• 検索結果がありません。

九州大学学術情報リポジトリ

N/A
N/A
Protected

Academic year: 2021

シェア "九州大学学術情報リポジトリ"

Copied!
3
0
0

読み込み中.... (全文を見る)

全文

(1)

九州大学学術情報リポジトリ

Kyushu University Institutional Repository

イネの近縁種が保有するツマグロヨコバイ抵抗性に 関する遺伝学的研究

ニン, ワー, テイン

http://hdl.handle.net/2324/2534490

出版情報:Kyushu University, 2019, 博士(農学), 課程博士 バージョン:

権利関係:Public access to the fulltext file is restricted for unavoidable reason (2)

(2)

氏 名 :ニン ワー テイン

論文題名 :Genetic studies of resistance to green rice leafhopper (Nephotettix cincticeps Uhler) in the relative species of rice (Oryza sativa L.)(イネの近縁種が保有するツマグロヨ コバイ抵抗性に関する遺伝学的研究)

区 分 :甲

論 文 内 容 の 要 旨

In the present study, genetic studies conducted to elucidate the genetic basis of resistance to green rice leafhopper in two relative species of rice; O. longistaminata (wild type) and O. glaberrima (cultivated from).

In chapter I, a total of 65 O. longistaminata accessions evaluated the GRH resistance using the ratoon leaves to identify the resistance responses of O. longistaminata accessions. Evaluation of 65 O.

longistaminata accessions showed the unique pattern of high resistance to the GRH except 5 accessions evaluated as susceptible. These evaluation results provide the new germplasm sources for insect resistance (especially planthoppers). For population development, O. sativa cultivar “Nipponbare” (susceptible to the GRH) and O. longistaminata accession W1413 (resistance to the GRH) was crossed and developed 28 BC3F3

ILs to analyze the GRH resistance. After screening of 28 ILs, four ILs showed the range of nymph mortality from moderate to high resistance to the GRH while other 24 ILs evaluated as susceptible to the GRH.

From the evaluation of ILs in chapter I, four ILs resulted out as the candidate ILs to do the genetic mapping. Among them, three ILs have enough seeds for QTL analysis. Therefore, three candidate ILs and three sister plants of these ILs used for QTL detection in chapter II. Three significant QTLs on the short arm of chromosome 4 (qGRH4), the long arm of chromosome 5 (qGRH5) and the long arm of chromosome 11 (qGRH11) detected in five BC3F3 populations and the effects of these QTLs come from the W1413 parent.

Moreover, these three QTLs and another novel QTL on the long arm of chromosome 2, qGRH2 were validated using the seven BC3F4 populations. Total of four alleles successfully identified from O.

longistaminata for GRH resistance. The correspondence of chromosomal position of qGRH4, qGRH5 and qGRH11 was similar with those of the previously reported genes; Grh6, Grh1 and Grh2, respectively. In addition, four NILs carried each QTL, three PYLs carried two QTLs and one PYL carried four QTLs were selected from the BC3F3 mapping populations and assessed for GRH resistance. The resistance level of PYL carried four QTLs was similar to the original parent, W1413. Thus, resistance of O. longistaminata to GRH can be explained by at least four QTLs.

In chapter III, a total of 140 O. glaberrima accessions sources from IRRI were regarded as resistant to the GRH by antibiosis test at the seedling stage. Total of 135 O. glaberrima accessions showed high nymph mortality and resistant to the GRH. Other five accessions did not show completely susceptible to the GRH (NM range between 20-40%). Based on this evaluation, it can conclude that all African O. glaberrima accessions (sourced from IRRI) showed a unique resistance source to the GRH. To understand the genetic basis of GRH resistance from O. glaberrima, BC1F1 population derived from a cross between O. glaberrima accession, IRGC103777 (resistant to the GRH) and O. sativa T65 (susceptible to the GRH) in IRGC103777

(3)

background analyzed for GRH resistance and five significant QTLs were detected in recent study. To validate one significant QTL on the long arm of chromosome 9, qGRH9 confirmed in the four BC3F4

populations. Another new significant QTL was detected on chromosome 2, qGRH2 in BC3F4 population and validated in BC3F5 population. However, the qGRH2 effect observed and detected when qGRH9 region carried heterozygous and homozygous of T65 alleles. qGRH9 candidate region narrowed down between RM6707 and RM6797 (1.7 cM interval) and tightly linked with RM24827 that is between the RM6707 and RM6797. In addition, two sets of ILs with two genetic backgrounds derived from the bi-parental crosses between O. sativa cultivar T65 and O. glaberrima acc. IRGC103777 used to confirm the GRH resistance. All ILs in IRGC103777 showed high resistance to the GRH except two ILs (IL 7 and IL 8) that carried T65 homozygous segments in the qGRH9 candidate region. In contrast, GRH resistance from the set of ILs in T65 genetic background illustrated very low nymph mortality so there was no resistance to the GRH in this set of ILs. The evaluation of two sets of ILs confirmed that GRH resistance derived from O. glaberrima was not completed with one major QTL, qGRH9 effect; other additional QTL (qGRH2) supported to this resistance. Moreover, the genetic interaction of additive by additive (AA) observed between the qGRH2 and qGRH9. The effect of qGRH9 mask the effect of qGRH2 and observed the digenic interaction at 1%

significant level (P=0.0310) at two way ANOVA using the R statistics. AA interaction was calculated by orthogonal contrast of R statistics and significant at 0.01 level (P=0.0021), but other interactions of AD, DA, and DD was not significant.

This dissertation thesis described the genetic basis of GRH resistance derived from the two relative species of rice; O. longistaminata and O. glaberrima. Based on the results of chapter II and III, the genetic basis of these species was controlled by two or more QTLs for GRH resistance.

参照

関連したドキュメント

The only thing left to observe that (−) ∨ is a functor from the ordinary category of cartesian (respectively, cocartesian) fibrations to the ordinary category of cocartesian

An easy-to-use procedure is presented for improving the ε-constraint method for computing the efficient frontier of the portfolio selection problem endowed with additional cardinality

If condition (2) holds then no line intersects all the segments AB, BC, DE, EA (if such line exists then it also intersects the segment CD by condition (2) which is impossible due

Many interesting graphs are obtained from combining pairs (or more) of graphs or operating on a single graph in some way. We now discuss a number of operations which are used

First, the theory characterizes the category of sets and mappings as an abstract category in the sense that any model for the axioms which satisfies the additional (non-elementary)

Then it follows immediately from a suitable version of “Hensel’s Lemma” [cf., e.g., the argument of [4], Lemma 2.1] that S may be obtained, as the notation suggests, as the m A

Our method of proof can also be used to recover the rational homotopy of L K(2) S 0 as well as the chromatic splitting conjecture at primes p > 3 [16]; we only need to use the

Classical definitions of locally complete intersection (l.c.i.) homomor- phisms of commutative rings are limited to maps that are essentially of finite type, or flat.. The