, Pade Method for Construction of Numerical Algorithms for Fractional Initial Value Problem. Journal of Mathematics, 2020 (2020). 1-7.
Feng Gao, Improvement on Conformable Fractional Derivative and Its Applications in Fractional Differential Equations. Journal of Function Spaces, 2020 (2020).1-10.
Feng Gao, Solving Fractional Differential Equations by Using Triangle Neural Network.Journal of Function Spaces, 2021 (2021).1-7.
Feng Gao, Solving FDE by trigonometric neural network and its applications in simulating fractional HIV model and fractional Schrodinger equation.Mathematical Methods in Applied Sciences. 2021.
