<?xml version="1.0" encoding="ISO-8859-1"?><article xmlns:mml="http://www.w3.org/1998/Math/MathML" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance">
<front>
<journal-meta>
<journal-id>0871-018X</journal-id>
<journal-title><![CDATA[Revista de Ciências Agrárias]]></journal-title>
<abbrev-journal-title><![CDATA[Rev. de Ciências Agrárias]]></abbrev-journal-title>
<issn>0871-018X</issn>
<publisher>
<publisher-name><![CDATA[Sociedade de Ciências Agrárias de Portugal]]></publisher-name>
</publisher>
</journal-meta>
<article-meta>
<article-id>S0871-018X2018000300006</article-id>
<article-id pub-id-type="doi">10.19084/RCA17197</article-id>
<title-group>
<article-title xml:lang="en"><![CDATA[Interrelationship between cotton parameters and soil chemical properties in Central Brazil]]></article-title>
<article-title xml:lang="pt"><![CDATA[Inter-relação entre parâmetros do algodoeiro com atributos químicos do solo no Brasil Central]]></article-title>
</title-group>
<contrib-group>
<contrib contrib-type="author">
<name>
<surname><![CDATA[Dalchiavon]]></surname>
<given-names><![CDATA[Flávio Carlos]]></given-names>
</name>
<xref ref-type="aff" rid="A1"/>
</contrib>
<contrib contrib-type="author">
<name>
<surname><![CDATA[Hiolanda]]></surname>
<given-names><![CDATA[Rosivaldo]]></given-names>
</name>
<xref ref-type="aff" rid="A1"/>
</contrib>
<contrib contrib-type="author">
<name>
<surname><![CDATA[Valadão Júnior]]></surname>
<given-names><![CDATA[Daniel Dias]]></given-names>
</name>
<xref ref-type="aff" rid="A1"/>
</contrib>
<contrib contrib-type="author">
<name>
<surname><![CDATA[Valadão]]></surname>
<given-names><![CDATA[Franciele Caroline de Assis]]></given-names>
</name>
<xref ref-type="aff" rid="A1"/>
</contrib>
<contrib contrib-type="author">
<name>
<surname><![CDATA[Carvalho]]></surname>
<given-names><![CDATA[Morel de Passos e]]></given-names>
</name>
<xref ref-type="aff" rid="A2"/>
</contrib>
<contrib contrib-type="author">
<name>
<surname><![CDATA[Andreotti]]></surname>
<given-names><![CDATA[Marcelo]]></given-names>
</name>
<xref ref-type="aff" rid="A2"/>
</contrib>
<contrib contrib-type="author">
<name>
<surname><![CDATA[Montanari]]></surname>
<given-names><![CDATA[Rafael]]></given-names>
</name>
<xref ref-type="aff" rid="A2"/>
</contrib>
</contrib-group>
<aff id="AA1">
<institution><![CDATA[,Instituto Federal de Educação Ciência e Tecnologia de Mato Grosso  ]]></institution>
<addr-line><![CDATA[Campo Novo do Parecis MT]]></addr-line>
<country>Brazil</country>
</aff>
<aff id="AA2">
<institution><![CDATA[,Universidade Estadual Paulista Faculdade de Engenharia Departamento de Fitossanidade, Engenharia Rural e Solos]]></institution>
<addr-line><![CDATA[ ]]></addr-line>
<country>Brazil</country>
</aff>
<pub-date pub-type="pub">
<day>00</day>
<month>09</month>
<year>2018</year>
</pub-date>
<pub-date pub-type="epub">
<day>00</day>
<month>09</month>
<year>2018</year>
</pub-date>
<volume>41</volume>
<numero>3</numero>
<fpage>51</fpage>
<lpage>60</lpage>
<copyright-statement/>
<copyright-year/>
<self-uri xlink:href="http://scielo.pt/scielo.php?script=sci_arttext&amp;pid=S0871-018X2018000300006&amp;lng=en&amp;nrm=iso"></self-uri><self-uri xlink:href="http://scielo.pt/scielo.php?script=sci_abstract&amp;pid=S0871-018X2018000300006&amp;lng=en&amp;nrm=iso"></self-uri><self-uri xlink:href="http://scielo.pt/scielo.php?script=sci_pdf&amp;pid=S0871-018X2018000300006&amp;lng=en&amp;nrm=iso"></self-uri><abstract abstract-type="short" xml:lang="en"><p><![CDATA[Classical geostatistical techniques and Geostatistics are important tools to correlate, linearly and spatially, vegetal productivity with the soil properties. Spatial and Pearson correlations between the attributes of the cotton plant and the soil properties were used in Campo Novo do Parecis, State of Mato Grosso, Brazil, in 2015 to determine the variability of plant productivity and soil chemical properties in the Savannah of Mato Grosso. A geostatistical grid was established for collection of data of the soil and plant, with 100 sampling points, in a plot with cotton crop. Soil was classified a Typic Tropustox. The variability expressed by the coefficient of variation was predominantly low to moderate for all soil chemical properties and productive variables of cotton. The absence of spatial dependence for soil chemical properties, except pH, indicated that spatial variations should be considered for soil sampling design. Kriging maps for the productive attributes of cotton showed that they have similar spatial distribution patterns in the crop. The productive attributes of the crop with direct relationship on the productivity of seed cotton were the number of reproductive branches and the boll mass, both linear and spatial.]]></p></abstract>
<abstract abstract-type="short" xml:lang="pt"><p><![CDATA[Técnicas de estatística clássica bem como da geoestatística são ferramentas importantes para correlacionar, linear e espacialmente, a produtividade vegetal com os atributos do solo. Assim, no ano de 2015, em Campo Novo do Parecis, Mato Grosso, Brasil, foram empregadas correlações, espaciais e de Pearson, entre atributos da planta de algodão e químicos do solo, visando determinar a variabilidade da produtividade vegetal e de atributos químicos do solo no Cerrado mato-grossense. Para tanto, instalou-se a malha geoestatística para a coleta de dados do solo e da planta, com 100 pontos amostrais, num talhão com a cultura de algodão. O solo foi classificado como um Latossolo Vermelho-Amarelo distrófico. A variabilidade expressa pelo coeficiente de variação foi predominantemente baixa a média para todas as variáveis de química do solo e produtivas do algodoeiro. A ausência de dependência espacial para os atributos químicos do solo, excetuando-se o pH, indicou que as variações espaciais devem ser consideradas para o planejamento de coleta de amostras de solo. Os mapas de krigagem para os atributos produtivos do algodoeiro revelaram que estes possuem semelhantes padrões de distribuição espacial na lavoura. Os atributos produtivos da lavora com relação direta na produtividade de algodão em caroço foram o número de ramos reprodutivos e a massa do capulho, tanto linear, quanto espacial.]]></p></abstract>
<kwd-group>
<kwd lng="en"><![CDATA[Brazilian agribusiness]]></kwd>
<kwd lng="en"><![CDATA[geostatistics]]></kwd>
<kwd lng="en"><![CDATA[Gossypium hirsutum]]></kwd>
<kwd lng="en"><![CDATA[precision agriculture]]></kwd>
<kwd lng="en"><![CDATA[soil fertility]]></kwd>
<kwd lng="pt"><![CDATA[agricultura de precisão]]></kwd>
<kwd lng="pt"><![CDATA[agronegócio brasileiro]]></kwd>
<kwd lng="pt"><![CDATA[fertilidade do solo]]></kwd>
<kwd lng="pt"><![CDATA[geoestatística]]></kwd>
<kwd lng="pt"><![CDATA[Gossypium hirsutum]]></kwd>
</kwd-group>
</article-meta>
</front><body><![CDATA[ 

    <p align = "right"><font face = "Verdana" size = "2"><b>ARTIGO</b></font></p>

    <p><font face = "Verdana" size = "4"><b>Interrelationship
between cotton parameters and soil chemical properties in Central Brazil</b></font></p>




    <p><font face = "Verdana" size = "3"><b>Inter-relação entre parâmetros do algodoeiro com atributos químicos do solo
no Brasil Central</b></font></p>

    <p><font face = "Verdana" size = "2"><b>Flávio Carlos Dalchiavon</b><sup>1,</sup>*, <b>Rosivaldo Hiolanda</b><sup>1</sup>,
<b>Daniel Dias Valadão Júnior</b><sup>1</sup>, <b>Franciele Caroline de Assis Valadão</b><sup>1</sup>,
<b>Morel de Passos e Carvalho</b><sup>2</sup>, <b>Marcelo Andreotti</b><sup>2</sup> and <b>Rafael
Montanari</b><sup>2</sup></font></p>

 


    <p><font face = "Verdana" size = "2"><i><sup>1</sup>Instituto Federal de Educação Ciência
e Tecnologia de Mato Grosso-Campus Campo Novo do Parecis, curso de Bacharelado em
Agronomia, MT 235, km 12, Zona Rural, CEP 78360-000 Campo Novo do Parecis, MT, Brazil</i></font></p>


    <p><font face = "Verdana" size = "2"><i><sup>2</sup>Universidade Estadual Paulista
(UNESP), Faculdade de Engenharia (FE), Departamento de Fitossanidade, Engenharia
Rural e Solos (DEFERS), Campus de Ilha Solteira, Brazil</i></font></p>

    <p><font face = "Verdana" size = "2"><i>(*E-mail: <a href = "mailto:flavio.dalchiavon@cnp.ifmt.edu.br">flavio.dalchiavon@cnp.ifmt.edu.br</a>)</i></font></p>




<hr noshade size = 1>

    <p><font face = "Verdana" size = "3"><b>ABSTRACT</b></font></p>

    <p><font face = "Verdana" size = "2">Classical geostatistical techniques and Geostatistics are important tools to
correlate, linearly and spatially, vegetal productivity with the soil properties.
Spatial and Pearson correlations between the attributes of the cotton plant and
the soil properties were used in Campo Novo do Parecis, State of Mato Grosso, Brazil,
in 2015 to determine the variability of plant productivity and soil chemical properties
in the Savannah of Mato Grosso. A geostatistical grid was established for collection
of data of the soil and plant, with 100 sampling points, in a plot with cotton crop.
Soil was classified a Typic Tropustox. The variability expressed by the coefficient
of variation was predominantly low to moderate for all soil chemical properties
and productive variables of cotton. The absence of spatial dependence for soil chemical
properties, except pH, indicated that spatial variations should be considered for
soil sampling design. Kriging maps for the productive attributes of cotton showed
that they have similar spatial distribution patterns in the crop. The productive
attributes of the crop with direct relationship on the productivity of seed cotton
were the number of reproductive branches and the boll mass, both linear and spatial.</font></p>




    ]]></body>
<body><![CDATA[<p><font face = "Verdana" size = "2"><b>Keywords:</b> Brazilian agribusiness, geostatistics, <i>Gossypium hirsutum</i>,
precision agriculture, soil fertility.</font></p>

<hr noshade size = 1>

    <p><font face = "Verdana" size = "3"><b>RESUMO</b></font></p>


    <p><font face = "Verdana" size = "2">Técnicas de estatística clássica bem como da geoestatística
são ferramentas importantes para correlacionar, linear e espacialmente, a produtividade
vegetal com os atributos do solo. Assim, no ano de 2015, em Campo Novo do Parecis,
Mato Grosso, Brasil, foram empregadas correlações, espaciais e de Pearson, entre
atributos da planta de algodão e químicos do solo, visando determinar a variabilidade
da produtividade vegetal e de atributos químicos do solo no Cerrado mato-grossense.
Para tanto, instalou-se a malha geoestatística para a coleta de dados do solo e
da planta, com 100 pontos amostrais, num talhão com a cultura de algodão. O solo
foi classificado como um Latossolo Vermelho-Amarelo distrófico. A variabilidade
expressa pelo coeficiente de variação foi predominantemente baixa a média para todas
as variáveis de química do solo e produtivas do algodoeiro. A ausência de dependência
espacial para os atributos químicos do solo, excetuando-se o pH, indicou que as
variações espaciais devem ser consideradas para o planejamento de coleta de amostras
de solo. Os mapas de krigagem para os atributos produtivos do algodoeiro revelaram
que estes possuem semelhantes padrões de distribuição espacial na lavoura. Os atributos
produtivos da lavora com relação direta na produtividade de algodão em caroço foram
o número de ramos reprodutivos e a massa do capulho, tanto linear, quanto espacial.</font></p>




    <p><font face = "Verdana" size = "2"><b>Palavras-chave:</b> agricultura de precisão, agronegócio brasileiro, fertilidade
do solo, geoestatística, <i>Gossypium hirsutum</i>.</font></p>

<hr noshade size = 1>

    <p><font face = "Verdana" size = "3"><b>INTRODUCTION</b></font></p>

    <p><font face = "Verdana" size = "2">The favorable climatic conditions, the topography
that allows the mechanization of agriculture, the governmental programs to encourage
cotton cultivation, and especially, the intensive adoption of modern technologies,
are the major factors that have driven the cultivation of cotton in the Brazilian
Savannah, so that this biome has provided the highest national crop yields under
dry conditions (Zonta <i>et al</i>., 2014).</font></p>

    <p><font face = "Verdana" size = "2">According to data from CONAB (2017), it is estimated that the national
production of seed cotton in the 2016/17 growing season will total 3550 thousand
tons (10% higher than the 2015/16 crop), and the State of Mato Grosso will participate
with 75.8%, or 2334 thousand tons (6% higher than the previous harvest). The national
area cultivated in Brazil will occupy 673.5 thousand hectares, with average yield
estimated at 3922 kg ha<sup>-1</sup>, while that of the State of Mato Grosso will
be 3943 kg ha<sup>-1</sup>.</font></p>

    <p><font face = "Verdana" size = "2">Information
obtained through research has been decisive in providing technological support to
agricultural development, ensuring better yields and competitive economic returns.
Among the various technologies developed, the proper choice of the cultivar to the
site of cultivation is one of the main components of the crop production system.
The increase in crop productivity still necessarily requires mineral nutrition and
the correct supply of essential elements that meet the requirements required in
its phenological cycle (Dalchiavon <i>et al</i>., 2015).</font></p>

    <p><font face = "Verdana" size = "2">Allied to the nutritional requirement of the crop, the application
of inputs in general, which should be carried out with varied rates, is actually
done in large areas in a homogeneous way, whether in Brazil, the United States of
America (USA) or the rest of the world, disregarding the existence of spatial variability,
which directly impacts the final cost of the crop, since among the main factors
that define the profitability of a crop stand out productivity and production costs,
in which the maximization of the efficiency of use of available resources allows
the economic sustainability of the productive system (Stewart <i>et al</i>., 2005;
Sana <i>et al</i>, 2014; Zonta <i>et al</i>., 2014), although according to Mooney
<i>et al.</i> (2010), in cotton crops in 16 states in the USA, precision farming
tools are used by 63% producers, but only 2% use productivity monitoring.</font></p>


    <p><font face = "Verdana" size = "2">In support of these questions, the farmer has
geostatistics at disposal, a tool that analyzes the spatial dependence of georeferenced
data by the semivariogram adjustment, represented by the semivariance graph as a
function of the distances between observations. Once the semivariance is obtained,
the kriging map can be made for each attribute searched (soil and/or plant), which
represents the spatial variability of the data. However, given the affinity between
spatial dependencies of any two attributes, modeled by the cross-semivariogram,
it can be obtained the cokriging map for the main attribute, usually difficult to
obtain and of greater interest, according to a secondary attribute, usually easier
to determine (Molin <i>et al</i>., 2007; Montanari <i>et al</i>., 2010; Dalchiavon
<i>et al</i>., 2011). It would be possible, then, from the secondary attribute,
to obtain spatially the estimates for the primary attribute as well as to suggest
possible management interventions aiming at the primary attribute.</font></p>


    ]]></body>
<body><![CDATA[<p><font face = "Verdana" size = "2">Currently, several studies have been carried out
with the purpose of investigating the relationship between soil chemical properties
(secondary) and crop productivity (principal), among them Dalchiavon <i>et al</i>.
(2011, 2013 a, b, 2015) and Montanari <i>et al</i>. (2013), with the crops of beans,
sugarcane, rice and sunflower, respectively. However, there is a shortage of studies
on the cotton crop. Thus, it is essential that the research seeks to correlate cotton
development with the chemical characteristics of the soil, focusing on the regions
where the crop is intensively grown, such as is the case of the Savannah of Mato
Grosso. In this context, the goal of this work was to determine the variability
of cotton yield and soil chemical properties in the Savannah of Mato Grosso.</font></p>




    <p><font face = "Verdana" size = "3"><b>MATERIAL AND METHODS</b></font></p>

    <p><font face = "Verdana" size = "2">The study was developed
in 2015 at the Federal Institute of Mato Grosso (IFMT), Campo Novo do Parecis (State
of Mato Grosso, Brazil), at 13º40'31&quot;South latitude, 57º53'31&quot; West longitude
and 574 m altitude. The climate is A<sub>w</sub> (tropical humid with rainy season
in summer and dry in winter). <a href = "/img/revistas/rca/v41n3/v41n3a06f1.jpg" target = "_blank">Figure 1</a> shows the values of rainfall and temperatures
during the cultivation period.</font></p>

    
<p><font face = "Verdana" size = "2">The soil was classified
as Typic Tropustox, whose particle size at the 0-0.20 m layer was 506 g kg<sup>-1</sup>
clay, 134 g kg<sup>-1</sup> silt and 360 g kg<sup>-1</sup> sand. The initial chemical
characterization of the soil at the 0-0.20 m layer showed the following values:
pH (H<sub>2</sub>O) = 5.7; P (resin) = 6.1 mg dm<sup>-3</sup>; K = 2.4 mmol dm<sup>-3</sup>;
Ca = 25 mmol<sub>c</sub> dm<sup>-3</sup>; Mg = 10 mmol<sub>c</sub> dm<sup>-3</sup>;
Al = 0 mmol<sub>c</sub> dm<sup>-3</sup>; H + Al = 46 mmol<sub>c</sub> dm<sup>-3</sup>;
Organic matter = 35.8 g dm<sup>-3</sup> and V% = 44.8%.</font></p>

    <p><font face = "Verdana" size = "2">In succession to soybean, in a plot of 10000 m<sup>2</sup> (100
x 100 m), cotton (cultivar FM 940GLT, medium cycle, with 150 to 180 days) was sown
on January 29, 2015, with 0.45 m between rows and seven seeds per meter, using as
basal fertilization 200 kg ha<sup>-1</sup> Monoammonium Phosphate (MAP: 12% N and
52% P<sub>2</sub>O<sub>5</sub>). On 06/03/2015 and 06/04/2015, 300 and 200 kg ha<sup>-1</sup>
of the formulation 20-00-20 (N-P<sub>2</sub>O<sub>5</sub>-K<sub>2</sub>O) was applied
as complementary fertilizer, respectively. The control of pests, diseases and weeds
was carried out as recommended for the crop, whenever necessary, through constant
monitoring.</font></p>

    <p><font face = "Verdana" size = "2">A grid was set up for
data collection on July 25, 2015, and it consisted of 10 transects (NS direction),
10 m spaced apart, with 10 sampling points each, 8.5 m spaced apart, totaling 100
points distributed in an area of 91 x 76 m, the remainder was the border area. Between
25/07/2015 and 15/08/2015, the attributes (soil and plant) were collected at each
sampling point.</font></p>

    <p><font face = "Verdana" size = "2">The soil properties,
at the 0-0.20 m, were collected between the rows of the central point, being the
levels of phosphorus (P), organic matter (OM), pH values (CaCl<sub>2</sub>), content
of potassium (K), Calcium (Ca), magnesium (Mg), potential acidity (H + Al), sum
of bases (SB), cation exchange capacity (T) and base saturation (V%) determined,
according to Raij <i>et al</i>. (2001), at the Laboratory of Physics and Soil Fertility
of the Faculty of Engineering of Ilha Solteira (SP)/UNESP.</font></p>

    <p><font face = "Verdana" size = "2">Plant attributes, seed cotton yield (CY, in kg ha<sup>-1</sup>),
plant population (PP, plants ha<sup>-1</sup>), final plant height (PH; m), stem
diameter (SD), number of reproductive branches (RB), number of bolls per plant (BP),
boll mass (BM; g), fiber mass of the boll (FM; g), seed mass of the boll (SM; g),
percentage of fiber (%F) and mass of 100 seeds (M100; g), were determined from the
data collected in four rows of the culture with 1.80 m, around each point.</font></p>


    <p><font face = "Verdana" size = "2">CY for each point was estimated based on 3.24
m<sup>2</sup> (1.8 x 1.8 m), as well as for PP, with manual harvesting of bolls
at physiological maturity (90% open bolls), manual detachment of fibers and weighing.
PH and SD were measured in a sample of five continuous plants of the useful area,
from the base to the apex of the plant (PH), with a ruler and 5 cm from the ground
(SD), with digital caliper, at the moment of the harvest. RB was determined by the
reproductive nodes; BP, by counting the total number of bolls in the plant; BM by
the mean of 30 bolls of the seed cotton; FM by BM minus SM; SM by BM minus FM; %
F by the relative mass of the fiber after the separation of the samples into FM
and SM; and M100, obtained by the mass of 100 seeds (13% moisture).</font></p>


    <p><font face = "Verdana" size = "2">Statistical analysis was performed with SAS and
Excel spreadsheet, following the procedures of Dalchiavon <i>et al</i>. (2012a).
The descriptive analysis of the attributes was performed, calculating the mean,
median, minimum and maximum values, standard deviation, coefficient of variation,
kurtosis, asymmetry and frequency distribution analysis by the Shapiro-Wilk test.
A correlation matrix was constructed between all the attributes studied, containing
all paired combinations possible, aiming to check for significant Pearson correlations
between the attributes (dependent variables x independent variables). Then, simple
and multiple linear regressions of CY were performed according to the variables
of the soil and/or plant, in order to determine which could serve as a quality indicator
(s), when the objective was to increase CY.</font></p>

    ]]></body>
<body><![CDATA[<p><font face = "Verdana" size = "2">For the geostatistical analysis, the Gamma Design Software 7.0 was used,
following the procedures of Dalchiavon and Carvalho (2012). For each attribute,
the spatial dependence was analyzed by the semivariogram, where adjustments were
made primarily by the initial selection of: (a) the smallest sum of the squares
of the deviations (RSS); (B) higher coefficient of determination (r<sup>2</sup>);
and (c) the highest spatial dependence evaluator (SDE). The interpretation proposed
for SDE was also performed according to Dalchiavon and Carvalho (2012): a) SDE &lt;
20% = spatial variable of very low dependence (MB); b) 20% &#8804; SDE &lt; 40%
= low dependence (BA); c) 40% &#8804; SDE &lt; 60% = intermediate dependence (ME);
d) 60% &#8804; SDE &lt; 80% = high dependence (AL), and e) 80% &#8804; SDE &lt;
100% = very high dependence (MA). Cokrigings procedures were carried out, mainly
those between CY and soil and/or plant attributes. The objective was to validate
the existence of an attribute (soil and/or plant) that could spatially serve as
an indicator of quality, that is, when the goal was to increase the seed cotton
productivity.</font></p>

 


    <p><font face = "Verdana" size = "3"><b>RESULTS AND DISCUSSION</b></font></p>

    <p><font face = "Verdana" size = "2">Because it is the typical representative of plant data, the normal (NO)
frequency distribution (DF) is ideal for a statistical study (regression and/or
geostatistical analysis). If this is not the case, normality is sought by logarithmic
transformation (Molin <i>et al</i>., 2007). <a href = "/img/revistas/rca/v41n3/v41n3a06t1.jpg" target = "_blank">Table 1</a> illustrates that all attributes,
except PH (IN) and M100 (TN), presented normal frequency distribution, whose coefficients
of kurtosis and asymmetry ranged from -0.564 to 0.442 and -0.362 to 0.468, respectively,
which was expected as they are biological attributes (Montanari <i>et al</i>., 2010,
2013; Dalchiavon &amp; Carvalho, 2012; Dalchiavon <i>et al</i>., 2012; 2013a,c).
Dalchiavon <i>et al</i>. (2015), studying the relationships of sunflower productivity
with soil chemical properties by geostatistical techniques, have also found a DF
of the type IN for PH, which indicates that, for the attribute in question, it is
common in studies of this nature.</font></p>

    
<p><font face = "Verdana" size = "2">There was low (FM, %F
and M100), intermediate (PP, PH, SD, BM and SM), high (CY and RB) and very high
(BP) data variability, analyzed by coefficient of variation (<a href = "/img/revistas/rca/v41n3/v41n3a06t1.jpg" target = "_blank">Table 1</a>), differing
from the data found by Carvalho <i>et al</i>. (2001) for the attributes PH, RB,
BP, BM and CY, which may be related to the fact that these authors used nitrogen
and potassium fertilization in cotton, while for % F, data were similar. However,
data were close to those obtained by Henrique and Laca-Buendía (2010), when they
studied the morphological and agronomic characteristics of cotton, reporting low
(SM, M100, % F and BM), intermediate (SD and PP), high (PH and BP) and very high
(CY) CV. On the other hand, in a study carried out in eight cotton crops in the
State of Texas (USA), the CV of CY varied between 8 and 32% (Guo <i>et al</i>.,
2012), consistent with the present study.</font></p>

    
<p><font face = "Verdana" size = "2">CY (3096 kg ha<sup>-1</sup>; <a href = "/img/revistas/rca/v41n3/v41n3a06t1.jpg" target = "_blank">Table 1</a>) was low when compared to the 4000.0
kg ha<sup>-1</sup> reported by Sana <i>et al</i>. (2014) and to the 6285 kg ha<sup>-1</sup>
of Santos <i>et al</i>. (2012) in Savannah soil, but was superior to CY reported
by Kaneko <i>et al</i>. (2014) of 2507 kg ha<sup>-1</sup>. These data demonstrate
that CY can vary widely, depending on several factors, such as genotype and management,
even within a single biome. The low CY obtained in this study is related both to
the difficulty of weed control at post-emergence, which caused competition for the
available environmental resources, and the low water availability at specific moments
(<a href = "/img/revistas/rca/v41n3/v41n3a06f1.jpg" target = "_blank">Figure 1</a>) due to the delay in crop sowing, which for the region is recommended
until January 5<sup>th</sup>.</font></p>

    
<p><font face = "Verdana" size = "2">The
other mean values of the attributes of the plants were, respectively, 142463 plants
ha<sup>-1</sup>; 1.16 m; 12.23 mm; 3.86; 4.84; 4.06 g, 2.13 g, 1.93 g; 52.58% and
7.36 g for PP, PH, SD, RB, BP, BM, FM, SM, %F and M100 (<a href = "/img/revistas/rca/v41n3/v41n3a06t1.jpg" target = "_blank">Table 1</a>). These data are
similar to those observed by Teixeira <i>et al</i>. (2008), with PP of 130000 plants
ha<sup>-1</sup>, with PH of 1.20 m and M100 of 9.2 g, of Henrique and Laca-Buendía
(2010), with SD of 10.8 mm, BP of 3.81, FM of 2.21 g, SM of 3.07 g, % F of 41.36
and BM of 5.35 g of Motomiya <i>et al</i>. (2011), with PH of 1.20 m and PP of 122663
plants ha<sup>-1</sup>.</font></p>

    
<p><font face = "Verdana" size = "2">For the soil
properties (<a href = "/img/revistas/rca/v41n3/v41n3a06t2.jpg" target = "_blank">Table 2</a>), it was observed DF in NO (OM, pH, K, Ca, Mg, SB, T and V%)
and IN (P and H+Al), agreeing with the data observed by Zonta <i>et al</i>. (2014)
and Dalchiavon <i>et al</i>. (2015). In general, the coefficients of variation were
between low (OM, pH and T), moderate (Ca, H+Al, SB and V%), high (Mg) and very high
(P and K), consistent with Motomiya <i>et al</i>. (2011) and Dalchiavon <i>et al</i>.
(2015) for P and K and with Sana <i>et al</i>. (2014) for soil pH when they analyzed
the variability of soil properties and their effects on cotton productivity.</font></p>


    
<p><font face = "Verdana" size = "2">The coefficients of kurtosis between -0.377 and
0.518 and those of asymmetry between -0.140 and 0.352 (<a href = "/img/revistas/rca/v41n3/v41n3a06t2.jpg" target = "_blank">Table 2</a>), resemble those
of DF and coefficients of variation mentioned by Dalchiavon <i>et al</i>. (2012,
2013a,b) and Montanari <i>et al</i>. (2013). In relation to soil fertility, and
considering the mean/median values of its chemical properties, it can be verified
that these presented low (K), moderate (P, OM, pH, V%) and high (Ca, Mg, SB) values/contents,
according to the limits mentioned in Raij <i>et al</i>. (1997) and in Alves <i>et
al</i>. (2009), also justifying, and partly, this CY. These values of soil chemical
properties (K, OM, V%, Ca and Mg) were in accordance with those presented by Dalchiavon
<i>et al</i>. (2012), when investigated the spatial variability of fertility attributes
of a Typic Acrustox under no-till system in Selvíria (MS) and Zonta <i>et al</i>.
(2014), when evaluating the spatial variability of soil fertility in the area planted
with cotton in the Brazilian Savannah.</font></p>

    
<p><font face = "Verdana" size = "2">Pearson’s
significant correlations (plant x plant; plant x soil), and of interest, for the
pairs of attributes were: 1) CY x PP (r = 0.309**), 2) CY x SD (r = 0.306**), 3)
CY x RB (r = 0.553**), 4) CY x BP (r = 0.558**), 5) CY x BM (r = 0.334**), 6) CY
x FM (r = 0.275**), 7) CY x SM (r = 0.369**), 8) RB x PH (r = 0.425**), 9) BP x
PH (r = 0.426**), 10) %F x PH (r = -0.253*), 11) BP x RB (r = 0.951**), 12) CY x
OM (r = 0.503**), 13) CY x T (r = 0.238*), 14) PH x P (r = 0.225*), 15) RB x OM
(r = 0.312**), 16) BP x OM (r = 0.290**), 17) FM x H+Al (r = -0.206*), 18) M100
x H+Al (r = -0.208*). It was observed that 83% of the correlations showed a direct
cause-effect behavior, that is, any change in the values of the independent variables
(X) promoted a change of the same nature in the response or dependent variable (Y).</font></p>


    <p><font face = "Verdana" size = "2">The correlation coefficients between the plant
attributes were high (p &lt;0.01) and positive, except for % F x PH, denoting an
appreciable direct relationship between the attributes involved. OM and T were the
only soil properties significant with CY, with low correlation coefficients, however
positive, due basically to the fact that it is a classic example of a dependent
variable (CY) against independent (OM and T) and also due to the high number of
observations (n = 100), common in geostatistical studies, as reported by several
researchers (Molin <i>et al</i>., 2007; Dalchiavon <i>et al</i>., 2013a,b; Montanari
<i>et al</i>., 2013; Dalchiavon <i>et al</i>., 2015). Thus, the adjusted regression
equations are listed in <a href = "/img/revistas/rca/v41n3/v41n3a06t3.jpg" target = "_blank">Tables 3</a> and <a href = "/img/revistas/rca/v41n3/v41n3a06t4.jpg" target = "_blank">4</a>.</font></p>

    
]]></body>
<body><![CDATA[<p><font face = "Verdana" size = "2">Equations
1, 2, 3 and 4 (plant x plant; <a href = "/img/revistas/rca/v41n3/v41n3a06t3.jpg" target = "_blank">Table 3</a>) revealed direct linear influence of PP, SD,
RB and BP on CY. Equations 5, 6, 7 and 11, although direct (except for %F x PH),
presented potential models between the independent attributes (PH and RB) and the
dependent variables (CY, %F, BP and RB). Exponential equations (8 to 10) were observed
between CY (dependent) and BM, FM and SM (independent). Among the equations that
aim to estimate CY, 4 was the one that provided the best fit (higher <i>r</i>&quot;),
and is therefore the most recommended for its estimation. Thus, by working in the
mentioned equation, it is possible to estimate a CY of 3085.8 kg ha<sup>-1</sup>,
when BP is 4.84 g (<a href = "/img/revistas/rca/v41n3/v41n3a06t1.jpg" target = "_blank">Table 1</a>), that is, with the increase in the number of bolls in
the plant, because of larger viability, in this population and crop spacing, it
can be estimated the seed cotton yield in a linear way.</font></p>

    
<p><font face = "Verdana" size = "2">On the other hand, 12 and 13 were linear equations (plant x soil;
<a href = "/img/revistas/rca/v41n3/v41n3a06t4.jpg" target = "_blank">Table 4</a>). However, quadratic (14), potential (15, 16 and 18) and exponential (17)
equations were also modeled. OM and T, as mentioned above, were the only soil properties
indicated to estimate CY, which would be 3096 and 3095 kg ha<sup>-1</sup> when OM
and T contents were, respectively, 27.83 g dm<sup>-3</sup> and 70.3 mmol<sub>c</sub>
dm<sup>-3</sup> (<a href = "/img/revistas/rca/v41n3/v41n3a06t1.jpg" target = "_blank">Table 1</a>). In this way, conservationist soil management, such as
no-till systems, which aim to increase organic matter contents, and will directly
and positively implicate their T, are necessary to obtain higher seed cotton yields,
by increasing fertility through nutrient cycling (OM) and the maintenance of exchangeable
bases available in soils usually dependent on T by increase in OM contents, since
the other colloids in Savannah soils have low expressiveness in T values and are
very dependent on pH.</font></p>

    
<p><font face = "Verdana" size = "2">The geostatistical
analysis (<a href = "/img/revistas/rca/v41n3/v41n3a06t5.jpg" target = "_blank">Table 5</a>) revealed, for the plant attributes that did not result in pure
nugget effect, that the decreasing order of the spatial correlation coefficients
(r<sup>2</sup>) was: 1) PH (0.888), 2) %F (0.851), 3) SD (0.818), 4) FM (0.596),
5) BM (0.587), 6) SM (0.521), 7) #CY (0.508) and 8) RB (0.504). The PH derived in
a very high spatial correlation coefficient (r<sup>2</sup>), very high spatial dependency
(SDE) (87.2%) and angular coefficient (b) of the cross-validation near 1 (1.022),
denoting high quality of the experimental semivariogram of spherical type, thus
agreeing with the semivariographic model reported by Motomiya <i>et al</i>. (2011),
who proposed a diagnosis for the localized management of the cotton crop, and mentioned
high r<sup>2</sup> (0.640) and high SDE (68.0%).</font></p>

    
<p><font face = "Verdana" size = "2">In
relation to the pure nugget effect for BP and M100 (<a href = "/img/revistas/rca/v41n3/v41n3a06t5.jpg" target = "_blank">Table 5</a>), this is relatively
common because they are productive attributes related to cotton maturity, which
are heavily influenced by the environment (Johnson <i>et al</i>., 2002).</font></p>


    
<p><font face = "Verdana" size = "2">#CY, attribute of greater agronomic interest,
presented semivariographic spherical model, intermediate r<sup>2</sup> (0.508),
very high SDE (99.8%) and angular coefficient of cross validation of 0.983 (<a href = "/img/revistas/rca/v41n3/v41n3a06t5.jpg" target = "_blank">Table
5</a>). Motomiya <i>et al</i>. (2011) obtained spherical model, intermediate r<sup>2</sup>
(0.500) and high SDE (70.0%), while Sana <i>et al</i>. (2014) reported spherical
model, intermediate r<sup>2</sup> and very high SDE, therefore, both studies corroborate
the data of the present research.</font></p>

    
<p><font face = "Verdana" size = "2">Regarding
soil properties, only pH showed spatial dependence (<a href = "/img/revistas/rca/v41n3/v41n3a06t5.jpg" target = "_blank">Table 5</a>). The pure nugget effect
for the other soil properties indicated that the behavior of these regionalized
variables was totally random, revealing the semivariogram discontinuity for distances
smaller than those sampled, indicating the need to rethink this distance, which
was evidenced in the study by Dalchiavon <i>et al</i>. (2013b). Motomiya <i>et al.</i>
(2011) also found no spatial dependence for P and Mg, denoting that the spatial
dependence of soil properties can also vary according to the area and the management
applied. Typically, in areas under no-till system, as nutrient application vary
from spreading and in-row, in crops with different spacings, combined with high
or low nutrient mobility, heterogeneity becomes common, and semivariogram adjustments
do not always have quality because of lower ranges.</font></p>

    
<p><font face = "Verdana" size = "2">pH (<a href = "/img/revistas/rca/v41n3/v41n3a06t5.jpg" target = "_blank">Table 5</a>), with a Gaussian semivariogram model, had a low
spatial correlation coefficient (0.399), intermediate spatial dependence (57.3%)
and an angular coefficient of 0.881, demonstrating substantial quality. Its geostatistical
range (13.6 m) indicated that, for the property in question, soil samples should
be taken in grids of 185 m² (13.6 x 13.6 m). The low value of the parameter is associated
with the extrinsic variability, related to the practices of soil management, which
contributed to the reduction of the range (Silva <i>et al</i>., 2007). The geostatistical
data for the pH behaved similarly, except for the spherical models, to the results
evidenced by Johnson <i>et al</i>. (2002) and Motomiya <i>et al</i>. (2011), where
the latter obtained a low spatial correlation (0.330) and intermediate spatial dependence
(40.0%), as well as the spherical model described by Sana <i>et al</i>. (2014) and
by Zonta <i>et al</i>. (2014).</font></p>

    
<p><font face = "Verdana" size = "2">In
general, the semivariogram ranges were between 13.6 (pH) and 31.8 m (PH), indicating
that for specific and localized management, the reference values used in precision
agriculture should not be less than 13.6 m (<a href = "/img/revistas/rca/v41n3/v41n3a06t5.jpg" target = "_blank">Table 5</a>), because they represent the
distance within which the values of a given property have a spatial correlation
with each other, since the range value can influence the quality of the estimate,
since it determines the number of values used in the interpolation. Thus, estimates
obtained by kriging interpolation using the highest range values tend to be more
reliable, presenting maps that better represent reality (Dalchiavon <i>et al</i>.,
2011). On the other hand, the smaller the ranges, the more important will be the
interpolation and, therefore, semivariograms should be more precise, especially
at small distances (Vieira <i>et al</i>., 2010). Another aspect to be mentioned
is that all the obtained ranges exceeded the values of the spacings between the
samplings, suggesting that the samples are correlated with each other, allowing
interpolations (Vieira <i>et al</i>., 2007).</font></p>

    
<p><font face = "Verdana" size = "2">The kriging maps obtained from modeling the semivariograms and illustrated
in <a href = "/img/revistas/rca/v41n3/v41n3a06f2.jpg" target = "_blank">Figures 2</a> and <a href = "/img/revistas/rca/v41n3/v41n3a06f3.jpg" target = "_blank">3</a>, although some have intricate aspects, are directly similar to
each other (except for %F), that is, in regions where the values are smaller for
£CY, for example, are the same regions where the lowest values are found for the
other evaluated attributes, as well as for the regions of higher values between
them. This behavior trend concentrated, with some exceptions, the highest values
in the central regions and partly on the sides of the map, while the lowest values
were present in the marginal regions of the maps, where the yields were lower than
the average of the crop. This fact can also be observed in <a href = "/img/revistas/rca/v41n3/v41n3a06f4.jpg" target = "_blank">Figures 4</a> and <a href = "/img/revistas/rca/v41n3/v41n3a06f5.jpg" target = "_blank">5</a>, which
present, by means of the existing direct relationship, the cross semivariograms
and their respective cokriging maps between the £CY and the BM and RB.</font></p>

    
<p><font face = "Verdana" size = "2">In this context, we recommend to investigate the
factors that affect crop productivity, beginning with the history of management,
fertilization, crop rotation and productivity obtained in each crop. Thus, when
heterogeneous behavior is identified, applications of inputs, or regionalized management
of soil and crop, can be made with variable rates. Nevertheless, when factors that
alter productivity cannot be corrected due to the intrinsic characteristics of the
soil, it is advisable to create management zones and treat them differently, according
to the productive potential of each site (Torbett <i>et al.</i>, 2007; Walton <i>et
al.</i>, 2008; Sana <i>et al.</i>, 2014). Following these recommendations, it was
possible to verify that in the left vertical third, where there were the lowest
yields, it was precisely where rainwater accumulated (<a href = "/img/revistas/rca/v41n3/v41n3a06f1.jpg" target = "_blank">Figure 1</a>), because it is border,
during the establishment phase of the crop, which reflected in the death of a significant
amount of plants. This may have contributed to the lack of spatial dependence of
PP data (<a href = "/img/revistas/rca/v41n3/v41n3a06t5.jpg" target = "_blank">Table 5</a>).</font></p>

    
]]></body>
<body><![CDATA[<p><font face = "Verdana" size = "2">In relation to
the soil pH, in more than 50% of the area pH was less than 5.5 (<a href = "/img/revistas/rca/v41n3/v41n3a06f3.jpg" target = "_blank">Figure 3</a>). This
may represent a problem since Carvalho <i>et al.</i> (2011) reported that soil acidity
negatively affects root development and growth of the cotton plant, directly affecting
productivity. There are evidences of reduced productivity in soils with pH below
this threshold.</font></p>

    
<p><font face = "Verdana" size = "2">However, it was not
possible to model the cross-semivariogram between the #CY and the pH, although cross-semivariograms
were obtained between the productive attributes of cotton, as previously mentioned
(<a href = "/img/revistas/rca/v41n3/v41n3a06t5.jpg" target = "_blank">Table 5</a>, <a href = "/img/revistas/rca/v41n3/v41n3a06f4.jpg" target = "_blank">Figures 4</a> and <a href = "/img/revistas/rca/v41n3/v41n3a06f5.jpg" target = "_blank">5</a>). The decreasing order of their spatial correlation coefficients
(r<sup>2</sup>) was: 1) #CY =f(%F) (0.819), 2) #CY =f(BM) (0.776), 3) #CY =f(RB)
(0.629), 4) #CY =f(SD) (0.431) and 5) #CY =f(PH) (0.328). From these, the numbers
2 to 5 could be perfectly used to estimate the seed cotton productivity quickly
due to the great ease in determining the independent variables (PH, SD, RB and BM)
still in the field. In this context, the two cross-linked semivariograms with higher
r<sup>2</sup> [#CY =f(BM) and #CY =f(RB)] were Gaussian, both with high coefficient
of spatial determination (0.776 and 0.629, respectively), as observed in <a href = "/img/revistas/rca/v41n3/v41n3a06t5.jpg" target = "_blank">Table 5</a>
and <a href = "/img/revistas/rca/v41n3/v41n3a06f4.jpg" target = "_blank">Figures 4</a> and <a href = "/img/revistas/rca/v41n3/v41n3a06f5.jpg" target = "_blank">5</a>. Thus, from the spatial point of view, there was a direct spatial
correlation of #CY with BM and RB.</font></p>

    
<p><font face = "Verdana" size = "2">In <a href = "/img/revistas/rca/v41n3/v41n3a06f2.jpg" target = "_blank">Figures 2</a> and <a href = "/img/revistas/rca/v41n3/v41n3a06f4.jpg" target = "_blank">4</a>, cokriging #CY =f(BM) showed, in sites with lower values of
BM (3.65-4,00), the lowest £CY (1345.3-2659.8 kg ha<sup>-1</sup>). Conversely, in
regions with higher BM values (&gt; 4.00), the highest £CY (2659.8-3974.3 kg ha<sup>-1</sup>)
were found. Similarly, in <a href = "/img/revistas/rca/v41n3/v41n3a06f2.jpg" target = "_blank">Figures 2</a> and <a href = "/img/revistas/rca/v41n3/v41n3a06f5.jpg" target = "_blank">5</a>, it was observed that regions with the
lowest values of RB (2.7-3.8) were precisely the sites with the lowest £CY values
(1345.3-2659.8 kg ha<sup>-1</sup>). Higher values of £CY (&gt; 2659.8 kg ha<sup>-1</sup>)
were mapped where RB was above 1.00. Such behavior addresses the direct relationship
between these production attributes, the result of their interdependence. In this
sense, when the intention is to increase the productivity of seed cotton, agronomic
management that stimulates the production of branches and reproductive bolls must
be adopted in the property, since this study clearly demonstrates the implication
of BM and RB on the productivity of seed cotton.</font></p>



    
<p><font face = "Verdana" size = "3"><b>CONCLUSIONS</b></font></p>

    <p><font face = "Verdana" size = "2">The variability expressed by the coefficient of
variation was predominantly low to moderate for all soil chemical properties and
cotton production variables.</font></p>

    <p><font face = "Verdana" size = "2">The
absence of spatial dependence in soil chemical properties, except for pH, indicated
that spatial variations should be considered for soil sampling design.</font></p>


    <p><font face = "Verdana" size = "2">The kriging maps for the production attributes
of cotton revealed that these variables have similar patterns of spatial distribution
in the crop.</font></p>

    <p><font face = "Verdana" size = "2">The productive attributes
of the direct relationship, both linear and spatial, with the productivity of seed
cotton were the number of reproductive branches and the boll mass.</font></p>



    <p>&nbsp;</p>

    <p><font face = "Verdana" size = "3"><b>References</b></font></p>

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    <p>&nbsp;</p>

    <p><font face = "Verdana" size = "3"><b>Acknowledgements</b></font></p>

    <p><font face = "Verdana" size = "2">The authors would like
to thank the Research Group in Phytotechnology (GPF) of the Instituto Federal de
Educação Ciência e Tecnologia de Mato Grosso (IFMT), Campo Novo do Parecis MT Brazil,
for funding and assistance during the assay. The authors are also grateful to the
Fundação de Apoio à Pesquisa do Estado de Mato Grosso / Foundation for Research
Support of the State of Mato Grosso (FAPEMAT - Process Nº. 157188/2014) by granting
scientific training scholarship and financial assistance for research.</font></p>

    <p>&nbsp;</p>

    <p><font face = "Verdana" size = "2">Received/recebido: 2017.08.03</font></p>

    <p><font face = "Verdana" size = "2">Accepted/aceite: 2018.04.16</font></p>

     ]]></body><back>
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