简介:运用G′/G展开法研究了一类推广的Burgers方程,讨论了推广的Burgers方程的解的存在性及其求解过程,得到了推广的Burgers方程所有可能情形下的G′/G解。
简介:摘要分类讨论是一种重要的逻辑方法,也是中学数学中经常使用的数学思想方法之一,突出考查学生思维的严谨性和周密性,以及认识问题的全面性和深刻性,提高学生分析问题、解决问题的能力,能体现“着重考查数学能力”的要求。因此分类讨论是历年数学高考的重点与热点,而且也是高考的一个难点。本文旨在浅析分类讨论问题的基本分类和解题策略。
简介:Theaimofthisstudyistodevelopdatacollectiontoolsforevaluationofschoolpracticecoursesandforperceptionsofteachercandidatesregardingteachercompetenciesforeffectiveteaching.Threehundredandeighty-eightlastyearundergraduatestudentsfromsevenprogramsoffacultiesofeducationattwostateuniversitiesparticipatedinthestudy.Itemsofthe5-pointLikertscalewerewrittenaccordingtothedimensionsoftheconstructswithrespecttotherelatedliterature.Theitemswerereviewedbythreeexperts,oneofwhomisintheeducationalmeasurementandtwoofwhomareinthescienceandbiologyeducationdepartments.Dimensionalitiesofthetwo-dimensionalEvaluationofPracticumScale(EPS)andone-dimensionalCompetencyofInstructionQualityScale(CIQS)wereanalyzedusingfactoranalysis.UnweightedleastsquaresestimationmethodandPromaxrotationwereusedinthefactoranalysisprocedures.Cronbach'sacoefficientswere0.89and0.83forthetwodimensionsofEPSand0.82forCIQS.