Wendy van der Plank
In 1963 J. E. van der Plank published "Plant Diseases: Epidemics and Control", a seminal work that created a theoretical framework for the study of the epidemiology of plant diseases. [4]
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with vertical resistance (Figure 1; van der Plank, 1963, Figs. 14.1, 14.2). The plot for two varieties may be displaced up or down, but the more resistant variety is more resistant to all races. The graph may not be completely horizontal; it may show some up and down
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. Thus, plants with quantitative or horizontal resistance show a range of intermediate infection phenotypes but no complete resistance. Today the theories and concepts proposed by Vanderplank.
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Van der Plank, J. E. Publication date 1963 Topics Plant diseases, Pesticides, Plants -- diseases, Plant Diseases, Plantes -- Maladies et fléaux, pesticide Publisher New York, Academic Press Collection printdisabled; internetarchivebooks Contributor Internet Archive Language English.
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Horizontal, uniform, race-non-specific or stable resistance can be discerned according to Van der Plank, from vertical, differential, race-specific or unstable resistance by a test in which a number of host genotypes (cultivars or clones) are tested against a number of pathogen genetypes traces of isolatest.
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In their sketch of the development of ideas in ecological phytopathology, Zadoks & Koster (1976) pointed to the achievement of van der Plank (1963) in providing a solid theoretical framework and giving epidemiology its own identity as a specialism within plant pathology; according to Gregory (1965) .1⁄4 giving us for the first time a coherent an.
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In this work, we developed a systematic map to identify and catalogue the literature pertaining to disease modelling for agricultural crops worldwide. Searches were performed in 2021 in the Web of Science and Scopus for papers reporting any type of disease model for 103 crops. In total, 768 papers were retrieved, and their descriptive metadata were extracted. The number of papers found.
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Talk Read Edit View history Tools Van der Plank is a Dutch surname. Notable people with the surname include: Marcel van der Plank (born 1951), Dutch politician Wendy van der Plank (born 1963), British actress This page lists people with the surname Van der Plank.
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Wendy Alison van der Plank is an English actress best known for playing the title role in the ITV children's series Wizadora. [1] [2] Career Van der Plank's first television appearance [when?] was in the BBC comedy series Spin Off. [citation needed]
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The model elaborates on the foundations developed by Van der Plank (1963), with the concepts of: infection, latency period, and infectious period, which are captured by the differential-delay equation: dxt / dt = R c (x t-p - xt-i-p) (1 - xt) (equation 8.3, p. 100, Van der Plank, 1963), where x is the amount of disease at time
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Disease Resistance in Plants - J.E. Vanderplank - Google Books Disease Resistance in Plants, Second Edition, looks at genetic, epidemiologic, biochemical, and biometric principles for.
Pernille van der Plank
van der Plank S, Cox SA, Cumberbatch J, Mahon R, Thomas B, Tompkins EL et al. Polycentric governance, coordination and capacity: The case of sargassum Influxes in the Caribbean. Coastal Management. 2022;50(4):285-305. doi: 10.1080/08920753.2022.2078172
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J. E. Van Der Plank. Elsevier, Oct 22, 2013 - Science - 366 pages. Plant Diseases: Epidemics and Control provides a description of the methods of epidemiological analysis based on infection rates and the relation between the amount of inoculum and the amount of disease it produces. The book shows how to study the increase of pathogen.
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Sven van der Plank 190K views1 year ago CC BattleTech Lore & History - Golden Age: A Complete 150 Year History (MechWarrior Lore) Sven van der Plank 34K views1 year ago CC BattleTech Lore &.
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J.E. VAN DER PLANK About the book Browse this book By table of contents Book description Plant Diseases: Epidemics and Control provides a description of the methods of epidemiological analysis based on infection rates and the relation between the amount of inoculum and. read full description Get this book Download all chapters Share this book