![](data:image/png;base64,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)
Segundo Rubens Panegassi, em São Tomás de Aquino (1225-74), três ideias foram
essenciais e deveriam ser, obrigatoriamente, articuladas para a proclamação da guerra
justa: a primeira é a definição de uma autoridade legítima; a segunda verifica-se na causa
justa (Reconquista); e a terceira baseada na reta intenção. Deve-se observar que a
doutrina construída por Aquino é importantíssima para caracterizar o papel do soberano
como detentor do direito de declaração da guerra, pois estes, na lógica do direito divino
dos reis, teriam que se responsabilizar apenas à Deus. (PANEGASSI, 2017, p. 29)
.
Com base nessa unidade percebida pela compreensão da guerra medieval que o
processo colonizador se estabeleceu frente a diversidade dos povos originários na
América. Cabe lembrarmos que foi um império que abarcou inúmeros espaços humanos
e territoriais e, por isso, necessitou de um discurso que considerasse legítima a posse e o
contato com esses novos lugares e povoações, para justificar – ideológica e
juridicamente – o domínio pretendido pelo monarca e suas conexões para a manutenção
da ordem religiosa e política. Em consequência, o uso da força e da agressiva imposição
política também utilizou desse esquema discursivo frente ao confronto e a dominação.
Articulando um estreitamento cada vez maior entre os vértices da política e religião, os
portugueses se basearam na reivindicação da ortodoxia cristã e o exclusivo da guerra
justa. (PANEGASSI, 2017, p. 133)
.
Assim, a partir de documentos históricos busca-se demonstrar como a prática de
uma estrutura, a da guerra justa, passa a uma estrutura da prática, quando agenciada em
novos contextos, tais como contra os “Cayapó” Meridionais que habitavam dentre os
séculos XVIII e XIX as regiões que hoje compreendem o Triângulo Mineiro, norte de São
Paulo e sul de Goiás, buscando legitimar, neste caso, o combate, a cristianização e a
escravização indígena.
Não é de hoje que a discussão sobre a teorização da doutrina da guerra justa é amplamente debatida,
direta ou indiretamente nas análises do Império português. Contudo, seria pretensiosa de nossa parte,
querer abarcar toda essa produção. Mereceria um espaço maior e fôlego na análise. Portanto, o intuito foi
de nomear alguns importantes representantes da teorização e se debruçar na complexidade do fenômeno
no âmago do modo estruturante do império. Cf: (FREITAS, 2014); (DE SOUSA, 2017).
A doutrina da guerra justa veio a ser utilizada em diferentes circunstâncias na modernidade, recebendo
uma multiplicidade de tendências analítica sobre a compreensão da paz, da guerra e do direito de
intervenção. Exemplo disso, viu-se nos estudiosos da Universidade de Salamanca. O dominicano Francisco
Vitoria que entre os anos de 1537-1554, fez profundo debate sobre o uso da doutrina em função do
controle dos mares e o comércio de especiarias por parte da coroa portuguesa. Os dominicanos, com base
nas ações portuguesas e a utilização da guerra justa ilegítima, sustentaram as argumentações da segunda
Escolástica para que condenassem com “severidade uma prática que limitava o direito ao comércio e
constituía, por um consequente pecado mortal” (MARCOCCI, 2012, p. 300), baseando-se também, diversas
acusações de roubo e violência. Isso é importante exemplo de como a doutrina da guerra foi utilizada em
caráter político e de acordo com as ambições de quem objetivava o monopólio e a intervenção dos povos e
mares (MARCOCCI, 2012, p. 300).