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)
Headache Medicine
ISSN 2178-7468
e
-ISSN 2763-6178
v.11
Supplement
p. 74
October 2020.
74
ASAA
DOI: 10.48208/HeadacheMed.2020.Supplement.74
Aguiar, C.; Lima, L. M.; Aroucha, J.; Waked, J.; Fonseca, H. A.; Melo, R. E.; Caldas Junior, A.
Headache Medicine
Modelo para previsão de disfunção temporomandibular: uso da análise de
árvore de classicação
Camilla de Aguiar, Lohana Maylane de Lima, João Aroucha, Jorge Waked, Hudso Augusto Fonseca, Ricardo Eugenio de
Melo, Arnaldo Caldas Junior
Universidade Federal de Pernambuco
Introdução
A disfunção da articulação temporomandibular (DTM) consiste em um conjunto de patologias que acometem a ATM, os músculos
mastigatórios e estruturas adjacentes. Sua etiologia é multifatorial e está relacionada com fatores estruturais, neuromusculares ou
oclusais, tendo como principal consequência a dor orofacial.
Material e Métodos
Realizar um modelo preditivo que utiliza a análise estatística de árvore de classicação para predizer a ocorrência de disfunção
temporomandibular, dividindo a amostra em grupos de alto e baixo risco para o desenvolvimento da doença. Foi realizado a partir
de um estudo transversal analítico de base populacional que envolveu uma amostra de 776 indivíduos que procuraram atendimento
médico ou odontológico nas Unidades de Saúde da Família de Recife, PE, Brasil. A amostra foi submetida à anamnese por meio do
instrumento Research Diagnostic Criteria for Temporomandibular Disorders. Os dados foram inseridos no software Statistical Package
for the Social Sciences 20.0 e analisados pelo teste Qui-quadrado de Pearson para análise bivariada e pelo método de árvore de
classicação para análise multivariada.
Resultados
O distúrbio temporomandibular pode ser previsto através da árvore de decisão por dor orofacial, idade e depressão. As regras
de classicação resultantes da representação da árvore foram os seguintes: se o indivíduo não apresentava dor orofacial, então a
probabilidade de ocorrência de DTM seria de 17,6% e isso se fez não depende de outras variáveis (primeiro nó terminal). Se o indivíduo
teve dor orofacial, então a previsão de DTM era de 47%, e também dependia da idade. Se a idade fosse a partir de 15 a 24 anos ou
a partir de 60 ou mais, a probabilidade era de 33,1% e não dependia de outra característica. Mas se a idade variou de 25 a 59 anos,
a probabilidade de ter a DTM seria de 51,9% e também dependeria de depressão. Se o sujeito não fosse depressivo, a probabilidade
de DTM seria de 40,3%, porém se o indivíduo tivesse depressão, a probabilidade de DTM seria de 55,1%. O poder global de predição
da árvore foi de 0,682; essa é a árvore prever corretamente em 68,2% das vezes.
Conclusão
Os autores puderam concluir que o melhor preditor para a disfunção temporomandibular foi a dor orofacial e que o modelo preditivo
proposto pela árvore de classicação pode ser aplicado como ferramenta para simplicar a tomada de decisão em relação à
ocorrência de disfunção temporomandibular.
Palavras-chave: Síndrome da Disfunção da Articulação Temporomandibular, Análise de Decisões, Árvores de Decisão, Técnicas de
Suporte à Decisão