（蘭州理工大學理學院，蘭州 730050）0 IntroductionSurface Plasmon Resonance（SPR）is a prominent optical phenomenon that arises as to the extent of energy transferring from photons to surface plasmon waves under appropriate conditions［1］.In the pa

蘭州理工大學 理學院, 甘肅 蘭州 730050）1 IntroductionCapacity expansion through dense wavelength division multiplexing[1-3], frequency division multiplexing[4-5], time division multiplexing[6-7]and space division multiplexing[8-9]in the convent

與中國農(nóng)業(yè)大學理學院校企合作線上正式簽約，雙方將在成果轉化、學生聯(lián)合培養(yǎng)、農(nóng)藥學學科發(fā)展等方面開展全方位合作。在泰禾股份總裁謝思勉、中國農(nóng)業(yè)大學理學院院長王鵬及與會人員的見證下，校企雙方領導共同簽訂校企合作協(xié)議，泰禾國際向中國農(nóng)業(yè)大學理學院捐贈50 萬元，設立“農(nóng)藥學學科發(fā)展基金”，用于支持中國農(nóng)業(yè)大學農(nóng)藥學學科的建設和發(fā)展。謝思勉在致辭中表示，泰禾國際成立30 年來，堅持以“科技創(chuàng)新”為經(jīng)，以“人才集聚”為緯，立足行業(yè)前沿，深耕行業(yè)高端制造，形成了較為完

過中國知網(wǎng)查閱理學院與人文學院學生身體素質指標現(xiàn)相關的文獻資料，整理、分析研究內(nèi)容，為論文的研究提供理論支持，并且選取理學院與人文學院學生體質健康測試中身體素質指標的測試結果，作為樣本，運用SPSS軟件對所獲得數(shù)據(jù)進行處理。1 理學院與人文學院2016—2019學年身體素質指標對比分析身體素質是人體在運動、勞動和日?；顒又?，在中樞神經(jīng)調節(jié)下，各器官系統(tǒng)功能的綜合表現(xiàn)，如力量、耐力、速度、靈敏、柔韌等素質能力。身體素質的強弱，是衡量一個人體質狀況的重要標志之

中國農(nóng)業(yè)大學 理學院 應用化學系 農(nóng)藥創(chuàng)新中心，北京 100193)0 IntroductionSpodoptera frugiperda(J. E, Smith), has caused substantial damage to various grain and forage crops throughout the Americans and has recently invaded into Africa and Asia[1]. This pe

學力(長安大學理學院，西安 710064)1 IntroductionSmoking is called“the fifth threat”by the World Health Organization(WHO)[1,2].Epidemiological investigation showed that smoking is one of the important pathogenic factors oflung cancer[3].Many sc

院工業(yè)催化系,理學院,2.天津大學分子+研究院,天津300072）1 IntroductionEnergy crisis and environmental pollution have become the serious challenges for the sustainable develop?ment of human society［1—4］.Seeking for clean and renewable energy is of great

1沈陽農(nóng)業(yè)大學理學院，沈陽 1108662湖州師范學院生命科學學院，浙江 湖州 3130001 IntroductionIonic liquids (ILs) as salt have shown completely of ions and existed as liquid at room temperature. They have shown exceptional physical and chemical performances (low m

2.西華大學理學院，成都 610039)1 IntroductionLetnandkbe nonnegative integers. The Stirling number of the first kind，denoted bys(n,k)，counts the number of permutations ofnelements withkdisjoint cycles. One can also characterizes(n,k) bywhere

(西安工程大學理學院，西安 710048)1 IntroductionIllicit opioid use can cause significant public health problems, which have been identified in many countries across the globe[1]. Dependent heroin or other opioid users continue to use opioids d

(河南工業(yè)大學理學院，鄭州 450001)1 IntroductionThe multi-agent scheduling problem was introduced by Agnetis et al[1]and Baker and Smith[2]. There are several agents, each agent has a job set. The agents have to schedule their jobs on a common

涌舟摘? 要：理學院承擔了全校數(shù)理化公共基礎課教學，在“課程思政”學院建設方面進行了有效探索。學院院長主管本科教學、學科專業(yè)一體化、雙帶頭人制和完善的教學團隊所構成的學院教學運行模式，使“課程思政”學院建設具有先天優(yōu)勢。通過修訂教學大綱，注重價值引領;通過設計思政映射整體方案，全面把握思政元素;通過優(yōu)化教學設計，思政育人無縫融入課程，來全面建設“課程思政”。學院通過“1234”行動來組織和實施“課程思政”，強化對學生的思想引領，幫助學生樹立社會主義核心價值

忠美（長安大學理學院,陜西西安710064）0 IntroductionLetG=(V(G),E(G))be a graph with vertex setV(G)=and edge setE(G).The adjacency matrix ofG,denoted byA(G)=(aij),is an n×n symmetric matrix such that aij=1 if vivj∈E(G)andaij=0otherwise.Letdi=dG(vi

重慶理工大學 理學院， 重慶 400054)1 IntroductionThe coupled nonlinear Schrodinger equations:(SE)were proposed by [3] to describe the two-wave interaction through cubic nonlinear optical media(see also [2,4]). LetΩbe a domain inR2with compactl

(河北科技大學理學院，石家莊 050018)0 IntroductionBinuclear copperギcomplexes are of ongoing interest due to their interesting magnetic,catalytic,electrochemical properties and a wide variety of biological applications as catechol oxidase,antiba

躍進(寧波大學理學院，微電子科學與工程系，寧波 315211)In the pastseveralyears,organic-inorganic perovskite solar cells have become one of the most studied cells for their high efficiency,low fabrication cost and easy solution process[1-5].The core compo

.海軍工程大學理學院應用數(shù)學系,湖北武漢430033) (2.湖北工業(yè)大學理學院,湖北武漢430068) (3.華中農(nóng)業(yè)大學理學院,湖北武漢430070)本文研究了二項指數(shù)和四次均值的計算問題.利用初等數(shù)論及代數(shù)數(shù)論的方法獲得了一個精確的計算公式以及一個轉換公式,推廣了已有的結果,揭示了均值計算與同余方程組的本質聯(lián)系.二項指數(shù)和;混合均值;四次均值;轉換公式O156.2A0255-7797(2017)05-0945-11?Received date：201

(杭州師范大學理學院，浙江 杭州 310036)weakly J#-clean環(huán)；clean環(huán)；weakly nil clean 環(huán)；S=R[D,C]環(huán)；冪等元；Jacobson 根2016-05-04Foundation item：Supported by the Natural Science Foundation of Zhejiang Province (LY17A010018).CHEN Huanyin(1963—)，male，Professor

(杭州師范大學理學院, 浙江 杭州 310036)?On Pseudo Weakly J-clean RingsA ringRis called a pseudo weakly J-clean ring if every elementa∈Rcan be written in the form ofa=e+w+(1-e)Raora=-e+w+(1-e)Rawhereeis an idempotent andwbelongs to the Jacobson

（北京交通大學理學院數(shù)學系 北京 100044）1 IntroductionThe improvement of vacuum tubes has developed Moore’s Law，and current trends suggest that the emulation of expert systems will soon emerge.On the other hand，an intuitive question in theory is

浙江科技學院 理學院，杭州310023）1 IntroductionIn this paper，we consider the t wo kinds of stochastic integrals，the It?integral and the Stratonovich integral.Let（Ω，F(xiàn)）be a measure space with t he pr obability measure P and Bt（ω）be a n-dimension

.杭州師范大學理學院，浙江 杭州 310036；2.湖州師范學院理學院，浙江 湖州 313000)一參數(shù)均值；Heron平均；冪均值date：2010-10-25Supported by the Natural Science Foundation of China (11071069) and the Innovation Team Foundation of the Department of Education of Zhejiang Provinc

(上海理工大學理學院,上海 200093)一種廣義富足半群高振林, 田 麗(上海理工大學理學院,上海 200093)在半群S上引進新的Green*-關系?和R,它們雖不同于Green*-關系?*和R*,但與之有聯(lián)系,且有?*??,R*?R.引進另一種廣義富足(或充足)半群即G-富足(或充足)半群,在G-富足半群上,引進G-充足斷面.給出了有G-充足斷面的G-富足半群的性質和結構.G-富足半群;G-充足斷面;G- Green*-關系1 預備知識在半群S上,對

枝（中北大學 理學院，山西 太原 030051）帶p-Laplace算子兩點邊值問題存在唯一正解王雪枝（中北大學 理學院，山西 太原 030051）我們討論邊值問題（Φp（u′））′（t）＋f（t，u（t））＝0，p＞1，t∈［0，1］，u（0）＝u（1）＝0在C［0，1］上存在唯一正解.p-Laplace算子；兩點邊值問題；唯一正解；凹算子0 引言1 主要結果［1］ Lu Haishen，Bai Zhanbing.A necessary and suff

.浙江工業(yè)大學理學院,杭州 310023;2.浙江科技學院理學院,杭州 310023)1 IntroductionAs a solid light source,light emitting diode(LED)is becoming the focus of attention for many present scholars and businessmen because of its particular advantages,such as en