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<font face="Meiryo UI, serif"><font style="font-size:10pt" size="2">O
Ciclo de Palestras do Departamento de Estatística da Universidade
Federal da Bahia convida todos os interessados para o seminário d</font></font><font face="Meiryo UI, serif"><font style="font-size:10pt" size="2">a</font></font><font face="Meiryo UI, serif"><font style="font-size:10pt" size="2">
</font></font><font face="Meiryo UI, serif"><font style="font-size:10pt" size="2"><b>Professor</b></font></font><font face="Meiryo UI, serif"><font style="font-size:10pt" size="2"><b>a</b></font></font><font face="Meiryo UI, serif"><font style="font-size:10pt" size="2"><b>
</b></font></font><font color="#000000"><font face="Meiryo UI, serif"><font style="font-size:10pt" size="2"><b>Katiane
S. Conceição</b></font></font></font><font face="Meiryo UI, serif"><font style="font-size:10pt" size="2"><b>
</b></font></font><font face="Meiryo UI, serif"><font style="font-size:10pt" size="2"><span style="background:rgb(255,255,255) none repeat scroll 0% 0%">do
</span></font></font><font color="#000000"><font face="Meiryo UI, serif"><font style="font-size:10pt" size="2"><b>Departamento
de </b></font></font></font><font color="#000000"><font face="Meiryo UI, serif"><font style="font-size:10pt" size="2"><b>Matemática
Aplicada e Estatística</b></font></font></font><font color="#000000"><font face="Meiryo UI, serif"><font style="font-size:10pt" size="2"><b>
</b></font></font></font><font color="#000000"><font face="Meiryo UI, serif"><font style="font-size:10pt" size="2"><span style="font-weight:normal">do</span></font></font></font><font color="#000000"><font face="Meiryo UI, serif"><font style="font-size:10pt" size="2"><b>
</b></font></font></font><font color="#000000"><font face="Meiryo UI, serif"><font style="font-size:10pt" size="2"><b>ICMC-USP</b></font></font></font><font face="Meiryo UI, serif"><font style="font-size:10pt" size="2"><b><span style="background:rgb(255,255,255) none repeat scroll 0% 0%">.</span></b></font></font></p>
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<p style="margin-bottom:0cm;line-height:100%"><font color="#000000"><font face="Arial, serif"><font style="font-size:12pt" size="3"><font face="Meiryo UI, serif"><font style="font-size:10pt" size="2"><span lang="en-US"><b>Título:</b></span></font></font><font color="#222222"><font face="Meiryo UI, serif"><font style="font-size:10pt" size="2"><span lang="en-US"><span style="background:rgb(255,255,255) none repeat scroll 0% 0%">
</span></span></font></font></font><font color="#222222"><font face="Meiryo UI, serif"><font style="font-size:10pt" size="2"><span lang="en-US"><i><span style="background:rgb(255,255,255) none repeat scroll 0% 0%">k</span></i></span></font></font></font><font color="#222222"><font face="Meiryo UI, serif"><font style="font-size:10pt" size="2"><span lang="en-US"><span style="background:rgb(255,255,255) none repeat scroll 0% 0%">-Modified
Power Series Distributions</span></span></font></font></font><font face="Meiryo UI, serif"><font style="font-size:10pt" size="2"><span lang="en-US"><span style="background:rgb(255,255,255) none repeat scroll 0% 0%">.</span></span></font></font></font></font></font></p>
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<p style="margin-bottom:0cm;line-height:100%"><font color="#000000"><font face="Arial, serif"><font style="font-size:12pt" size="3"><font face="Meiryo UI, serif"><font style="font-size:10pt" size="2"><b>Resumo:</b></font></font><font face="Meiryo UI, serif"><font style="font-size:10pt" size="2">
</font></font><font face="Meiryo UI, serif"><font style="font-size:10pt" size="2">In
this work, we present a distribution family for count data called
k-Modified Power Series, which is an extension of the Zero-Modified
Power Series distribution family. This extension consists in
modifying the probability of observing k of each Power Series
distribution, enabling the new k-modified distribution appropriately
accommodate datasets which have any amount of observations k (for
instance, k-inflated or k-deflated datasets). This work also
describes the properties and particularities of the new distribution
family for count data. The parameters of the distribution are
estimated via maximum likelihood method and the new family is used to
analyze real datasets. We emphasize that the new distribution family
can accommodate sets of count data without any previous knowledge on
the characteristic of k-inflation (-deflation) present in the
dataset.</font></font></font></font></font></p>
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<p style="margin-bottom:0cm;line-height:100%" align="justify"><font face="Meiryo UI, serif"><font style="font-size:10pt" size="2"><b>Data</b></font></font><font face="Meiryo UI, serif"><font style="font-size:10pt" size="2">:
</font></font><font face="Meiryo UI, serif"><font style="font-size:10pt" size="2">20</font></font><font face="Meiryo UI, serif"><font style="font-size:10pt" size="2">/04/2017</font></font></p>
<p style="margin-bottom:0cm;line-height:100%" align="justify"><font face="Meiryo UI, serif"><font style="font-size:10pt" size="2"><b>Horário</b></font></font><font face="Meiryo UI, serif"><font style="font-size:10pt" size="2">:
11:00hs</font></font></p>
<p style="margin-bottom:0cm;line-height:100%" align="justify"><font face="Meiryo UI, serif"><font style="font-size:10pt" size="2"><b>Local</b></font></font><font face="Meiryo UI, serif"><font style="font-size:10pt" size="2">
: Sala 12 do IME</font></font><font face="Meiryo UI, serif"><font style="font-size:10pt" size="2"><span style="background:rgb(255,255,255) none repeat scroll 0% 0%">.</span></font></font></p>
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<font face="Meiryo UI, serif"><font style="font-size:10pt" size="2"><b>Minicurrículo:
</b></font></font><font face="Meiryo UI, serif"><font style="font-size:10pt" size="2"><span style="font-weight:normal">A
Profª Katiane S. Conceição é </span></font></font><font face="Meiryo UI, serif"><font style="font-size:10pt" size="2"><span style="font-weight:normal">Bacharel
em Estatística pela Universidade Federal da Bahia (2006), bolsista
de iniciação científica (CNPq e FAPEX), atuando no Instituto de
Saúde Coletiva da UFBA. Mestre em Biometria e Estatística Aplicada
pela Universidade Federal Rural de Pernambuco (2008), bolsista CAPES,
com dissertação desenvolvida na área de Modelagem Estatística e
Computacional, na qual considerou os seguintes temas: relação
espécie-área, diversidade de espécies, modelos estocásticos e de
regressão. Doutora em Estatística pela Universidade Federal de São
Carlos (2013), bolsista FAPESP, com tese desenvolvida na área de
Inferência e Modelos de Regressão, na qual considerou,
principalmente, o tema: Modelos de Regressão para Dados de Contagem.
Atualmente é professora doutora da Universidade de São Paulo,
campus São Carlos. Áreas de interesse para pesquisas: Distribuição
Série de Potência; Modelos de Regressão para Dados de Contagem;
Inferência Bayesiana; Estatística Computacional; Estatística
Aplicada.</span></font></font></p>
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<p style="margin-bottom:0cm;line-height:100%"><font face="Meiryo UI, serif"><font style="font-size:10pt" size="2"><b>Coordenadores:
</b></font></font><font face="Meiryo UI, serif"><font style="font-size:10pt" size="2">Lizandra
C. Fabio (<a href="mailto:lizandra.fabio@ufba.br">lizandra.fabio@ufba.br</a>)</font></font></p>
<p style="margin-bottom:0cm;line-height:100%">
<font face="Meiryo UI, serif"><font style="font-size:10pt" size="2">Bruno
Santos (</font></font><a href="mailto:brunorsantos@ufba.br"><font color="#1155cc"><font face="Meiryo UI, serif"><font style="font-size:10pt" size="2"><span style="background:rgb(255,255,255) none repeat scroll 0% 0%">brunorsantos@ufba.br</span></font></font></font></a><font face="Meiryo UI, serif"><font style="font-size:10pt" size="2">)</font></font></p>
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