}MSo浸种对大麦种子萌发及若干性状的影响

本文报道二甲亚矾(DMSO)浸种影响大麦“早熟3号”种子的萌发以及浸种后种子的渗漏和呼吸强度等的变化.结果表明:在24℃条件干浸种，。.1%和5芳的DMSO明显促进种子的萌发，5劣DMSO浸种的促进作用尤为明显.然而这种影响效应在zs c条件下浸种则完全相反，对种子萌发有抑制作用，表现明显的温度效应.     

Conjectures on the Quotient Ring by Diagonal Invariants

We formulate a series of conjectures (and a few theorems) on the quotient of the polynomial ring in two sets of variables by the ideal generated by all S _n invariant polynomials without constant term. The theory of the corresponding ring in a single set of variables X = {x ₁, ..., x _n} is classical. Introducing the second set of variables leads to a ring about which little is yet understood, but for which there is strong evidence of deep connections with many fundamental results of enumerative combinatorics, as well as with algebraic geometry and Lie theory.     

A New Method for Estimating the Distribution of Scan Statistics for a Two-Dimensional Poisson Process

A method for estimating the distribution of scan statistics with high precisìon was introduced in Haiman (2000). Using that method sharp bounds for the errors were also established. This paper is concerned with the application of the method in Haiman (2000) to a two-dimensional Poisson process. The method involves the estimation by simulation of the conditional (fixed number of points) distribution of scan statistics for the particular rectangle sets of size 2 × 2, 2 × 3, 3 × 3, where the unit is the (1 × 1) dimension of the squared scanning window. In order to perform these particular estimations, we develop and test a perfect simulation algorithm. We then perform several numerical applications and compare our results with results obtained by other authors.     

Hilbert schemes, polygraphs and the Macdonald positivity conjecture

We study the isospectral Hilbert scheme , defined as the reduced fiber product of with the Hilbert scheme of points in the plane , over the symmetric power . By a theorem of Fogarty, is smooth. We prove that is normal, Cohen-Macaulay and Gorenstein, and hence flat over . We derive two important consequences.

(1) We prove the strong form of the conjecture of Garsia and the author, giving a representation-theoretic interpretation of the Kostka-Macdonald coefficients . This establishes the Macdonald positivity conjecture, namely that .

(2) We show that the Hilbert scheme is isomorphic to the -Hilbert scheme of Nakamura, in such a way that is identified with the universal family over . From this point of view, describes the fiber of a character sheaf at a torus-fixed point of corresponding to .

The proofs rely on a study of certain subspace arrangements , called polygraphs, whose coordinate rings carry geometric information about . The key result is that is a free module over the polynomial ring in one set of coordinates on . This is proven by an intricate inductive argument based on elementary commutative algebra.

     

丁酸钠预培养对水稻花药绿苗形成的影响

对水稻花药进行了丁酸钠预培养的试验,结果表明:2mM丁酸钠24小时的预处理,可以促进小孢子的均等分裂,增加多核花粉的比例,并影响愈伤组织诱导率和愈伤组织的分化绿苗潜力,对愈伤组织分化绿苗的促进作用尤其显著。丁酸钠对愈伤组织诱导的作用,与介质的pH的值有关,pH7.0的培养基的诱导率低于pH5.8,但对分化有利。 文章讨论了丁酸钠促进愈防组织分化的可能原因,以及丁酸钠影响愈伤组织诱导和促进分化之间关系。     

大麦叶肉和叶肉原生质体间若干性状的比较

和叶肉相比，叶肉原生质体的K含量下降，Fe, Zn, Mn, Cu等元素的含量则显著升高，游离ABA水平显著较高;碱性过氧化物酶活性明显下降.以上事实表明，叶肉细胞的脱壁措施会使细胞原生质体的生理、、生化状况产生显著变化.     

A combinatorial formula for Macdonald polynomials

We prove a combinatorial formula for the Macdonald polynomial which had been conjectured by Haglund. Corollaries to our main theorem include the expansion of in terms of LLT polynomials, a new proof of the charge formula of Lascoux and Schützenberger for Hall-Littlewood polynomials, a new proof of Knop and Sahi's combinatorial formula for Jack polynomials as well as a lifting of their formula to integral form Macdonald polynomials, and a new combinatorial rule for the Kostka-Macdonald coefficients in the case that is a partition with parts .

     

BA对大豆子叶培养物器官分化的影响及其与子叶离体时苗龄的关系

苗龄显著影响大豆子叶培养物器官分化的能力,其中3d苗龄子叶的器官分化率最高.BA促进不定芽和抑制不定根形成的作用没有改变苗龄对子叶器官发生的影响趋势.BA对器官发生的影响幅度随苗龄而异,表明不同苗龄子叶对BA的反应不同.子叶器官发生的适宜苗龄和BA生理影响幅度最大的苗龄是有区别的.     

Two notes on the Arguesian identity

We find an explicitly self-dual lattice identity equivalent to the Arguesian law. We also show that any lattice identity equivalent to the Arguesian law must necessarily involve at least six variables.Presented by Alan Day.