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Alphabetical    [«  »]
disproportion 3
disproportionate 3
disprove 4
disproved 18
disproves 3
disputant 2
disputation 3
Frequency    [«  »]
18 destined
18 differed
18 dispensers
18 disproved
18 ease
18 eateth
18 efficiently
St. Thomas Aquinas
Summa Theologica

IntraText - Concordances

disproved

   Part, Question
1 1, 41 | essence generates, which was disproved ~above (Q[39], A[5]).~Aquin.: 2 1, 46 | infinite series, which is disproved ~(Metaph. ii, text 5).~Aquin.: 3 1, 46 | accidental infinity. But this was disproved ~above (Q[7], A[4]). Some 4 1, 41 | essence generates, which was disproved ~above (Q[39], A[5]).~Aquin.: 5 1, 47 | infinite series, which is disproved ~(Metaph. ii, text 5).~Aquin.: 6 1, 47 | accidental infinity. But this was disproved ~above (Q[7], A[4]). Some 7 1, 114 | passive body. ~This opinion is disproved by Aristotle (De Gener. 8 1, 115 | Homine). This too has been disproved above for the reason ~that 9 1, 117 | another. This ~has been disproved above (Q[76], A[3]). ~Aquin.: 10 1, 117 | common: but this has been disproved above ~(Q[76], A[2]).~Aquin.: 11 2, 4 | the end, which has been disproved above (Q[1], A[1], ~ad 2; 12 2, 81 | All these ~opinions were disproved in the FP, Q[19], AA[7], 13 3, 2 | accidental, which will be disproved later on (A[6]). Secondly, 14 3, 16 | both these opinions ~were disproved above (Q[2], A[5]; Q[5], 15 3, 16 | heresy of Photinus, which was disproved above (Q[2], ~AA[10],11). 16 3, 16 | these ~opinions also were disproved above (Q[2], AA[3],6).~Aquin.: 17 3, 67 | But this ~reasoning is disproved by the form observed in 18 Suppl, 54| However the above theory was disproved in the Second Book (Sent.


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