Complete nucleotide sequence of chrysanthemum mosaic-associated virus, a novel emaravirus infecting chrysanthemum.

Here, we report the complete genome sequence of chrysanthemum mosaic-associated virus (ChMaV), a putative new member of the genus Emaravirus. The ChMaV genome comprises seven negative-sense RNA segments (RNAs 1, 2, 3a, 3b, 4, 5, and 6), and the amino acid sequences of its RNA-dependent RNA polymerase (RNA1), glycoprotein precursor (RNA2), nucleocapsid protein (RNA3), and movement protein (RNA4) showed the closest relationship to pear chlorotic leaf spot-associated virus. Phylogenetic analysis showed that it clusters with emaraviruses whose host plants originate from East Asia.

Novel degenerate primer sets for the detection and identification of emaraviruses reveal new chrysanthemum species.

Emaraviruses are a genus of plant viruses that have been newly described in the past decade. These viruses, some of which are transmitted by eriophyid mites, are important pathogens of cereals, fruits, and ornamental trees worldwide. This study used sequence data for emaraviruses to design new degenerate primer sets that identify an extensive range of known and unknown emaraviruses. Sequence alignment of the amino acid and nucleotide sequences of RNA-dependent RNA polymerases for 11 accessions among nine emaraviruses confirmed the presence of seven conserved motifs (Pre-A, F, A, B, C, D, and E). Subsequently, new degenerate primers were designed based on motifs F, A, and B, which were the most conserved among the seven motifs. Reverse transcription-polymerase chain reaction using these primers detected known emaraviruses more efficiently than previously known primers. These new primers enabled the identification of a partial nucleotide sequence of a putative novel emaravirus from chrysanthemum leaves showing mosaic or yellowish ringspot symptoms known to be associated with eriophyid mites, Paraphytoptus kikus. These sequences were specifically detected from the symptomatic leaves of a chrysanthemum, and the putative emaravirus was tentatively named chrysanthemum mosaic-associated virus.

A genetic mechanism for emergence of races in Fusarium oxysporum f. sp. lycopersici: inactivation of avirulence gene AVR1 by transposon insertion.

Compatible/incompatible interactions between the tomato wilt fungus Fusarium oxysporum f. sp. lycopersici (FOL) and tomato Solanum lycopersicum are controlled by three avirulence genes (AVR1-3) in FOL and the corresponding resistance genes (I-I3) in tomato. The three known races (1, 2 and 3) of FOL carry AVR genes in different combinations. The current model to explain the proposed order of mutations in AVR genes is: i) FOL race 2 emerged from race 1 by losing the AVR1 and thus avoiding host resistance mediated by I (the resistance gene corresponding to AVR1), and ii) race 3 emerged when race 2 sustained a point mutation in AVR2, allowing it to evade I2-mediated resistance of the host. Here, an alternative mechanism of mutation of AVR genes was determined by analyses of a race 3 isolate, KoChi-1, that we recovered from a Japanese tomato field in 2008. Although KoChi-1 is race 3, it has an AVR1 gene that is truncated by the transposon Hormin, which belongs to the hAT family. This provides evidence that mobile genetic elements may be one of the driving forces underlying race evolution. KoChi-1 transformants carrying a wild type AVR1 gene from race 1 lost pathogenicity to cultivars carrying I, showing that the truncated KoChi-1 avr1 is not functional. These results imply that KoChi-1 is a new race 3 biotype and propose an additional path for emergence of FOL races: Race 2 emerged from race 1 by transposon-insertion into AVR1, not by deletion of the AVR1 locus; then a point mutation in race 2 AVR2 resulted in emergence of race 3.

Scytale decodes chaos: a method for estimating unstable symmetric solutions.

A method for estimating a period of unstable periodic solutions is suggested in continuous dissipative chaotic dynamical systems. The measurement of a minimum distance between a reference state and an image of transformation of it exhibits a characteristic structure of the system, and the local minima of the structure give candidates of period and state of corresponding symmetric solutions. Appropriate periods and initial states for the Newton method are chosen efficiently by setting a threshold to the range of the minimum distance and the period.