Bt水稻杂交育种中转基因的遗传分析

利用PCR、GUS染色和Western印迹杂交技术检测了Bt水稻杂交后代群体,发现在394株GUS阳性株中,共有392株表达Bt蛋白,协同表达株率达99.49%。由此表明,在杂交后代中报告基因Gus和目的基因crylAb紧密连锁遗传与表达。本试验还发现,在BC1、BC1F2和粳粳交F2群体中转基因呈单基因显性遗传,而在籼粳交F2群体中偏离3:1分离。Abstract:Improved histochemical staining for GUS activity,PCR and Western blotting were used to detect the population of Bt rice crossed to conventional rice varieties.A total of 392 plants expressing Bt toxin protein were found in 394 GUS positive plants.The result demonstrated that cry1Ab gene closely inherited and expressed with reporter gene gus.Therefore,it is possible to develop GUS-assisted-selection to preliminarily identify the Bt gene and study the inheritance of transgenes in (back)cross breeding.Mendelian segragation of reporter gene Gus was observed in F2,BC1 and BC1F2 progenies.Thus indicated that transgenes inherited as a single dominant gene in the progenies of Bt rice crossed to conventional rice varieties.     

Transgenic wine yeast technology comes of age: is it time for transgenic wine?

Saccharomyces cerevisiae is the main yeast responsible for alcoholic fermentation of grape juice during wine making. This makes wine strains of this species perfect targets for the improvement of wine technology and quality. Progress in winemaking has been achieved through the use of selected yeast strains, as well as genetic improvement of wine yeast strains through the sexual and pararexual cycles, random mutagenesis and genetic engineering. Development of genetically engineered wine yeasts, their potential application, and factors affecting their commercial viability will be discussed in this review.     

On a modified Markov branching process

We modify a Markov branching process such that each particle produces offspring only if its life length is greater than T. We find exact expressions for the mean number of particles at time t.     

SLiM: Simulating Evolution with Selection and Linkage

SLiM is an efficient forward population genetic simulation designed for studying the effects of linkage and selection on a chromosome-wide scale. The program can incorporate complex scenarios of demography and population substructure, various models for selection and dominance of new mutations, arbitrary gene structure, and user-defined recombination maps.     

The spread of apomixis and its effect on resident genetic variation

In a simulation model we investigated how much of the initial genetic variation that is retained in a population after a dominant mutation has brought apomixis to fixation in it. A marker allele associated with the apomixis mutation is generally retained after the fixation of apomixis, particularly if the two alleles are closely linked. The spread of asexuality, however, normally leads to almost no loss of genetic variation, neither with respect to cytotypes nor with respect to genotypes. This holds for large populations and apomixis mutants with strong pollen production. In smaller populations, and with apomicts with reduced pollen production, the outcome is more variable, ranging from no genetic variation retained to only weakly reduced variability compared with the initial state. These results help explain the high genetic variability in many apomicts. They also imply that natural selection will have many genotypes to act on even after the spread of apomixis.     

On the Asymptotic Behaviour of the Population Number

We consider the stochastic model of an asexual population in which the number of couples formed in some generation is random variable depending on the number of individuals in that generation only. The conditions of convergence were obtained almost everywhere and in mean square of the normalized number of individuals in the n-th generation. These results may be considered as the generalization of some known statements about the models constructed on the basis of the branching processses theory.     

Species range expansion by beneficial mutations

A species' range can be limited when there is no genetic variation for a trait that allows for adaptation to more extreme environments. We study how range expansion occurs by the establishment of a new mutation that affects a quantitative trait in a spatially continuous population. The optimal phenotype for the trait varies linearly in space. The survival probabilities of new mutations affecting the trait are found by simulation. Shallow environmental gradients favour mutations that arise nearer to the range margin and that have smaller phenotypic effects than do steep gradients. Mutations that become established in shallow environmental gradients typically result in proportionally larger range expansions than those that establish in steep gradients. Mutations that become established in populations with high maximum growth rates tend to originate nearer to the range edge and to cause relatively smaller range expansion than mutations that establish in populations with low maximum growth rates. Under plausible parameter values, mutations that allow for range expansion tend to have large phenotypic effects (more than one phenotypic standard deviation) and cause substantial range expansions (15% or more). Sexual reproduction allows for larger range expansions and adaptation to more extreme environments than asexual reproduction.     

A framework for estimating the fixation time of an advantageous allele in stepping-stone models

Determining how population subdivision increases the fixation time of an advantageous allele is an important problem in evolutionary genetics as this influences many processes. Here, I lay out a framework for calculating the fixation time of a positively selected allele in a subdivided population, as a function of the number of demes present, the migration rate between them and the manner in which they are connected. Using this framework, it becomes clear that a beneficial allele's fixation time is significantly reduced through migration continuously introducing copies of the allele into a newly colonized subpopulation, increasing its frequency within these demes. The effect that migration has on allele frequency needs to be explicitly taken into account to produce a realistic estimate of fixation time. This behaviour is most prominent when demes are arranged on a two-dimensional torus, in comparison with populations where demes are arranged in a circle. This is because each subpopulation is connected to several neighbours over a torus, so that there are multiple paths that an allele can take in order to fix. As a consequence, some demes experience a greater influx and efflux of migrants than others. Analytical results are found to be very accurate when compared to stochastic simulations, and are generally robust if there are a large number of demes, or if the allele is weakly selected for.     

New Analytic Results for Speciation Times in Neutral Models

In this paper, we investigate the standard Yule model, and a recently studied model of speciation and extinction, the “critical branching process.” We develop an analytic way—as opposed to the common simulation approach—for calculating the speciation times in a reconstructed phylogenetic tree. Simple expressions for the density and the moments of the speciation times are obtained. Methods for dating a speciation event become valuable, if for the reconstructed phylogenetic trees, no time scale is available. A missing time scale could be due to supertree methods, morphological data, or molecular data which violates the molecular clock. Our analytic approach is, in particular, useful for the model with extinction, since simulations of birth-death processes which are conditioned on obtaining n extant species today are quite delicate. Further, simulations are very time consuming for big n under both models.     

The fixation probability of a beneficial allele in a population dividing by binary fission

We derive formulae for the fixation probability, P, of a rare benefical allele segregating in a population of fixed size which reproduces by binary fission, in terms of the selection coefficient for the beneficial allele, s. We find that an earlier result P 4s does not depend on the assumption of binary fission, but depends on an assumption about the ordering of events in the life cycle. We find that P 2s for mutations occurring during chromosome replication and P 2.8s for mutations occurring at random times between replication events.     

A branching process, its application in biology: influence of demographic parameters on the social structure in mammal groups

Branching processes are widely used in biology. This theoretical tool is used in cell dynamics, epidemics and population dynamics. In population dynamics, branching processes are mainly used to access extinction probabilities of populations, groups or families, with the Galton-Watson branching process. Many mammal species live in socially-structured groups, and the smallest units of these groups are lineages (or families) of kin-related individuals. In many primate species, these lineages are matrilines, as females remain in their natal groups most of the time, whereas males generally disperse. Lineage parameters, such as numbers of matrilines, size of each matriline and average degree of relatedness, could strongly influence the genetic composition of groups. Evidence indicates that division along matrilines could induce substantial differentiation among fission groups. Here, we develop a novel mathematical model based on the branching process theory describing demographic dynamics of groups. The main result of this model is an explicit analytical expression of the joint distribution of numbers of lineages and sizes of socially-structured groups. We investigated the influence of parameters such as natality and mortality on the outcome of the process, including extinction probability. Finally, we discuss this theoretical result with respect to biological significance.     

Can telomere shortening explain sigmoidal growth curves?

A general branching process model is proposed to describe the shortening of telomeres in eukaryotic chromosomes. The model is flexible and incorporates many special cases to be found in the literature. In particular, we show how telomere shortening can give rise to sigmoidal growth curves, an idea first expressed by Portugal et al. [A computational model for telomere-dependent cell-replicative aging, BioSystems 91 (2008), pp. 262–267]. We also demonstrate how other types of growth curves arise if telomere shortening is mitigated by other cellular processes. We compare our results with published data sets from the biological literature.     

Promoter methylation and progressive transgene inactivation inArabidopsis

Agrobacterium-transformedArabidopsis plants were generated and the stability of their T-DNA-encoded resistance to kanamycin was examined. Of seven families, each homozygous for a single insertion event, two showed progressive inactivation of resistance over four generations of inbreeding. Loss of resistance was associated with methylation of anSst II site in thenos promoter of the kanamycin resistance gene. Treatment of plant roots from inactive lines with the demethylating agent 5-azacytidine restored the ability of such lines to form callus on kanamycin-containing media. These observations are consistent with the view that methylation is a factor in the progressive inactivation of transgenes inArabidopsis.     

一种含特异性侵染内共生菌Rickettisa massilia的烟粉虱种群建立方法

【目的】烟粉虱Bemisia tabaci(Gennadaius)广泛分布于全球除南极洲外各大洲的90多个国家和地区,其寄主范围广,危害严重,属于农业上的重要害虫。烟粉虱体内的内共生菌有助于其扩散传播,提高其寄主适合度,但其体内的内共生菌大都为次生内共生菌,很难进行体外培养,因此,加大了其内共生菌研究的难度。【方法】采集我国部分地区的烟粉虱种群,然后利用基于mt DNA COⅠ基因的种特异性引物进行种群生物型鉴定,再用内共生菌的特异性引物来鉴定含有特异性侵染内共生菌种群,确定个体含内生菌类型后,采取继代饲养方法建立种群。【结果】经鉴定烟粉虱的生物型为Q型(MED隐种),经过5代种群筛选后,可以建立稳定遗传的含特异性侵染内共生菌Rickettisa massilia菌的烟粉虱种群。【结论】通过本方法可以获得稳定的含有特异性侵染内共生菌Rickettisa massilia菌的烟粉虱种群。该方法对研究烟粉虱与体内内共生菌、植物三者之间以及烟粉虱体内某几种内共生菌之间的互作有重要意义,同时也为明确烟粉虱体内Rickettisa菌的作用研究打下基础。     

Rates of decay for the survival probability of a mutant gene II The multitype case

This paper extends the results of [1] to the multitype case. For a multitype branching process that is slightly supercritical, approximations for the survival probability in terms of the maximal eigenvalue of the mean matrix and a generalized variance ² are developed. Our results improve upon those of Hoppe [5] and Eshel [3] that seek to validate a conjecture of Ewens [4].Research supported in part by NSF grant DMS 9007182     

An event-based model of superspreading in epidemics

Many recent disease outbreaks (e.g. SARS, foot-and-mouth disease) exhibit superspreading, where relatively few individuals cause a large number of secondary cases. Epidemic models have previously treated this as a demographic phenomenon where each individual has an infectivity allocated at random from some distribution. Here, it is shown that superspreading can also be regarded as being caused by environmental variability, where superspreading events (SSEs) occur as a stochastic consequence of the complex network of interactions made by individuals. This interpretation based on SSEs is compared with data and its efficacy in evaluating epidemic control strategies is discussed.     

滇牡丹遗传多样性的ISSR分析

应用ISSR标记对中国西南地区特有植物滇牡丹(Paeonia delavayi)的遗传多样性进行了研究。从100个引物中筛选出10个用于正式扩增,在取自16个自然居群和1个迁地保护居群的511个个体中,检测到92个多态位点。在居群水平上,多态位点百分率（PPB）为44.61%,Nei′s基因多样性指数（H）和Shannon信息指数（I）分别为0.1657和0.2448。在物种水平上,多态位点百分率（PPB）为79.31%,Nei′s基因多样性指数（H）和Shannon信息指数（I）分别为0.2947和0.4355。居群间的遗传分化系数(G_ST)达0.4349。结果表明：滇牡丹遗传多样性水平较高,居群间遗传分化较大。结合以前的研究结果,对滇牡丹的现状进行评估的结果显示,滇牡丹并不濒危。