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Dive into the research topics where Marius Boldea is active.

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Featured researches published by Marius Boldea.


PROCEEDINGS OF THE INTERNATIONAL CONFERENCE ON NUMERICAL ANALYSIS AND APPLIED MATHEMATICS 2014 (ICNAAM-2014) | 2015

Using mathematical algorithms for classification of LANDSAT 8 satellite images

Mihai Herbei; Florin Sala; Marius Boldea

Satellite and aerial images are objective photographical representations of the reality from the field, related to spatial – temporal frames. The purpose of the present study is to create a comparative analysis of a LANDSAT 8 satellite image by supervised and unsupervised classification methods. The algorithms used in this research were maximum likelihood algorithm for supervised classification and ISODATA algorithm for unsupervised classification. From the multitude of possible combinations of spectral bands we chose the combination bands near infrared-red-green (543), image which has been subjected to the supervised and unsupervised classification process. This combination includes in addition the two bands from visible (R, G) the band near-infrared (NIR) which represents an area where the response of the vegetation is tinted and the cloudy formations are easier t penetrate. By analyzing the satellite image through supervised classification it enabled a result of 5 thematic classes defined by the user b...


PROCEEDINGS OF THE INTERNATIONAL CONFERENCE ON NUMERICAL ANALYSIS AND APPLIED MATHEMATICS 2014 (ICNAAM-2014) | 2015

Relation of normalized difference vegetation index with some spectral bands of satellite images

Mihai Herbei; Florin Sala; Marius Boldea

The satellite image is the current graphic document, containing the real data of the terrestrial surface when it was acquired, based on which the soil and the vegetation cover can be evaluated. The NDVI index is used for a large number of the vegetation properties. In this research we analyzed the variation of NDVI index depending on R, G, B and NIR spectral bands, based on the LANDSAT 8 images. The relation between NDVI index with the respective spectral bands was describe most accurately by an exponential regression equations of curves with negative coefficient in the case of R,G,B spectrum and by a logarithmic function for the NIR spectrum. The results show statistical certainty for all the relations of NDVI index with the analyzed spectral bands (RED:NDVI p<<0.001; r=-0.711), (GREEN:NDVI p<<0.001; r=-0.637), (BLUE:NDVI p<<0.001; r=-0.644), (NIR:NDVI p<<0.001; r=0.734). The relations of NDVI index with others synthetic indices was analyzed according with some linear regression function with statistical...


NUMERICAL ANALYSIS AND APPLIED MATHEMATICS ICNAAM 2011: International Conference on Numerical Analysis and Applied Mathematics | 2011

On the Optimization of the Doses of Chemical Fertilizers for Crops

Florin Sala; Marius Boldea

The mono‐factorial model, which gives the relation between the yield and the dose of chemical fertilizers, is based on the Mitscherlich function f1(x) = f1(0)+a1(1−e−11x). In addition to this function, we can consider f2(x) = f2(0)+a2 tanh(b2x), to be the basis for a new mathematical model, where tanh(b2x) represents the hyperbolic tangent. In the case of a bi‐factorial model: f(x,y) = f(0,0)+a1 tanh(b1x)+a2 tanh(b2y)+a3 tanh(b1x)tanh(b2y) represents a generalization of the last relation. The constants that are involved in these functions are determined with the least squares method, by comparison with the experimental data. Taking into account both the market value of the products and the cost of fertilizers, we can find the optimal doses for maximizing certain economic indicators, such as revenue or profitability.The mono‐factorial model, which gives the relation between the yield and the dose of chemical fertilizers, is based on the Mitscherlich function f1(x) = f1(0)+a1(1−e−11x). In addition to this function, we can consider f2(x) = f2(0)+a2 tanh(b2x), to be the basis for a new mathematical model, where tanh(b2x) represents the hyperbolic tangent. In the case of a bi‐factorial model: f(x,y) = f(0,0)+a1 tanh(b1x)+a2 tanh(b2y)+a3 tanh(b1x)tanh(b2y) represents a generalization of the last relation. The constants that are involved in these functions are determined with the least squares method, by comparison with the experimental data. Taking into account both the market value of the products and the cost of fertilizers, we can find the optimal doses for maximizing certain economic indicators, such as revenue or profitability.


11TH INTERNATIONAL CONFERENCE OF NUMERICAL ANALYSIS AND APPLIED MATHEMATICS 2013: ICNAAM 2013 | 2013

Aspects of modeling regarding the contribution of nitrogen to the formation of grape yields

Cosmin Blidariu; Marius Boldea; Florin Sala

The research focused on determining the influence of organic fertilization equivalent to 150, 200 and 250 kg ha−1 nitrogen, on the productivity indices that participate in the formation of the grape yield: grape berry weight, number of grape berries, rachis weight. Quality indices of grapes were also analyzed: structure index, berry index, as well as yield quality, through dry matter. The distribution analysis of the experimental data revealed that production increase dy/dx increases dramatically with the total fertilizer dose (x + x0), it being proportional to the saturation deficit (a−y), where a is the biologically maximum yield (asymptote). Constants a, b and x0 for each parameter were determined by confrontation with the experimental data, through the least square method, and they were used in modeling the contribution of nitrogen to the formation of grape yields. Although the equivalent quantity of nitrogen in the soil is 150 units, its use is different in the proposed model, depending on the parame...


NUMERICAL ANALYSIS AND APPLIED MATHEMATICS ICNAAM 2012: International Conference of Numerical Analysis and Applied Mathematics | 2012

Bifactorial model for the assessment of agricultural yield and economic efficiency of fertilization

Marius Boldea; Florin Sala

Thepaperproposes a model which is helpful for obtaining some growth trajectories in relation to one factor, namely nitrogen-based fertilizers. Figures 1 - 4 show good concordance between the experimental data and the theoretical curves, which means that the model is good in assessing agricultural yield in relation to the dosesapplied. It is useful and important for farmers to knowthe optimum of some economic indicators. The present paper presents the results of our research of the maximum benefit, both theoretically and graphically.


American Journal of Experimental Agriculture | 2015

Differentiated contribution of minerals through soil and foliar fertilization to the winter wheat yield.

Florin Sala; Hamzeh Rawashdeh; Marius Boldea

Research has evaluated the contribution of minerals through soil and foliar fertilization on winter wheat yield, the purpose being to identify the interdependence relations for the optimization of the fertilization system. Two types of mineral and foliar fertilizers were tested. The complex mineral fertilizer of the type NPK (1:1:1) was used for achieving three differentiated nutrition levels: NPK0, NPK30 (30 kg active substance ha -1 ) and NPK60 (60 kg active substance ha -1 ). There are five types of foliar fertilizers applied and 18 experimental variants were studied. The research was conducted in Soil Science and Plant Nutrition (SSPN) and Mathematics and Statistics (MS), Banat University of Agricultural Sciences and Veterinary Medicine„ Regele Mihai I al României„ from Timisoara, Romania (USAMVBT), between 2011 and 2012. The influence of interaction between the two types of fertilizer compared to their individual influence on wheat production was analyzed. Based on Original Research Article Sala et al.; AJEA, 6(3): 158-167, 2015; Article no.AJEA.2015.075 159 regression analysis were obtained mathematical model of interdependence, reliability of the results and models have been certified by LSD, p and R 2 (maximum value is better). The complex fertilizers generated yield increase between 925*** and 1425*** kg ha -1 . The foliar fertilizers determined yield increase between 355 and 810*** kg ha with natural soil fertility (NPK0), between 550** and 900*** kg ha -1 with NPK30, and between 500** and 795*** kg ha -1 with NPK60. The yield increase determined by the joint effect of the two types of fertilization was between 1475*** and 2220*** kg ha -1 . The experimental results have high statistical confidence (p<.01; Fcrit<F for Alfa = .01). The study recorded a decrease in the potentiation effect of the foliar fertilizers and at the same time in their contribution to the winter wheat yield, when the doses of complex fertilizers applied on the soil were increased.


NUMERICAL ANALYSIS AND APPLIED MATHEMATICS ICNAAM 2012: International Conference of Numerical Analysis and Applied Mathematics | 2012

Statistic-mathematical interpretation of some assessment parameters of the grassland ecosystem according to soil characteristics

Ionel Samfira; Marius Boldea; Cosmin Popescu

Significant parameters of permanent grasslands are represented by the pastoral value and Shannon and Simpson biodiversity indices. The dynamics of these parameters has been studied in several plant associations in Banat Plain, Romania. From the point of view of their typology, these permanent grasslands belong to the steppe area, series Festuca pseudovina, type Festuca pseudovina-Achilea millefolium, subtype Lolium perenne. The methods used for the purpose of this research included plant cover analysis (double meter method, calculation of Shannon and Simpson indices), and statistical methods of regression and correlation. The results show that, in the permanent grasslands in the plain region, when the pastoral value is average to low, the level of interspecific biodiversity is on the increase.


PROCEEDINGS OF THE INTERNATIONAL CONFERENCE ON NUMERICAL ANALYSIS AND APPLIED MATHEMATICS 2014 (ICNAAM-2014) | 2015

Variation of chlorophyll content in sunflower under the influence of magnetic nanofluids

Amedeu Pîrvulescu; Florin Sala; Marius Boldea

Various species of nanoparticles present the capacity to interact with vegetal structures, with stimulating or repressive effects, depending on the species of nanoparticles, the biological media and the reference level for the interaction. The present study targeted the influence of biocompatible magnetic nanofluid (F3O4/H2O - MNF) on the chlorophyll content of sunflower. An interdependence relation was found between chlorophyll and the MNF concentration in the tested interval (0.01 – 1% MNF), described by a second degree polynomial function, with high statistical confidence (p<0.01; R2 = 0.743). The average increase in the chlorophyll content given by MNF is between 1.01 and 4.58 SPAD units, with statistical confidence (p<0.01; R2 = 0.977). Chlorophyll variation rate ranged from 1.01 to -0.85, and negative increase Δ (growth rate) was recorded above the value 0.75% MNF with statistical confidence (p = 0.035; R2 = 0.814).


PROCEEDINGS OF THE INTERNATIONAL CONFERENCE ON NUMERICAL ANALYSIS AND APPLIED MATHEMATICS 2014 (ICNAAM-2014) | 2015

Mathematical and statistical analysis of the effect of boron on yield parameters of wheat

Hamzeh Rawashdeh; Florin Sala; Marius Boldea

The main objective of this research is to investigate the effect of foliar applications of boron at different growth stages on yield and yield parameters of wheat. The contribution of boron in achieving yield parameters is described by second degree polynomial equations, with high statistical confidence (p<0.01; F theoretical < F calculated, according to ANOVA test, for Alfa = 0.05). Regression analysis, based on R2 values obtained, made it possible to evaluate the particular contribution of boron to the realization of yield parameters. This was lower for spike length (R2 = 0.812), thousand seeds weight (R2 = 0.850) and higher in the case of the number of spikelets (R2 = 0.936) and the number of seeds on a spike (R2 = 0.960). These results confirm that boron plays an important part in achieving the number of seeds on a spike in the case of wheat, as the contribution of this element to the process of flower fertilization is well-known. In regards to productivity elements, the contribution of macroelements ...


Journal of Inequalities and Applications | 2014

Norm inequalities of Čebyšev type for power series in Banach algebras

Silvestru Sever Dragomir; Marius Boldea; Constantin Buse; Mihail Megan

Let f(λ)=∑n=0∞αnλn be a function defined by power series with complex coefficients and convergent on the open disk D(0,R)⊂C, R>0 and x,y∈B, a Banach algebra, with xy=yx. In this paper we establish some upper bounds for the norm of the Čebyšev type differencef(λ)f(λxy)−f(λx)f(λy), provided that the complex number λ and the vectors x,y∈B are such that the series in the above expression are convergent. Applications for some fundamental functions such as the exponentialfunction and the resolvent function are provided as well.MSC: 47A63, 47A99.

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Florin Sala

Banat University of Agricultural Sciences and Veterinary Medicine

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Florin Crista

Banat University of Agricultural Sciences and Veterinary Medicine

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Isidora Radulov

Banat University of Agricultural Sciences and Veterinary Medicine

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Adina Berbecea

Banat University of Agricultural Sciences and Veterinary Medicine

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Ionel Samfira

University of Agricultural Sciences

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Adina Berbecea

Banat University of Agricultural Sciences and Veterinary Medicine

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Isidora Radulov

Banat University of Agricultural Sciences and Veterinary Medicine

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F. Sala

University of Agricultural Sciences

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Cosmin Blidariu

Banat University of Agricultural Sciences and Veterinary Medicine

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Mihai Herbei

Banat University of Agricultural Sciences and Veterinary Medicine

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