代数几何中的拓扑方法 Friedrich Hirzebruch 编 世界图书出版公司【正版书】 正版图书,下单前请先咨询客服,欢迎选购!
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代数几何中的拓扑方法【正版书籍,满额减】 【速开发票,优质售后,支持7天无理由退换】
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代数几何中的拓扑方法【正版书籍,满额减】 【速开发票,优质售后,支持7天无理由退换】
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代数几何中的拓扑方法 Friedrich Hirzebruch 编 世界图书出版公司【正版书】 【店主推荐,正版书放心购买,可开发票】
H.CARTANandJ.-P.SERREheshownhowfundamentaltheoremsonholomorphicallycompletemanifolds(STEINmanifolds)canbefor-mulatedintermsofsheaftheory.Thesetheoremsimplymanyfactsoffunctiontheorybecausethedomainsofholomorphyareholomorphicallycomplete.Theycanalsobeappliedtoalgebraicgeometrybecausethecomplementofahyperplanesectionofanalgebraicmanifoldisholo-morphicallycomplete.J.-P.SERREhasobtainedimportantresultsonalgebraicmanifoldsbytheseandothermethods.Recentlymanyofhisresultshebeenprovedforalgebraicvarietiesdefinedoverafieldofarbitrarycharacteristic.K.KODAIRAandD.C.SPENCERhealsoappliedsheaftheorytoalgebraicgeometrywithgreatsuccess.TheirmethodsdifferfromthoseofSERREinthattheyusetechniquesfromdifferentialgeometry(harmonicintegralsetc.)butdonotmakeanyuseofthetheoryofSTEINmanifolds.M.F.ATIVAHandW.V.D.HOEhedealtsuccessfullywithproblemsonintegralsofthesecondkindonalgebraicmanifoldswiththehelpofsheaftheory.
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代数几何中的拓扑方法 Friedrich Hirzebruch 世界图书出版公司 9787506271875
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代数几何中的拓扑方法 Friedrich Hirzebruch 编 世界图书出版公司【正版保证】 全国三仓发货,物流便捷,下单秒杀,欢迎选购!
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代数几何中的拓扑方法 Friedrich Hirzebruch 编 世界图书出版公司【正版】 【店主推荐,正版书放心购买,可开发票】
H.CARTANandJ.-P.SERREheshownhowfundamentaltheoremsonholomorphicallycompletemanifolds(STEINmanifolds)canbefor-mulatedintermsofsheaftheory.Thesetheoremsimplymanyfactsoffunctiontheorybecausethedomainsofholomorphyareholomorphicallycomplete.Theycanalsobeappliedtoalgebraicgeometrybecausethecomplementofahyperplanesectionofanalgebraicmanifoldisholo-morphicallycomplete.J.-P.SERREhasobtainedimportantresultsonalgebraicmanifoldsbytheseandothermethods.Recentlymanyofhisresultshebeenprovedforalgebraicvarietiesdefinedoverafieldofarbitrarycharacteristic.K.KODAIRAandD.C.SPENCERhealsoappliedsheaftheorytoalgebraicgeometrywithgreatsuccess.TheirmethodsdifferfromthoseofSERREinthattheyusetechniquesfromdifferentialgeometry(harmonicintegralsetc.)butdonotmakeanyuseofthetheoryofSTEINmanifolds.M.F.ATIVAHandW.V.D.HOEhedealtsuccessfullywithproblemsonintegralsofthesecondkindonalgebraicmanifoldswiththehelpofsheaftheory.
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代数几何中的拓扑方法 Friedrich Hirzebruch 编 世界图书出版公司【正版】 【正品保证,进入店铺更多优惠!】
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代数几何中的拓扑方法 Friedrich Hirzebruch 编 世界图书出版公司【正版书】 正版图书,下单前请先咨询客服,欢迎选购!
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代数几何中的拓扑方法 Friedrich Hirzebruch 编 世界图书出版公司【正版.】 正版图书,下单前请先咨询客服,欢迎选购!
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代数几何中的拓扑方法 Friedrich Hirzebruch 编 世界图书出版公司【正版】 全国三仓发货,物流便捷,下单秒杀,欢迎选购!
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代数几何中的拓扑方法 Friedrich Hirzebruch 编 世界图书出版公司
H.CARTANandJ.-P.SERREheshownhowfundamentaltheoremsonholomorphicallycompletemanifolds(STEINmanifolds)canbefor-mulatedintermsofsheaftheory.Thesetheoremsimplymanyfactsoffunctiontheorybecausethedomainsofholomorphyareholomorphicallycomplete.Theycanalsobeappliedtoalgebraicgeometrybecausethecomplementofahyperplanesectionofanalgebraicmanifoldisholo-morphicallycomplete.J.-P.SERREhasobtainedimportantresultsonalgebraicmanifoldsbytheseandothermethods.Recentlymanyofhisresultshebeenprovedforalgebraicvarietiesdefinedoverafieldofarbitrarycharacteristic.K.KODAIRAandD.C.SPENCERhealsoappliedsheaftheorytoalgebraicgeometrywithgreatsuccess.TheirmethodsdifferfromthoseofSERREinthattheyusetechniquesfromdifferentialgeometry(harmonicintegralsetc.)butdonotmakeanyuseofthetheoryofSTEINmanifolds.M.F.ATIVAHandW.V.D.HOEhedealtsuccessfullywithproblemsonintegralsofthesecondkindonalgebraicmanifoldswiththehelpofsheaftheory.
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代数几何中的拓扑方法 Friedrich Hirzebruch 世界图书出版公司 9787506271875
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代数几何中的拓扑方法 Friedrich Hirzebruch 编 世界图书出版公司【达额立减】
H.CARTANandJ.-P.SERREheshownhowfundamentaltheoremsonholomorphicallycompletemanifolds(STEINmanifolds)canbefor-mulatedintermsofsheaftheory.Thesetheoremsimplymanyfactsoffunctiontheorybecausethedomainsofholomorphyareholomorphicallycomplete.Theycanalsobeappliedtoalgebraicgeometrybecausethecomplementofahyperplanesectionofanalgebraicmanifoldisholo-morphicallycomplete.J.-P.SERREhasobtainedimportantresultsonalgebraicmanifoldsbytheseandothermethods.Recentlymanyofhisresultshebeenprovedforalgebraicvarietiesdefinedoverafieldofarbitrarycharacteristic.K.KODAIRAandD.C.SPENCERhealsoappliedsheaftheorytoalgebraicgeometrywithgreatsuccess.TheirmethodsdifferfromthoseofSERREinthattheyusetechniquesfromdifferentialgeometry(harmonicintegralsetc.)butdonotmakeanyuseofthetheoryofSTEINmanifolds.M.F.ATIVAHandW.V.D.HOEhedealtsuccessfullywithproblemsonintegralsofthesecondkindonalgebraicmanifoldswiththehelpofsheaftheory.
¥293.99定价:¥590.00 (4.99折)
代数几何中的拓扑方法 Friedrich Hirzebruch 编 世界图书出版公司【正版】 正版图书,下单前请先咨询客服,欢迎选购!
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代数几何中的拓扑方法 Friedrich Hirzebruch 编 世界图书出版公司【正版可开发票】 全国三仓发货,物流便捷,下单秒杀,欢迎选购!
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代数几何中的拓扑方法 【速开发票,优质售后,支持7天无理由退换】
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代数几何中的拓扑方法【正版书籍,满额减】 【速开发票,优质售后,支持7天无理由退换】
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地下水地球化学模拟的原理及应用,(德)B.J.MERKEL B.PLANER-FRIEDRICH著;朱义年,王焰新译,中
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偏微分方程 第2卷 (德)索维尼 著 世界图书出版公司【正版书籍】 【店主推荐,正版书放心购买,可开发票】
Inthissecondvolume-FUNCTIONALANALYTICMETHODS-wecontinueourtextbookPARTIALDIFFERENTIALEQUATIONSOFGEOMETRYANDPHYSICS.Frombothareasweshallanswercentralquestionssuchascurvatureestimatesoreigenvalueproblems-forinstance.Withthetitleofourtextbookwealsowanttoemphasizethepureandappliedaspectsofpartialdifferentialequa-tions.Itturnsoutthattheconceptsofsolutionsarepermanentlyextendediathetheoryofpartialdifferentialequations.Heretheclassicalmethodsdonotlosetheirsignificance.Besidesthen-dimensionaltheoryweequallywanttopresentthetwo-dimensionaltheory-soimportanttoourgeometricintuition.Weshallsolvethedifferentialequationsbythecontinuitymethod-thevari-ationalmethodorthetopologicalmethod.Thecontinuitymethodmaybepreferredfromageometricpointofview-sincethestabilityofthesolutionisinvestigatedthere.Thevariationalmethodisveryattractivefromthephysi-calpointofview however-difficultregularityquestionsfortheweaksolutionappearwiththismethod.Thetopologicalmethodcontrolsthewholesetofsolutionsduringthedeformationoft
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偏微分方程 第2卷 (德)索维尼 著 世界图书出版公司 正版现货,可开发票
Inthissecondvolume-FUNCTIONALANALYTICMETHODS-wecontinueourtextbookPARTIALDIFFERENTIALEQUATIONSOFGEOMETRYANDPHYSICS.Frombothareasweshallanswercentralquestionssuchascurvatureestimatesoreigenvalueproblems-forinstance.Withthetitleofourtextbookwealsowanttoemphasizethepureandappliedaspectsofpartialdifferentialequa-tions.Itturnsoutthattheconceptsofsolutionsarepermanentlyextendediathetheoryofpartialdifferentialequations.Heretheclassicalmethodsdonotlosetheirsignificance.Besidesthen-dimensionaltheoryweequallywanttopresentthetwo-dimensionaltheory-soimportanttoourgeometricintuition.Weshallsolvethedifferentialequationsbythecontinuitymethod-thevari-ationalmethodorthetopologicalmethod.Thecontinuitymethodmaybepreferredfromageometricpointofview-sincethestabilityofthesolutionisinvestigatedthere.Thevariationalmethodisveryattractivefromthephysi-calpointofview however-difficultregularityquestionsfortheweaksolutionappearwiththismethod.Thetopologicalmethodcontrolsthewholesetofsolutionsduringthedeformationoft
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偏微分方程 第2卷 (德)索维尼 著 世界图书出版公司【正版书籍】 【店主推荐,正版书放心购买,可开发票】
Inthissecondvolume-FUNCTIONALANALYTICMETHODS-wecontinueourtextbookPARTIALDIFFERENTIALEQUATIONSOFGEOMETRYANDPHYSICS.Frombothareasweshallanswercentralquestionssuchascurvatureestimatesoreigenvalueproblems-forinstance.Withthetitleofourtextbookwealsowanttoemphasizethepureandappliedaspectsofpartialdifferentialequa-tions.Itturnsoutthattheconceptsofsolutionsarepermanentlyextendediathetheoryofpartialdifferentialequations.Heretheclassicalmethodsdonotlosetheirsignificance.Besidesthen-dimensionaltheoryweequallywanttopresentthetwo-dimensionaltheory-soimportanttoourgeometricintuition.Weshallsolvethedifferentialequationsbythecontinuitymethod-thevari-ationalmethodorthetopologicalmethod.Thecontinuitymethodmaybepreferredfromageometricpointofview-sincethestabilityofthesolutionisinvestigatedthere.Thevariationalmethodisveryattractivefromthephysi-calpointofview however-difficultregularityquestionsfortheweaksolutionappearwiththismethod.Thetopologicalmethodcontrolsthewholesetofsolutionsduringthedeformationoft
¥39.67定价:¥138.26 (2.87折)
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代数几何中的拓扑方法【达额立减】 本书为稀缺书籍,线上线下同步销售,请咨询客服后下单,勿直接下单,避免纠纷。
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地下水地球化学模拟的原理及应用,(德)B.J.MERKEL B.PLANER-FRIEDRICH著;朱义年,王焰新译,中
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代数几何中的拓扑方法【放心购买】 [正版书籍,达额减,现货速发,可开电子发票]
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正版代数几何中的拓扑方法(英文版),Friedrich Hirzebruch 编,世界图书出版公司
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代数几何中的拓扑方法(英文版),Friedrich Hirzebruch 编,世界图书出版公司
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代数几何中的拓扑方法(英文版) Friedrich Hirzebruch 编 世界图书出版公司 978750627187 部分图片套装书籍可能不全 下单前请咨询线上客服
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地下水地球化学模拟的原理及应用 B.Planer-Friedrich 中国地质大学出版社 9787562520580
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代数几何中的拓扑方法 「本店部分图书为稀缺古旧书籍,您下单之前可与在线客服联系」
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代数几何中的拓扑方法【正版图书,满额减】 【速开发票,优质售后,支持7天无理由退换】
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