All Stories

  1. Inequalities of Čebyšev Type for Lipschitzian Functions
  2. Mathematical and statistical models for determining the crop load in grapevine
  3. Optimization of grapevine yield by applying mathematical models to obtain quality wine products
  4. Retraction: New Norm Inequalities of Cebysev Type for Power Series in Banach Algebras (2015, vol. 39, no. 1, pp. 41-52)
  5. Leaf area constant model in optimizing foliar area measurement in plants: A case study in apple tree
  6. Differentiated Contribution of Minerals through Soil and Foliar Fertilization to the Winter Wheat Yield
  7. Using mathematical algorithms for classification of LANDSAT 8 satellite images
  8. Relation of normalized difference vegetation index with some spectral bands of satellite images
  9. Variation of chlorophyll content in sunflower under the influence of magnetic nanofluids
  10. Mathematical and statistical analysis of the effect of boron on yield parameters of wheat
  11. New norm inequalities of Cebysev type for power series in Banach algebras
  12. EVALUATION OF AGRICULTURAL YIELD IN RELATION TO THE DOSES OF CHEMICAL FERTILIZERS
  13. Fractal Analysis of Trunk Bark in Relation to Age of Trees: Case Study in Plum
  14. Norm inequalities of Čebyšev type for power series in Banach algebras
  15. Mathematical modeling
  16. Comparative interpretation of the development of species Phalaris arundinacea
  17. Assessing the gluten content in wheat as an expression of the nutrition deficit, through beta distribution
  18. Aspects of modeling regarding the contribution of nitrogen to the formation of grape yields
  19. Bifactorial model for the assessment of agricultural yield and economic efficiency of fertilization
  20. Statistic-mathematical interpretation of some assessment parameters of the grassland ecosystem according to soil characteristics
  21. On the Optimization of the Doses of Chemical Fertilizers for Crops
  22. Optimizing Economic Indicators in the Case of Using Two Types of State-Subsidized Chemical Fertilizers for Agricultural Production
  23. Determining the Optimal Proportions of Chemical Fertilizers for the Agricultural Production in the Case of a Hyperbolic Model
  24. A Mathematical Model on the Dependence between the Agricultural Production and Chemical Fertilizers