Kolichestvo na dobiva. III. Matematicheski modeli na zavisimostite ot individualnoto natovarvane.

Dobreva S.

Kolichestvo na dobiva. III. Matematicheski modeli na zavisimostite ot individualnoto natovarvane.

1995

Dobreva S.

Available data of grapevine yield and its components, obtained in 3 year experiments on cultivar Bouquet with 4 levels of individual pruning were represented by descriptive mathematical model of a powerexponential type. Such a descriptive model offers some advantages: The same type of regression was utilized to represent all agrobiological indices of the grapevine production: values which were measured directly like yield per vine, number of developed eyes(nodes) per vine, number of shoots per vine, number of clisters per vine etc. and number of cluster per shoot, average cluster weight.

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AGROVOC Keywords

crop yield fertilisation fertilizer application grapevines mathematical models rendement des cultures rendimiento de cultivos vid vigne

Bibliographic information

Published in

Lozarstvo i Vinarstvo

Volume 44 ISSN 0458-4244

Pagination

v.8-12(6)

Other Subjects

Modelos matematicos; Aplicacion de abonos; Modele mathematique

Language

Bulgarian

Note

1 ill., 2 tables; 11 ref. Summaries (En, Fr).

Translated Title

English. Grape yield size. III Mathematical model concerning relationships between crop load and yield components.

Type

Journal Article; Journal Part; Summary

Source

Lozarstvo-i-Vinarstvo (Bulgaria). Viticulture and Enology. (1995). v. 44(6) p. 8-12.

Corporate Author

Institut po Lozarstvo, Pleven (Bulgaria)

Sdruzhenie na Proizvoditelite i T"rgovtsite na Vina i Spirtni Napitki, Sofia (Bulgaria). B"lgarski Lozarski S"yuz. S"yuz na Enolozite.

In AGRIS since: 2012-11-15

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Kolichestvo na dobiva. III. Matematicheski modeli na zavisimostite ot individualnoto natovarvane.

1995

AGROVOC Keywords

Bibliographic information