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In the present article, we research the existence of the positive periodic solutions for a mathematical model that describes the propagation dynamics of a pathogen living within a vector population over a plant population. We propose a generalized compartment model of the susceptible–infected–susceptible (SIS) type. This model is derived primarily based on four assumptions: (i) the plant population is subdivided into healthy plants, which are susceptible to virus infection, and infected plants; (ii) the vector population is categorized into non-infectious and infectious vectors; (iii) the dynamics of pathogen propagation follow the standard susceptible–infected–susceptible pattern; and (iv) the rates of pathogen propagation are time-dependent functions. The main contribution of this paper is the introduction of a sufficient condition for the existence of positive periodic solutions in the model. The proof of our main results relies on a priori estimates of system solutions and the application of coincidence degree theory. Additionally, we present some numerical examples that demonstrate the periodic behavior of the system. [ABSTRACT FROM AUTHOR]

In the present article, we research the existence of the positive periodic solutions for a mathematical model that describes the propagation dynamics of a pathogen living within a vector population over a plant population. We propose a generalized compartment model of the susceptible–infected–susceptible (SIS) type. This model is derived primarily based on four assumptions: (i) the plant population is subdivided into healthy plants, which are susceptible to virus infection, and infected plants; (ii) the vector population is categorized into non-infectious and infectious vectors; (iii) the dynamics of pathogen propagation follow the standard susceptible–infected–susceptible pattern; and (iv) the rates of pathogen propagation are time-dependent functions. The main contribution of this paper is the introduction of a sufficient condition for the existence of positive periodic solutions in the model. The proof of our main results relies on a priori estimates of system solutions and the application of coincidence degree theory. Additionally, we present some numerical examples that demonstrate the periodic behavior of the system.

Weeds may contribute to the spread of plant virus epidemics by acting as reservoirs of viruses or/and their vectors. The aim of this research was to study the prevalence of five viral pathogens in weeds in the fields of solanaceous crops in six provinces in Poland differing with soil and climate conditions. Most of the sampled sites were associated with tobacco production. The total number of 157 samples of tobacco and 600 samples of weeds were subjected to DAS-ELISA detection of tomato spotted wilt orthotospovirus (TSWV), cucumber mosaic virus (CMV), potato virus Y (PVY), tobacco mosaic virus (TMV) and tobacco ringspot virus (TRSV). Twenty nine percent of samples of weeds were infected with at least one virus. TSWV and TMV were the most frequently detected in 17.5% and 14.7% of samples, respectively. In most provinces where infected tobacco was found, the same virus was also detected in weeds. Results of this survey are discussed in the context of the current status of virus epidemics in tobacco fields in Poland.

A group of proteins called ribosome inactivating proteins (RIPs) are capable of damaging ribosomes enzymatically in an irreversible manner. RIPs have been found to be prevalent in some plant species which belongs to Cucurbitaceae, Euphorbiaceae, Poaceae and Caryophyllaceae families and have been identified in some fungi and marine algae. RIPs are generally classified into three groups as Type 1, Type 2 and Type 3 according to their molecular structure. Although their role in nature is not fully understood yet, revealing of some features has been promising to benefit from them in agricultural practices. Several studies have reported that these proteins are effective against some fungi and viruses which are pathogenic for plants. Given the structure, function and biological activities, the antiviral activity of RIP isolated from plants appears to have potential for new developments in combating plant virus diseases. [ABSTRACT FROM AUTHOR]

Weeds may contribute to the spread of plant virus epidemics by acting as reservoirs of viruses or/and their vectors. The aim of this research was to study the prevalence of five viral pathogens in weeds in the fields of solanaceous crops in six provinces in Poland differing with soil and climate conditions. Most of the sampled sites were associated with tobacco production. The total number of 157 samples of tobacco and 600 samples of weeds were subjected to DAS-ELISA detection of tomato spotted wilt orthotospovirus (TSWV), cucumber mosaic virus (CMV), potato virus Y (PVY), tobacco mosaic virus (TMV) and tobacco ringspot virus (TRSV). Twenty nine percent of samples of weeds were infected with at least one virus. TSWV and TMV were the most frequently detected in 17.5% and 14.7% of samples, respectively. In most provinces where infected tobacco was found, the same virus was also detected in weeds. Results of this survey are discussed in the context of the current status of virus epidemics in tobacco fields in Poland. [ABSTRACT FROM AUTHOR]

The apple latent spherical virus (ALSV), originally isolated from an apple tree in Japan, is a small spherical virus with a diameter of 25 nm and comprises a bisegmented, single-stranded RNA genome (RNA1 and RNA2) and three different capsid proteins (Vp25, Vp20, and Vp24). The virus can experimentally infect a broad range of plants including, not only model plants (Arabidopsis thaliana and Nicotiana species) but also economically important crops such as cucumber, soybean, tomato, fruit trees, and flowers. ALSV has been used as an effective plant virus vector for virus-induced gene silencing (VIGS) to assess gene functions because the virus infects most of the host plants without showing any symptoms and induces a uniform knockout phenotype in infected plants. Moreover, the VIGS persists throughout plant growth in infected plants. Here, we show that genetically engineered ALSV vectors (ALSV vaccines) containing a partial genome sequence of pathogenic viruses display a high degree of cross-protection against the challenge inoculation of the corresponding pathogenic viruses. Treatment effects can also be expected in virus-infected plants by subsequent inoculation with ALSV vaccine.