The titer of chrysanthemum yellows phytoplasma (CYP, "Candidatus Phytoplasma asteris") in the three vector species Euscelis incisus Kirschbaum, Euscelidius variegatus Kirschbaum, and Macrosteles quadripunctulatus Kirschbaum (Homoptera: Cicadellidae) was measured after controlled acquisition from infected Chrysanthemum carinatum (Schousboe) (daisy) plants. Phytoplasma DNA was quantified in relation to insect DNA (genome units [GU] of phytoplasma DNA per ng of insect DNA) by using a quantitative real-time polymerase chain reaction (PCR) procedure. The increase in phytoplasma titer recorded in hoppers after they were transferred to plants that were nonhosts for CYP provides definitive evidence for phytoplasma multiplication in leafhoppers. CYP multiplication over time in M. quadripunctulatus was much faster than in E. incisus and E. variegatus. CYP titer was also highest in M. quadripunctulatus, and this was reflected in the latent period in the insect. The mean latent period of CYP in M. quadripunctulatus was 18 d versus 30 d in E. variegatus. M. quadripunctulatus was the most efficient vector, giving 100% transmission for single insects compared with 75-82% for E. incisus or E. variegatus, respectively. By sequential transmission, we analyzed the time course of transmission: E. variegatus were persistently infective for life or until shortly before death. Occasionally, leafhoppers failed to maintain continuity of infectivity even after completion of the latent period. PCR analysis of transmitter and nontransmitter E. variegatus adults showed that some nontransmitters were CYP positive, whereas others were CYP negative. These findings suggest that both midgut and salivary gland barriers play a role in transmission efficiency.
Phytoplasmas are plant‐pathogenic Mollicutes transmitted by leafhoppers, planthoppers, and psyllids in a persistent propagative manner. Chrysanthemum yellows phytoplasma (CY) is a member of ‘Candidatus Phytoplasma asteris’, 16Sr‐IB, and is transmitted by at least three leafhopper species, Macrosteles quadripunctulatus Kirschbaum, Euscelidius variegatus Kirschbaum, and Euscelis incisus Kirschbaum (all Homoptera: Cicadellidae: Deltocephalinae). Although M. quadripunctulatus transmits CY with very high efficiency (near 100%), 25% of E. variegatus repeatedly fail to transmit CY. The aims of this work were to correlate vector ability with different pathogen distribution in the insect body and to investigate the role of midgut and salivary glands as barriers to CY transmission. Euscelidius variegatus individuals acquired CY by feeding on infected plants or by abdominal microinjection of a phytoplasma‐enriched suspension. Insects were individually tested for transmission on daisy seedlings [Chrysanthemum carinatum Schousboe (Asteraceae)], and thereafter analysed by real‐time polymerase chain reaction (PCR) for CY concentration on whole insects or separately on heads and the rest of the body. Hoppers were classified as early and late transmitters or non‐transmitters, according to the time inoculated plants required for expression of CY symptoms. Similar transmission efficiencies were achieved following feeding or abdominal microinjection, suggesting that salivary glands may be a major barrier to transmission. Following acquisition from infected plants, all transmitters tested positive by PCR, and 60% of non‐transmitters also tested positive although with a significantly lower CY concentration. This indicates that a minimum number of phytoplasma cells may be required for successful transmission. The midgut may have prevented phytoplasma entry into the haemocoel of PCR‐negative non‐transmitters. Results suggest that both midgut and salivary glands may act as barriers. To assess the effect on CY transmission of a specific parasitic bacterium of E. variegatus, tentatively named BEV (Bacterium Euscelidius variegatus), we established a BEV‐infected population by abdominal microinjection of BEV bacteria. The presence of BEV did not significantly alter the efficiency of CY transmission.
Abstract. The Structure Theorem for Hopf modules states that if a bialgebra H is a Hopf algebra (i.e. it is endowed with a so-called antipode) then every Hopf module M is of the form M coH ⊗ H, where M coH denotes the space of coinvariant elements in M . Actually, it has been shown that this result characterizes Hopf algebras: H is a Hopf algebra if and only if every Hopf module M can be decomposed in such a way. The main aim of this paper is to extend this characterization to the framework of quasi-bialgebras by introducing the notion of preantipode and by proving a Structure Theorem for quasi-Hopf bimodules. We will also establish the uniqueness of the preantipode and the closure of the family of quasi-bialgebras with preantipode under gauge transformation. Then, we will prove that every Hopf and quasi-Hopf algebra (i.e. a quasibialgebra with quasi-antipode) admits a preantipode and we will show how some previous results, as the Structure Theorem for Hopf modules, the Hausser-Nill theorem and the Bulacu-Caenepeel theorem for quasi-Hopf algebras, can be deduced from our Structure Theorem. Furthermore, we will investigate the relationship between the preantipode and the quasi-antipode and we will study a number of cases in which the two notions are equivalent: ordinary bialgebras endowed with trivial reassociator, commutative quasi-bialgebras, finite-dimensional quasi-bialgebras.
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