冯斌华，男，1985年生于甘肃省通渭县。2013年6月博士毕业于兰州大学（硕博连读），导师是钟承奎教授和赵敦教授。2013年7月到西北师范大学数学与统计学院工作，2014年12月聘为硕士生导师，2015年7月评为副教授。美国数学会《MathReview》评论员。 已在J.DifferentialEquations、J.EvolutionEquations、DiscreteContin.Dyn.Syst.、Commun.PureAppl.Anal.、J.Math.Phys.、DiscreteContin.Dyn.Syst.Ser.B、NonlinearAnal.等分析类和方程类权威杂志上发表SCI论文30余篇，其中SCI一区论文3篇，二区论文10篇，ESI高被引论文3篇。目前主持国家自然科学基金青年基金1项，已完成甘肃省自然科学基金1项，甘肃省高等学校科研项目1项。参与国家自然科学基金面上项目2项，青年基金2项。连续两届入选西北师范大学教学科研之星计划。担任J.DifferentialEquations、Nonlinearity、ZAMP等20余种SCI杂志的审稿人。 科研项目： 国家自然科学基金青年项目，11601435，两类非线性薛定谔方程的最优控制问题，2017/01-2019/12，主持 国家自然科学基金面上项目，11671322，一般区域上Minkowsky空间中平均曲率方程研究，2017/01-2020/12，参加 国家自然科学基金青年项目，11501455，具有非局部初始条件的抽象发展方程解的存在性和渐近性态，2016/01-2018/12，参加 国家自然科学基金青年项目，11401478，非单调的时滞非局部扩散方程和系统的行波解，2015/01-2017/12，参加 国家自然科学基金面上项目，11171028，与变分法有关的椭圆型方程与方程组问题，2012/01-2015/12，参加 6.甘肃省自然科学基金，带阻尼薛定谔方程的研究，2016/06-2018/12 7.甘肃省高等学校科研项目，X射线自由电子激光薛定谔方程的其次和问题，2016/01-2017/12

研究方向为偏微分方程与数学物理，主要研究玻色-爱因斯坦凝聚中的偏微分方程。

科研论文 [32]BinhuaFeng*,R.Chen,J.Ren,ExistenceofstablestandingwavesforthefractionalSchr\"{o}dingerequationswithcombinedpower-typeandChoquard-typenonlinearities,JournalofMathematicalPhysics,Accepted. [31]VanDuongDinh,BinhuaFeng*,OnfractionalnonlinearSchr\"odingerequationwithcombinedpower-typenonlinearities,DiscreteandContinuousDynamicalSystems,Accepted. [30]Wang,Kai;Zhao,Dun;BinhuaFeng,OptimalbilinearcontrolofthecouplednonlinearSchrödingersystem.NonlinearAnal.RealWorldAppl.47(2019),142–167. [29]Zhao,Yanjun,BinhuaFeng*,ExistenceandregularityofglobalsolutionsnonlinearHartreeequationswithCoulombpotentialsandsublineardamping.Electron.J.DifferentialEquations,2018, 163. [28]BinhuaFeng*,DunZhao.OntheCauchyproblemfortheXFELSchrödingerequation.Discrete&ContinuousDynamicalSystems-B,2018,23(10):4171-4186. [27]BinhuaFeng*,Ren,Jiajia;Wang,KaiBlow-upinseveralpointsfortheDavey-StewartsonsysteminR^2.J.Math.Anal.Appl.466(2018),no.2,1317–1326. [26]Zheng,Jun;BinhuaFeng,Zhao,PeihaoAremarkonthetwo-phaseobstacle-typeproblemforthep-Laplacian.Adv.Calc.Var.11(2018),no.3,325–334. [25]Wang,Kai;Zhao,Dun;BinhuaFeng,OptimalnonlinearitycontrolofSchrödingerequation.Evol.Equ.ControlTheory7(2018),no.2,317–334. [24]BinhuaFeng*,Ontheblow-upsolutionsforthefractionalnonlinearSchrödingerequationwithcombinedpower-typenonlinearities.Commun.PureAppl.Anal.17(2018),no.5,1785–1804. [23]BinhuaFeng*,Yuan,XiangXiaGlobalexistenceforsolutionsoffractionalHartreeequationswithtime-dependentdampinggain.(Chinese)J.JilinUniv.Sci.56(2018),no.3,475–480. [22]BinhuaFeng*,Zhang,HonghongStabilityofstandingwavesforthefractionalSchrödinger-Choquardequation.Comput.Math.Appl.75(2018),no.7,2499–2507. [21]BinhuaFeng*,Ontheblow-upsolutionsforthenonlinearSchrödingerequationwithcombinedpower-typenonlinearities.J.Evol.Equ.18(2018),no.1,203–220. [20]BinhuaFeng*,Yuan,Xiangxia;Zheng,JunGlobalwell-posednessfortheGross-Pitaevskiiequationwithpumpingandnonlineardamping.Z.Anal.Anwend.37(2018),no.1,73–82. [19]BinhuaFeng*,Zhang,HonghongStabilityofstandingwavesforthefractionalSchrödinger-Hartreeequation.J.Math.Anal.Appl.460(2018),no.1,352–364. [18]BinhuaFeng*,Zhang,Honghong;Zhao,YanjunStabilityoftheHartreeequationwithtime-dependentcoefficients.Bound.ValueProbl.2017,PaperNo.129. [17]Zheng,Jun;BinhuaFeng,Zhao,PeihaoRegularityofminimizersinthetwo-phasefreeboundaryproblemsinOrlicz-Sobolevspaces.Z.Anal.Anwend.36(2017),no.1,37–47. [16]BinhuaFeng*,AveragingofthenonlinearSchrödingerequationwithhighlyoscillatorymagneticpotentials.NonlinearAnal.156(2017),275–285. [15]BinhuaFeng*,Wang,KaiOptimalbilinearcontrolofnonlinearHartreeequationswithsingularpotentials.J.Optim.TheoryAppl.170(2016),no.3,756–771. [14]BinhuaFeng*,SharpthresholdofglobalexistenceandinstabilityofstandingwavefortheSchrödinger-Hartreeequationwithaharmonicpotential.NonlinearAnal.RealWorldAppl.31(2016),132–145. [13]BinhuaFeng*,Zhao,DunOptimalbilinearcontrolofGross-PitaevskiiequationswithCoulombianpotentials.J.DifferentialEquations260(2016),no.3,2973–2993. [12]BinhuaFeng*,Yuan,XiangxiaOntheCauchyproblemfortheSchrödinger-Hartreeequation.Evol.Equ.ControlTheory4(2015),no.4,431–445. [11]Zheng,Jun;BinhuaFeng,Zhao,PeihaoPorosityofthefreeboundaryforquasilinearparabolicvariationalproblems.Bound.ValueProbl.2015,2015:202,11. [10]BinhuaFeng*,Cai,YuanConcentrationforblow-upsolutionsoftheDavey-StewartsonsysteminR3.NonlinearAnal.RealWorldAppl.26(2015),330–342. [9]Zheng,Jun;BinhuaFeng,Zhang,ZhihuaRegularityofsolutionstotheG-Laplaceequationinvolvingmeasures.Z.Anal.Anwend.34(2015),no.2,165–174. [8]BinhuaFeng*,Zhao,DunGlobalwell-posednessfornonlinearSchrödingerequationswithenergy-criticaldamping.Electron.J.DifferentialEquations2015,No.06,9. [7]BinhuaFeng*,Zhao,Dun;Sun,ChunyouHomogenizationfornonlinearSchrödingerequationswithperiodicnonlinearityanddissipationinfractionalorderspaces.ActaMath.Sci.Ser.B(Engl.Ed.)35(2015),no.3,567–582. [6]BinhuaFeng*,Zhao,Dun;Chen,PengyuOptimalbilinearcontrolofnonlinearSchrödingerequationswithsingularpotentials.NonlinearAnal.107(2014),12–21. [5]BinhuaFeng*,Zhao,Dun;Sun,ChunyouOntheCauchyproblemforthenonlinearSchrödingerequationswithtime-dependentlinearloss/gain.J.Math.Anal.Appl.416(2014),no.2,901–923. [4]Chen,Pengyu;Li,Yongxiang;Chen,Qiyu;BinhuaFeng,Ontheinitialvalueproblemoffractionalevolutionequationswithnoncompactsemigroup.Comput.Math.Appl.67(2014),no.5,1108–1115. [3]BinhuaFeng*,Liu,Jiayin;Zheng,JunOptimalbilinearcontrolofnonlinearHartreeequationinR^3Electron.J.DifferentialEquations2013,No.130,14. [2]BinhuaFeng*,GroundstatesforthefractionalSchrödingerequation.Electron.J.DifferentialEquations2013,No.127,11. [1]BinhuaFeng*,Zhao,Dun;Sun,ChunyouThelimitbehaviorofsolutionsforthenonlinearSchrödingerequationincludingnonlinearloss/gainwithvariablecoefficient.J.Math.Anal.Appl.405(2013),no.1,240–251.