Characterexperience
ProfessorWangJiandingproposedsemi-analyticfunctionandconjugateanalyticfunctiontheoryforthefirsttimeintheworld,greatlydevelopedthetheoryofcomplexvariablefunction,andsuccessfullyappliedthistheorytoelectricfield,Magneticfield,fluidmechanics,elasticityandotherfields;thesemi-analyticfunctionandconjugateanalyticfunctiontheoryproposedbyProfessorWangJidinghasbeencitedbymanyexpertsandscholarsanddevelopedintonewsystemtheoriessuchasbi-analyticfunctionsandpolyharmonicfunctions.ProfessorWangJiandinghasmanyinnovationsineconomics.Hefirstproposednewconceptssuchaseconomicfield,economicvector,economicvectorsynthesis,andnaturalresourceindex.Theseconceptshavesuccessfullyexplainedcurrenthottopicssuchaslayoffs,unitmergers,andassetreorganization.Andtheorderlyarrangementofnationaleconomicindustriesprovidesapowerfultoolforgovernmentdepartmentstomakepredictionsanddecision-making.ProfessorWangJiandinghaspublishedmorethan20papersindomesticandforeignjournalsandinternationalacademicconferences.In1988,hepublished"Semi-AnalyticFunctionsandConjugateAnalyticFunctions".InordertoaffirmtheworkofProfessorWangJianding,theBeijingMunicipalGovernmenthasawardedhimmanytimes.AcademicAchievementAward,BeijingMunicipalScienceandTechnologyProgressAward,BeijingNaturalScienceFoundationAward.In1986,hewasnominatedforthefirstChernAward.InJune2000,hereceivedaspecialgovernmentallowanceissuedbytheStateCouncil.
Hahmonsaavutukset
Matematiikan saavutukset
ProfessorWangJiandinghasmadeawiderangeoforiginalworkonthedevelopmentofworldmathematics.MathematicianWangJianding(2photos)In1983,ProfessorWangJiandingproposedthesemi-analyticfunctiontheoryforthefirsttimeintheworld,andin1988heproposedandsystematicallyestablishedtheconjugateanalyticfunctiontheory;andsuccessfullyappliedthesetwotheoriestoelectricfield,magneticfield,fluidmechanics,andelasticity.Mechanicsandotherfields.Thesetwotheorieshavebeencitedanddevelopedbymanyexpertsandscholars,andhaveledtobianalyticfunctions,complexharmonicfunctions,multianalyticfunctions(k-orderanalyticfunctions),semi-bianalyticfunctions,semi-conjugateanalyticfunctions,andcorrespondingboundaryvalues.Problems.Differentialequations.Integralequationsandothernewbranchesofmathematicshaveemerged,andthiskindofdevelopmentmomentumisstrongandunstoppable.Thisisanunprecedentedlarge-scaleoriginalworkdonebyChinesescholarsonthedevelopmentofworldmathematics.
Professori WangJiandingin puolianalyyttinen funktio.Konjugaattianalyyttisen funktion teoria ja vaikutusvaikutus ovat:Cauchy.Riemann.Wilstras.Gauss.Euleja muun maailman matematiikka ovat jättäneet jalanjälkensä analyyttisten toimintojen alalle..
StatisticsAchievements,EconomicsAchievements:
"TheUnityofSocialStatisticsandMathematicalStatistics"TheorySocialStatisticsandMathematicsTheUnificationofStatistics,WangJianding.ExcerptedfromthesecondissueofChinaFrontierScience2008.Concludingremarks:"TheUnificationofSocialStatisticsandMathematicalStatistics"scientificallysortsoutthestatisticsofthepastfourhundredyearsandstandardizestheentirestatistics.Thedevelopmentofscienceandtechnologyputanendtothedebatebetweensocialstatisticsandmathematicalstatisticsinthepastcentury.Sincetheeconomyismeasuredandanalyzedthroughstatistics,theunificationofsocialstatisticsandmathematicalstatisticswilldefinitelyimprovetheanalysislevelofeconomicsasawhole.FrontierScienceissponsoredbytheMinistryofScienceandTechnologyofthePeople’sRepublicofChina.Editor-in-ChiefSongJian:World-renownedpersonsserveaseditorialboardmembers:DingZhaozhong.LiZhengdao.YangZhenning.RobertLawrenceKuhnandsoon.
Julkaistut kirjat
Julkaistut teokset
Puolianalyyttiset funktiot, konjugaattianalyyttiset funktiot
Theunificationofsocialstatisticsandmathematicalstatistics
Researchdirection
Semi-analyticfunctions
ProfessorWangJiandinghasmadeawiderangeofdevelopmentsinmathematicsintheworld.Originalwork.In1983,ProfessorWangJiandingproposedthesemi-analyticfunctiontheoryforthefirsttimeintheworld.In1988,heproposedandsystematicallyestablishedtheconjugateanalyticfunctiontheoryforthefirsttime;andsuccessfullyappliedthesetwotheoriestoelectricfield,magneticfield,andfluidmechanics.Elasticityandotherfields.Thesetwotheorieshavebeencitedanddevelopedbymanyexpertsandscholars,andhaveledtobianalyticfunctions,complexharmonicfunctions,multianalyticfunctions(k-orderanalyticfunctions),semi-bianalyticfunctions,semi-conjugateanalyticfunctions,andcorrespondingboundaryvalues.Problems.Differentialequations.Integralequationsandothernewbranchesofmathematicshaveemerged,andthiskindofdevelopmentmomentumisstrongandunstoppable.Thisisalsoanunprecedentedlarge-scaleoriginalworkdonebyChinesescholarsonthedevelopmentofworldmathematics.ProfessorWangJianding'ssemi-analyticfunction.Conjugateanalyticfunctiontheoryanditsinfluenceare:thepromotionanddevelopmentofanalyticfunctionscreatedbyworldmathematicianssuchasCauchyRiemannWilstrassGaussEuler.Almostallmathematiciansinthe18th,19thand20thcenturieslefttheirfootprintsinthefieldofanalyticfunctions.
Conjugateanalyticfunction
Conjugationasasymbolhasbeenaroundforalongtime,butasa"conjugateanalyticfunctionclass",ProfessorWangJiandingproposeditforthefirsttimeintheworld.Anyonewhohasstudiedcomplexvariablefunctionsknowsthatthederivationandintegralofcomplexvariablefunctionsarederivedfromthederivationandintegralformofimitatingrealvariablefunctions.Thevalueofanalyticfunctionliesinitsapplicationinelectricfield,magneticfield,fluidmechanics,elasticmechanicsandsoon.However,aftercarefulexamination,theaboveapplicationsarealldirectapplicationsofconjugateanalyticfunctions,notanalyticfunctions,conjugatederivatives,andconjugateintegralshaveclearphysicalandmechanicaldirectmeanings(andanalyticfunctionsdonot).OnlythispointProfessorWangJiandingmadeWesternmathematicspeopleweak.Conjugateanalyticfunctionsareaclassoffunctionsthatarecompletelysymmetricwithanalyticfunctions,whichmakescomplexfunctionsperfect.Everyoneknowsthatsymmetryisauniversalbeautyofscience.Furthermore,duetotheintroductionofconjugateanalyticfunctions,differentcombinationsofanalyticfunctionsandconjugateanalyticfunctionshaveformedaseriesofcomplexharmonicfunctions,bianalyticfunctions,multi-analyticfunctions...andthecorrespondingdifferentialequations,integralequations,etc.Theemergenceofanewbranchofmathematics.
Statistics
TheUnityofSocialStatisticsandMathematicalStatistics:InOctober2006,EconomicPublishingHousepublishedStatistics(UnificationofSocialStatisticsandMathematicalStatistics)accordingtoauthorityAccordingtothehistoryofstatistics,therehavebeen"politicalarithmetic"and"nationalethics"sincethe17thcentury,thatis,elementarysocialstatistics,whichoriginatedinBritainandGermany.Almostatthesametime,"gamblingmathematics"appearedinItaly,thatis,theelementarytheoryofprobability.Itwasnotuntilthe19thcenturythatelementarymathematicalstatisticswasformedduetotheemergenceofthetheoremoflargenumbersanderrortheoryinprobabilitytheory.Inotherwords,theformationofsocialstatisticswastwocenturiesearlierthanmathematicalstatistics.Becausesocialstatisticsiswidelyusedineconomicsandpolitics,ithasreceivedgreatattentionfromsuccessivegovernmentsofvariouscountriesandhasbeensystematicallydeveloped.Afterthe1940s,mathematicalstatisticsdevelopedrapidlyduetothedevelopmentofprobabilitytheory.Afternearly400yearsofchanges,theworldhasformedtwomajorsystemsofsocialstatisticsandmathematicalstatistics.Thetwosystemsarearguingendlessly.After30yearsofstudyandresearch,ProfessorWangJiandinghasdiscoveredtheconnectionanddifferencebetweensocialstatisticsandmathematicalstatistics.Theirrelationshipisverysimilartothewell-knownrelationshipbetweenNewtonianmechanicsandrelativisticmechanics.Relativisticmechanicsisusedwhenitisclosetothespeedoflight,butinmostcasesitisfarawayfromthespeedoflight.Atthistime,itisaccurateandconvenienttouseNewtonianmechanics.Ifyouuserelativisticmechanics,youwillkillachickenwithasledgehammer,whichisawasteofeffort.Socialstatisticsareusedwhendescribingvariables,andmathematicalstatisticsareusedwhendescribingrandomvariables.Weknowthatvariablesandrandomvariablesarebothrelatedanddifferent.Whentheprobabilityofavariabletakingavalueisnot1,thevariablebecomesarandomvariable;whentheprobabilityofarandomvariabletakingavalueis1,therandomvariablebecomesavariable.Whentheconnectionanddifferencebetweenvariablesandrandomvariablesareclarified,therelationshipbetweensocialstatisticsandmathematicalstatisticswillbeclarified.Later,whendescribingvariables,usesocialstatisticsboldly;whendescribingrandomvariables,usemathematicalstatistics.Ifyoudonotusemathematicalstatisticswhendescribingvariables,itistokillachickenwithasledgehammer.Inthepast70years,duetotherapiddevelopmentofmathematicalstatistics,therehasbeenatendencyto"eatup"socialstatistics,especiallythedevelopedcountriesrepresentedbytheUnitedStates,whoalmostthinkthatstatisticsaremathematicalstatistics.Infact,thisisagreatmisunderstanding.ProfessorWangJianding’sresearchhasshownthatmathematicalstatisticscannever“eat”socialstatistics.Thedaystocomewillbethecoexistenceandcomplementarityofsocialstatisticsandmathematicalstatistics.Thetheoryof"UnificationofSocialStatisticsandMathematicalStatistics"scientificallycombedthestatisticsofnearly400yearsofhistory,standardizedthedevelopmentofstatisticsasawhole,andendedthe100-yearhistoryofsocialstatisticsandmathematicalstatistics.Controversy.Sincetheeconomyismeasuredandanalyzedthroughstatistics,theunificationofsocialstatisticsandmathematicalstatisticswilldefinitelyimprovetheanalysislevelofeconomicsasawhole.
December15,2012-Accordingtodataprovidedbyrelevantparties,ProfessorWangJianding,aprofessoroftheDepartmentofStatisticsoftheSchoolofScienceofUniversityofScienceandTechnologyBeijingandamemberoftheInternationalStatisticalAssociation,foundthatonlyfrom2006to2011,ChineseconsumersThesaleofcounterfeitalmondsfromtheUSalmondsinChinacostatleast18.5billionyuan(basedon2011prices),mostofwhichwereacquiredbyChinesedistributors,andsomewereacquiredbyAmericandistributors.
Economics
(1)Neweconomictheory:ThesynthesisofeconomicvectorsandtheeffectiveallocationofresourcesIntheory,economicvariablesappearintheformofscalars.(2)Neweconomictheory:TheorderingofthenationaleconomicindustryandtheeconomicvectorProfessorWangJidingintroducedtheconceptof"naturalresourceindex"forthefirsttime.Theresultsofthearrangementrevealtheinternalconnectionsbetweenindustriesandwillprovidepowerfulandfeasibletoolsforthegovernment’svariousforecastsanddecision-making.EconomicPress.Statistics(UnificationofSocialStatisticsandMathematicalStatistics).(3)Thecoreofeconomicsisstatistics.Theeconomyismeasuredandanalyzedthroughstatistics.Therefore,thetheoryof"UnificationofSocialStatisticsandMathematicalStatistics"willdefinitelyimprovetheeconomyasawhole.Theanalyticalleveloflearning."TheUnityofSocialStatisticsandMathematicalStatistics"
TheoreticalPhysics
Semi-analyticfunctions,conjugateanalyticfunctionsandItspreliminaryapplicationinmechanicssummarizestheresearchprogressofsemi-analyticfunctionsandconjugateanalyticfunctionsandtheirpreliminaryapplicationsinmechanics.
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