Galnet - WordNet 3.0 do Galego

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54 synsets, 19 deles (35.19 %) con 27 variantes en galego
[0]  06750804-n  | eng:   proposition  | glg:  proposición { [1] statement }
[+1]   1   has_hyperonym   06722453-n  |  eng:  statement  | glg: afirmación, declaración   { [1] content } [+1]   2   has_hyponym   06751142-n  |  eng:  particular, particular_proposition    { [1] logic } [+2]   1   near_antonym   06751367-n  |  eng:  universal, universal_proposition    { [1] logic } [+1]   3   has_hyponym   06751367-n    |  eng:  universal, universal_proposition   { [1] logic } [+2]   1   near_antonym   06751142-n    |  eng:  particular, particular_proposition   { [1] logic } [+1]   4   has_hyponym   06751572-n  |  eng:  negation    { [1] logic } [+2]   1   related_to   02663141-v  |  eng:  belie, contradict, negate    { [2] logic } [+1]   5   has_hyponym   06751742-n  |  eng:  converse    { [2] statement } [+1]   6   has_hyponym   06751833-n  |  eng:  lemma    { [2] statement } [+1]   7   has_hyponym   06752293-n  |  eng:  theorem  | glg: teorema   { [2] statement } [+2]   1   has_hyponym   06036939-n  |  eng:  binomial_theorem    { [1] statistics } [+1]   8   has_hyponym   06753030-n  |  eng:  conclusion, ratiocination  | glg: conclusión   { [2] statement } [+1]   9   has_hyponym   06753299-n  |  eng:  posit, postulate  | glg: postulado   { [1] logic } [+2]   1   has_hyponym   05918704-n  |  eng:  Bayes'_postulate    { [1] statistics } [+2]   2   has_hyponym   06753800-n  |  eng:  assumption, premise, premiss  | glg: premisa   { [2] logic } [+3]   1   has_hyponym   06754184-n  |  eng:  major_premise, major_premiss    { [3] logic } [+3]   2   has_hyponym   06754415-n  |  eng:  minor_premise, minor_premiss, subsumption    { [3] logic } [+3]   3   has_hyponym   06755454-n  |  eng:  thesis  | glg: tese   { [3] logic } [+3]   4   has_hyponym   06755568-n  |  eng:  condition, precondition, stipulation  | glg: condición   { [3] logic } [+4]   1   has_hyponym   06755776-n  |  eng:  boundary_condition    { [1] math } [+4]   2   has_hyponym   06755947-n  |  eng:  provision, proviso  | glg: condición, disposición, provisión   { [4] logic } [+5]   1   related_to   00556318-a  |  eng:  probationary, provisional, provisionary, tentative  | glg: provisional   { [3] period } [+6]   1   has_derived   00088777-r  |  eng:  provisionally  | glg: provisionalmente   { [4] period } [+6]   2   has_derived   00179212-r  |  eng:  tentatively    { [4] period } [+5]   2   related_to   01063188-v  |  eng:  provide    { [5] logic } [+4]   3   related_to   01018928-v  |  eng:  condition, qualify, specify, stipulate  | glg: especificar, estipular   { [2] information  [2] statement } [+3]   5   has_hyponym   06756111-n  |  eng:  scenario    { [3] logic } [+3]   6   related_to   00632236-v  |  eng:  assume, presume, take_for_granted  | glg: dar_por_feito, dar_por_sentado, dar_por_suposto, presumir, supoñer   { [2] act } [+3]   7   related_to   00717208-v  |  eng:  premise, premiss    { [3] logic } [+2]   3   related_to   00716758-v  |  eng:  posit, postulate    { [2] logic } [+1]   10   has_hyponym   06753550-n  |  eng:  axiom  | glg: axioma   { [1] logic } [+2]   1   has_hyponym   06005692-n  |  eng:  Euclid's_axiom, Euclid's_postulate, Euclidean_axiom    { [1] math } [+3]   1   has_hyponym   06005999-n  |  eng:  Euclid's_first_axiom    { [2] math } [+3]   2   has_hyponym   06006117-n  |  eng:  Euclid's_second_axiom    { [2] math } [+3]   3   has_hyponym   06006243-n  |  eng:  Euclid's_third_axiom    { [2] math } [+3]   4   has_hyponym   06006364-n  |  eng:  Euclid's_fourth_axiom    { [2] math } [+3]   5   has_hyponym   06006458-n  |  eng:  Euclid's_fifth_axiom, parallel_axiom    { [2] math } [+2]   2   has_pertainym   02653385-a  |  eng:  axiomatic, axiomatical, postulational  | glg: axiomático   { [2] logic } [+3]   1   has_derived   00121657-r  |  eng:  axiomatically    { [3] logic } [+3]   2   related_to   06753550-n    |  eng:  axiom | glg: axioma   { [1] logic } [+2]   3   related_to   01618895-a  |  eng:  axiomatic, self-evident, taken_for_granted  | glg: axiomático   { [2] logic } [+3]   1   has_derived   00448773-r  |  eng:  self-evidently    { [3] logic } [+2]   4   related_to   02653385-a    |  eng:  axiomatic, axiomatical, postulational | glg: axiomático   { [2] logic } [+3]   1   has_derived   00121657-r    |  eng:  axiomatically   { [3] logic } [+3]   2   pertains_to   06753550-n    |  eng:  axiom | glg: axioma   { [1] logic } [+1]   11   has_hyponym   80000511-n  |  eng:  if_and_only_if    { [2] statement } [+1]   12   has_mero_part   06751974-n  |  eng:  term  | glg: termo   { [2] grammar } [+2]   1   has_hyponym   06310125-n  |  eng:  subject    { [1] logic } [+2]   2   has_hyponym   06316813-n  |  eng:  predicate    { [1] logic } [+3]   1   related_to   01017222-v  |  eng:  predicate    { [2] logic } [+2]   3   has_hyponym   06603242-n  |  eng:  referent    { [3] grammar } [+2]   4   has_hyponym   06603366-n  |  eng:  relatum    { [3] grammar } [+2]   5   has_hyponym   06752410-n  |  eng:  categorem, categoreme    { [3] grammar } [+3]   1   near_antonym   06752695-n  |  eng:  syncategorem, syncategoreme    { [1] word } [+3]   2   related_to   02592890-a  |  eng:  categorematic  | glg: categoremático   { [1] logic } [+2]   6   has_hyponym   06754658-n  |  eng:  major_term    { [3] grammar } [+2]   7   has_hyponym   06754816-n  |  eng:  minor_term    { [3] grammar } [+2]   8   has_hyponym   06754972-n  |  eng:  middle_term    { [3] grammar } [+1]   13   category   06163751-n  |  eng:  logic  | glg: lóxica   { [1] philosophy }

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Seminario de Lingüística Informática - Grupo TALG, Universidade de Vigo, 2019
Deseño e programación: Xavier Gómez Guinovart & Miguel Solla
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