For many years all three of us have been interested in, and have tried to make contributions to, derivative-free optimization. Our motivation for writing this book resulted from various circumstances. We had the opportunity to work closely with the
On the second order derivative estimates for Schrodinger equations in C^2 domains，韩斌，，Given f in H_{at}^p for n/(n+1)<p)<2, the
distribution of Hardy space on C^2 domain , let V be a singular non-negative potentials satisfying reverse Holder c
求解非线性互补问题的derivtive-free方法的收敛性分析，谷伟哲，鲁礼勇，最近，Hu, Huang and Chen 在[Properties of a family of generalized NCP-functions and a derivative free algorithm for complementarity problems]中介绍了一簇广义NCP-函数�
Modified local fractional derivative and its fundaments，杨小军，，Based on the concept of Jumarie’s fractional calculus, local fractional derivative is modified in detail. Its fundaments of local fractional derivative are proposed. Uniqueness o
Positive fractional derivative equation modeling of non-Fourier heat conduction，孙逸飞，，This letter makes the first attempt to develop differential equation model of non-Fourier heat conductions by using positive time-fractional derivative. Numerical co
Many randomized heuristic derivative-free optimization methods share a framework that iteratively learns a model for promising search areas and samples solutions from the model. This paper studies a particular setting of such framework, where the mod
Variable structure and variable coefficient proportional-integral-derivative control to prevent actuator saturation of yaw movement for a coaxial eight-rotor unmanned aerial vehicle
