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简介：一首忧伤的曲子伴着许巍走出古老的城墙，一支优美的旋律唱出了他对古都的一往情深、对生活的激情四溢……

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简介：ＴｈｅｈｉｓｔｏｒｉｃｅｖｏｌｕｔｉｏｎｏｆＺｈｏｕｙｕａｎａｎｄｔｈｅｎｅｗｅｓｔａｃｔｉｖｉｔｙｏｆｔｈｅｇｒｅａｔＷｅｉＲｉｖｅｒｆａｕｌｔＸｕｅ－ＦａＹＩ（易学发）ａｎｄＹａ－ＱｉｎＳＨＩ（师亚芹）（ＳｅｉｍｏｌｏｇｉｃａｌＢｕｒｅａｕｏｆＳ...

简介：<正>Natureisthemajorthemethatmanypoetsdealwithtoexpresstheirsorrowandjoy,lonelinessandhappiness;toseeklibertyandfreedom;toescapethesqalorofreallife;ortorevealtruthandphilosophy.Natureluresmanypoetsintoit.Notonlyisnaturethekingdomofpoeple’spouringouttheirfeeling,butalsothckingdomofbeautyofallcreatures——murmuringrivers,roilinghills,singingbirds,andsmilingflowers.Poetshaveendowednaturewithlifeandmergedthemselvesinit.Naturecanpurifysoulsandmouldtemperament.

简介：TheWei-LiuwatersupplyingsubmarinepipelineisatpresentthelongestoneofthekindinChina.Itisabout4kilometerslongfromWeihaiCitytoLiugongIslandinShandongprovince.Ittookonlyhalfayeartodesignandconstructit.Theprojectwasofahigheconomicefficiencyandsomepracticalexperienceswereachieved.Inthispaperageneralintroductiontothedesignandconstructionofthispipelineispresentedandsuchproblemsasthestabilityofthepipelineinverysoftclay,designofcurvedslideforlaunchingandestimationofdraggingforcesareexpounded.

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简介：本文根据王力先生关于同源词的标准，通过大量的例证，认定“赝”“伪”“讹（Wei”是同源关系；同时，对“赝”的假借定“赝”的训释提出了一些粗浅的看法。

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简介：关键词臂的丛神经病-小腿侧的神经病-Guillain扶手症候群-针灸艾灸治疗-医药记录鍏抽敭璇？鑷備笡绁炵粡鐥?-鑵撶缁忕梾-鏍兼灄-宸村埄缁煎悎寰?-?堢伕鐤楁硶-鐥呮CLC数字R246.6作者：王静喜(1953鈥?，男、主要医生

简介：ToinvestigatetheprotectiveeffectofdecoctionofliaoweiongastricmucosaofH.pyloriassociatedchronicatrophicgastritisinrats.TheH.pyloriassociatedchronicatrophicgastritismodelswereinducedwithsodiumdeoxycholate,sodiumsalicylate,ethanol,andculturebrothofH.pylori.ProtectiveeffectofdecoctionofliaoweiongastricmucosaofH.pyloriassociatedchronicatrophicgastritiswasobservedquantitatively.

简介：Thisbookrecordsacollectionof42selectedpaperspresentedatUK-ChinaParticleTechnologyForumIIIheldatBirmingham,UK,on2011-7-3/6.ThepriorForumIIwasheldinGuiyang,Chinain2009,andForumIinLeeds,UKin2007.

简介：Basedonthecovariantprolongationstructuretechnique,weconstructtheintegrablehigher-orderdeformationsofthe(2+1)-dimensionalHeisenbergferromagnetmodelandobtaintheirsu(2)×R(λ)prolongationstructures.ByassociatingthesedeformedmultidimensionalHeisenbergferromagnetmodelswiththemovingspacecurveinEuclideanspaceandusingtheHasimotofunction,wederivetheirgeometricalequivalentcounterparts,i.e.,higher-order(2+1)-dimensionalnonlinearSchrdingerequations.