假地枫皮的订正

作者查阅了全国42个标本馆所收藏的403号假地枫皮Illicium jiadifengpi B.N.Chang标本, 确认该种植物为中国特有, 分布于安徽、浙江、江西、福建、湖北、湖南、广东和广西。将百山祖八角I.jiadifengpi B.N.Changvar.baishanense B.N.Chang et S.H.Ou归并到假地枫皮;将闽皖八角I.minwanense B.N.Changet S.D.Zheng作为假地枫皮的一个变型--紫花八角I.jiadifengpi B.N.Changf.minwanense(B.N.ChangetS.D.Zhang)Q.Lin, 将武夷八角I.wuyishanum Q.Lin归并到紫花八角中。     

用轻度的细胞解体研究两栖类外胚层的反应能力

目次Ⅰ.绪论Ⅱ.材料和方法Ⅲ.实验一.外胚层反应能力的改变1.背唇形成以前,外胚层的反应能力2.背唇形成以后,外胚层的反应能力3.小结二.神经组织的分化和外胚层的年龄以及处理的时间的关系1.早期原肠胚的外胚层2.中期原肠胚的外胚层3.晚期原肠胚的外胚层4.胚孔关闭以后的外胚层     

鹅观草属的几个新组合

本文报道了禾本科鹅观草属的三个种级新组合和四个变种级新组合。即大丛鹅观草Roegneria magnicaespis (D.F.Cui)L.B.Cai;新疆鹅观草Roegneria sinkiangensis(D.F.Cui)L.B.Cai;阿尔泰鹅观草Roegneria altaica(D.F.Cui)L.B.Cai;短芒鹅观草Roegneria glaberrima var.breviarista (D.F.Cui)L.B.Cai;林缘鹅观草Roegneria mutabilis var.nemoralis (D.F.Cui)L.B.Cai;多花鹅观草Roegneria abolinii var.pluriflora (D.F.Cui)L.B.Cai和曲芒鹅观草Roegneria tschimganica var.glabrispicula (D.F.Cui)L.B.Cai。     

不同念珠藻的提取物对酪氨酸酶活性的抑制作用

研究了Nostoc sp.FACHB87、 Nostoc paludosum FACHB89等10株念珠藻的甲醇提取物对酪氨酸酶的抑制作用.结果表明,随着提取物浓度的升高,对酪氨酸酶的抑制作用也增强.其中Nostoc sp.FACHB892的甲醇提取物对酪氨酸酶抑制作用最强,在33.3 μg/mL的最高测试浓度下,抑制率可达到60.54%;Nostoc sp.FACHB95、 Nostoc sp.FACHB106、 N.punctiforme FACHB252、N.calcicola FACHB389和N.parmiloides FACHB392的甲醇提取物,在33.3 μg/mL的最高测试浓度下, 抑制率分别为41.55%、 37.58%、46.94%、52.12%和47.95%.Nostoc sp.FACHB892的甲醇提取物对酪氨酸酶的抑制作用表现为可逆抑制,抑制类型为非竞争型抑制.     

沙门氏菌滤过型的研究

根据 B.(1954)的报道,细菌滤遇型早在1907年巳被发现。其后有很多学者进行了这方面的工作。(F.B.Cooper 和 S.A.Petroff,1928;Phillip Hadley 等,1931;H.1925;B.B.CyKaen,B.1937;H.H.1954;B.1954;E.Klieneberger-Nobel,1951;I.Nasz 和 B.Lovas,1956)。近年来滤过型存在的重要性更引起了医学家与生物学家的普遍注意;但是这种形态在生物学上与免疫学上的意义,直到现在,还不够清楚。我们于1955年开始沙门氏菌中的伤寒桿菌及乙型伤寒桿菌滤过型问题的研究。     

木犀科丁香属的一个新等级和六个名称的模式指定

在居群取样、标本查阅、性状分析和多变量分析的基础上, 提出了丁香属Syringa一个新等级和一个新异名: 辽东丁香S. wolfii C. K. Schneid.被处理为红丁香的亚种S. villosa ssp. wolfii而不是垂丝丁香的亚种S. reflexa ssp. wolfii, 并且其后选模式被指定。同时还指定了五个异名的后选模式, 它们是S. bretschneiderii、S. emodi var. rosea、S. villosa var. hirsuta、S. formosissima和S. robusta。     

中国部分杨属植物的染色体数目

对中国杨属Populus L. 5组14种(银白杨P. alba L.、河北杨P. hopeiensis Hu & Chow、毛白杨P. tomentosa Carr.、欧洲山杨P. tremula L.、小叶杨P. simonii Carr.、辽杨P. maximowiczii Henry、大青杨 P. ussuriensis Kom. 、青杨P. cathayana Rehd.、小青杨P. pseudo-simonii Kitag.、香杨P. koreana Rehd.、毛果杨P. trichocarpa Torr. & Grog.、大叶杨P. lasiocarpa Oliv.、欧洲黑杨P. nigra L.、胡杨P. euphratica Oliv.),3变种(新疆杨P. alba L. var. pyramidalis Bge.、箭秆杨P. nigra L. var. thevestina Bean.、钻天杨P. nigra L. var. italica (moench.) Koehne),3杂交种(小钻杨P.×xiaozhuanica W. Y. Hsu & Liang、北京杨P.×beijingensis W. Y. Hsu、加杨P.×canadensis Moench、晚花杨P.×canadensis Moench cv. “serotina” 、沙兰杨P.×canadensis Moench cv. “Sacrau 79”和意大利214杨P.×canadensis Moench cv. “I-214”)进行了染色体计数。发现白杨组的毛白杨P. tomentosa Carr. 、 黑杨组的沙兰杨P. ×canadensis Moench cv. “Sacrau 79”和意大利214杨P. × canadensis Moench cv. “I-214”为三倍体(2n=3x=57),其余均为二倍体(2n=2x=38)。     

中国猕猴的分类及分布

本文根据外部形态、头骨特征及地理分布,对猕猴（Macaca mulatta）在中国的亚种分类进行了重新整理。结果表明M.m.mulatta、M.m.breuvcaudus、M.m.lasiotis、M.m.littoralis和M.m.uestita均为有效亚种,M.m.tcheliensis可能也是一有效亚种。     

珠穆朗玛峰地区的锈菌

摘要:本文报告珠穆朗玛峰地区(中喜马拉雅)的锈菌计25属155种。所有标本系本文第一作者在1990年8月至10月在珠穆朗玛峰自然保护区(定结,吉隆,聂拉木和定日四县境内)进行科学考察时所采,保存在中国科学院微生物研究所真菌标本室。新种和中国新记录有:1.蓝钟花春孢锈菌Aecidium cyananthi J.Y. Zhuang sp. nov.2.坦登春孢锈菌Aecidium tandonii Mitter3.假风铃草鞘锈菌Coleosporium pseudocampanulae Kaneko, Kakishima & Ono4.坎宁安胶锈菌Gymnosporangium cunninghamianum Barclay5.无刺长栅锈菌Melampsoridium inerme Singh & Pandey6.巴克利多胞锈菌Phragmidium barclayi Dietel7.非洲短柄草柄锈菌戴维斯变种Puccinia brachypodii-phoenicoidis Guyot & Halencon var.davisii Cummins & H.C. Greene8.火把花生柄锈菌Puccinia colquhouniicola J.Y. Zhuang sp. nov.9.高山还羊参柄锈菌Puccinia crepidis-montanae Magnus10.迪里厄柄锈菌Puccinia durrieui Ono11.吉隆柄锈菌Puccinia gyirongensis J.Y. Zhuang sp. nov.12.苞茅柄锈菌Puccinia hyparrheniae Cummins13.淡灰柄锈菌Puccinia leucophaea H. Sydow & P. Sydow14.林克柄锈菌Puccinia linkii Klotzsch15.乳突柄锈菌Puccinia mammillata Schroeter16.帕氏柄锈菌Puccinia padwickii Cummins17.鞑靼茜草柄锈菌Puccinia rubiae-tataricae H. Sydow & P. Sydow18.风毛菊柄锈菌Puccinia saussureae Thuemen19.舌岩白菜柄锈菌Puccinia saxifragae-ciliatae Barclay20.葛缕子叶亮蛇床柄锈菌Puccinia selini-carvifoliae Savulescu21.西藏柄锈菌Puccinia thibetana J.Y. Zhuang sp. nov.22.脐景天柄锈菌Puccinia umbilici Guepin23.黄孢柄锈菌Puccinia xanthosperma H. Sydow & P. Sydow24.宫部膨痴锈菌Pucciniastrum miyabeanum Hiratsuka25.樱桃盖痂锈菌Thekopsora pseudo-cerasi Hiratsuka26.桑帕特轮孢锈菌Trochodium sampathense Thirumalachar27.间型拟夏孢锈菌Uredinopsis intermedia Kamei 新种有拉丁文描述,一些重要的种作了讨论。所有的种都列出了学名、寄主、采集地及标本号。     

根表面养分吸收通量和根围溶质浓度的近似解析解

该文用Nye-Tinker-Barber模型来研究植物根系表面的养分吸收通量和根围溶质浓度的近似解析解。将根围区域分为远场区域和近场区域, 在远场用相似变量, 在近场用尺度变换, 将远场解在根表面展开并与近场解进行待定函数的匹配, 从而获得对流扩散方程根表面通量和浓度的一阶近似解析解, 该解能够简化到扩散方程的解的形式。对氮、钾、硫、磷、镁、钙的养分吸收通量和氮、钾的浓度分别进行数值模拟, 比较模型的数值解、Roose的近似解析解和该文的近似解析解。结果表明: 在扩散方程中, 6种元素通量的解析解与Roose解析解相近, 但均高于数值解, 钾和磷的通量在短时间内迅速衰减; 钾和氮浓度的全局近似解析解与Roose解析解接近, 并与数值解的变化趋势一致。在对流扩散方程中, 除氮外的5种元素通量的近似解较Roose的解析解更接近于数值解, 且没有奇性。     

Approximate analytical solutions of root surface nutrient uptake flux and rhizosphere solute concentrations

该文用Nye-Tinker-Barber模型来研究植物根系表面的养分吸收通量和根围溶质浓度的近似解析解。将根围区域分为远场区域和近场区域, 在远场用相似变量, 在近场用尺度变换, 将远场解在根表面展开并与近场解进行待定函数的匹配, 从而获得对流扩散方程根表面通量和浓度的一阶近似解析解, 该解能够简化到扩散方程的解的形式。对氮、钾、硫、磷、镁、钙的养分吸收通量和氮、钾的浓度分别进行数值模拟, 比较模型的数值解、Roose的近似解析解和该文的近似解析解。结果表明: 在扩散方程中, 6种元素通量的解析解与Roose解析解相近, 但均高于数值解, 钾和磷的通量在短时间内迅速衰减; 钾和氮浓度的全局近似解析解与Roose解析解接近, 并与数值解的变化趋势一致。在对流扩散方程中, 除氮外的5种元素通量的近似解较Roose的解析解更接近于数值解, 且没有奇性。     

On the stability of separable solutions of a sexual age-structured population dynamics model

The Sharpe-Lotka-McKendrick-von Foerster equations for non-dispersing age-sex-structured populations with a harmonic mean type mating law are considered and their separable solutions are analysed. For certain forms of the demographic rates the underlying evolution equations are reduced to systems of ODEs, the long time behavior of their solutions is studied, and the stability of separable solutions is discussed. It is found that for the constant death rates and constant sex ratio of newborns with stationary birth rates this model admits one one-parameter class of separable solutions, two such classes (repeated or different) or no such ones. In the case of special forms of age-dependent birth rates, solutions of one of these two different classes corresponding to the greater root of the characteristic equation are locally stable, solutions of the other one corresponding to the smaller root are unstable, and the population dies out if the model does not admit separable solutions or if initial densities of newborns are small enough in the case of the existence of separable solutions. In the case of constant vital rates, the model has no separable solutions or admits only one class of such ones that are globally stable.     

Spatial stability of traveling wave solutions of a nerve conduction equation.

A simplified FitzHugh-Nagumo nerve conduction equation with known traveling wave solutions is considered. The spatial stability of these solutions is analyzed to determine which solutions should occur in signal transmission along such a nerve model. It is found that the slower of the two pulse solutions is unstable while the faster one is stable, so the faster one should occur. This agrees with conjectures which have been made about the solutions of other nerve conduction equations. Furthermore for certain parameter values the equation has two periodic wave solutions, each representing a train of impulses, at each frequency less than a maximum frequency wmax. The slower one is found to be unstable and the faster one to be stable, while that at wmax is found to be neutrally stable. These spatial stability results complement the previous results of Rinzel and Keller (1973. Biophys. J. 13: 1313) on temporal stability, which are applicable to the solutions of initial value problems.     

A Generalized Simplest Equation Method and Its Application to the Boussinesq-Burgers Equation

In this paper, a generalized simplest equation method is proposed to seek exact solutions of nonlinear evolution equations (NLEEs). In the method, we chose a solution expression with a variable coefficient and a variable coefficient ordinary differential auxiliary equation. This method can yield a Bäcklund transformation between NLEEs and a related constraint equation. By dealing with the constraint equation, we can derive infinite number of exact solutions for NLEEs. These solutions include the traveling wave solutions, non-traveling wave solutions, multi-soliton solutions, rational solutions, and other types of solutions. As applications, we obtained wide classes of exact solutions for the Boussinesq-Burgers equation by using the generalized simplest equation method.     

Solutions to axon equations

The solutions to a general class of axon partial differential equations proposed by FitzHugh which includes the Hodgkin-Huxley equations are studied. It is shown that solutions to the partial differential equations are exactly the solutions to a related set of integral equations. An iterative procedure for constructing the solutions based on standard methods for ordinary differential equations is given and each set of initial values is shown to lead to a unique solution. Continuous dependence of the solutions on the initial values is established and solutions with initial values in a restricted (physiological) range are shown to remain in that range for all time. The iterative procedure is not suggested as the basis for numerical integration.     

Evolution,games theory and polyhedra

The problem of finding an Evolutionary Stable Strategy (ESS) for an animal species is defined. It is shown how such strategies are a subset of the equilibrium solutions for a particular non-zero sum game. These equilibrium solutions are then shown to arise from the vertices of a particular convex polyhedron. A method of finding these equilibrium solutions through the vertices and then the ESS solutions is given. This is illustrated by a number of numerical examples taken from the literature. Finally an alternative approach based on solving a Linear Complementarity Problem is discussed.     

时标上一捕食二食饵系统的周期解（英文）

研究时标上一捕食二食饵系统.运用时标上Gaines和Mawhin的连续拓扑度定理,得到了系统存在周期解的新的充分条件.其研究方法可以广泛地运用来研究微分或者差分方程的周期解存在性问题.     

Supersaturation of soil solutions with respect to gypsum

The products of activities of calcium and sulphate were calculated for solutions of 75 glasshouse soils. The majority of these products was found to be higher than the solubility product of gypsum, thus indicating that these soil solutions were possibly supersaturated. In another investigation, soil solutions were examined to determine whether such high activity products could be really attributed to supersaturation. By means of ultracentrifuging of solutions of glasshouse soils, it could be established that the solutions were practically free of sulphate-bearing colloidal particles. Some solutions contained calcium-bearing colloidal particles, but the quantities of calcium contained in these particles were too small to substantially influence the calcium activity. Addition of gypsum crystals to soil solutions led to crystallization of so much calcium and sulphate that the products of the activities of calcium and sulphate dropped from values that can be listed as high to values approaching the solubility product of gypsum. The results obtained demonstrate the occurrence of supersaturation of soil solutions with respect to gypsum. It is further postulated that the presence of humic substances in the soil solution is responsible for this supersaturation. The possible occurrence of supersaturation with respect to gypsum in soils other than glasshouse soils is discussed.     

DSC study of reversible and irreversible thermal denaturation of concentrated globular protein solutions

A calorimetric study of the thermal denaturation of bovine serum albumin, RNAase and catalase in concentrated solutions (crystals) has been carried out. The results obtained for RNAase studied within the pH range 2.5-8.5 show that for concentrated solutions there is an interval of pH where, on cooling of the solution which had undergone denaturation, its renaturation is observed. In the case of concentrated and dilute solutions of RNAase these intervals coincide. The study of RNAase under such conditions at various heating rates shows that there is a range of rates in which the process of denaturation of concentrated solutions can be considered as reversible. The dependences of Td and Hd on pH and concentration of solutions have been determined. The denaturation enthalpy of concentrated solutions like in dilute ones, has been found to be independent of the pH of solutions, and the experimentally registered change has been proved to be the result of its dependence on temperature. A new method of determination of protein denaturation enthalpy under the conditions of intensive molecule aggregation is suggested. The forms of irreversibility as appearing in the calorimetric experiment were determined by comparing reversible and irreversible denaturation under continuous and step-heating regimes. It is shown that the decrease in Tmax and the narrowing of the heat absorption peak in the case of decreasing heating rates of protein solutions, observed under certain environmental conditions, results from the irreversibility of the denaturation process.