linear znamená v Francúzština
| Angličtina | Francúzština |
|---|---|
| linear (having the form of a line) adjective [UK: ˈlɪ.nɪə(r)] [US: ˈlɪ.niər] | linéaire◼◼◼adjectifThis system of linear equations has exactly one solution. = Ce système d'équations linéaires a exactement une seule solution. |
| linear (in mathematics, of first-degree polynomial) adjective [UK: ˈlɪ.nɪə(r)] [US: ˈlɪ.niər] | linéaire◼◼◼adjectifThis system of linear equations has exactly one solution. = Ce système d'équations linéaires a exactement une seule solution. |
| linear adjective [UK: ˈlɪ.nɪə(r)] [US: ˈlɪ.niər] | 2] linéaire◼◼◼adjectifThis system of linear equations has exactly one solution. = Ce système d'équations linéaires a exactement une seule solution. [1adjectif |
| Linear A (syllabary used to write the as-yet-undeciphered Minoan language) proper noun | linéaire A◼◼◼nom propre |
| linear algebra (branch of mathematics) noun [UK: ˈlɪ.nɪə(r) ˈæl.dʒɪ.brə] [US: ˈlɪ.niər ˈæl.dʒə.brə] | algèbre linéaire◼◼◼nom {f} |
| Linear B (syllabary used to write Mycenaean Greek) proper noun | linéaire B◼◼◼nom propre |
| linear logic noun | logique linéaire◼◼◼nom |
| linear regression [linear regressions] noun [UK: ˈlɪ.nɪə(r) rɪ.ˈɡreʃ.n̩] [US: ˈlɪ.niər rə.ˈɡreʃ.n̩] | régression linéaire◼◼◼nom {f} |
| linear transformation (a map between vector spaces which respects addition and multiplication) noun [UK: ˈlɪ.nɪə(r) ˌtræn.sfə.ˈmeɪʃ.n̩] [US: ˈlɪ.niər ˌtræn.sfər.ˈmeɪʃ.n̩] | application linéaire◼◼◼nom {f} |
| linearity [linearities] (proportionality or a mathematical property analogous to it) noun [UK: ˈlɪ.niə(r)] [US: ˈlɪ.niər] | linéarité◼◼◼nom {f} |
| linearity [linearities] (state of being linear) noun [UK: ˈlɪ.niə(r)] [US: ˈlɪ.niər] | linéarité◼◼◼nom {f} |
| linearize [linearized, linearizing, linearizes] (to make linear) verb [UK: lˈɪniərˌaɪz] [US: lˈɪnɪrˌaɪz] | linéariser◼◼◼verbe |
| linearly (in a linear manner) adverb [UK: ˈlɪ.nɪə.li] [US: ˈlɪ.niər.li] | linéairement◼◼◼adverbe |
| linearly independent (linear algebra) adjective | linéairement indépendant◼◼◼adjectif |
| bilinear ((mathematics) linear in each of two variables) adjective [UK: baɪlˈɪniə] [US: baɪlˈɪnɪr] | bilinéaire◼◼◼adjectif |
| collinear (on the same straight line) adjective [UK: kˈɒlɪnˌiə] [US: kˈɑːlɪnˌɪr] | colinéaire◼◼◼adjectif |
| collinearity [collinearities] (the condition of being collinear) noun | colinéarité◼◼◼nom {f} |
| juxtalinear adjective [UK: dʒˈʌkstəlˌɪniə] [US: dʒˈʌkstəlˌɪnɪr] | juxtalinéaireadjectif |
| multilinear form (multiply linear mapping to a field of scalars) noun | forme multilinéairenom {f} |
| nonlinear (of a system: whose output is not directly proportional to its input) adjective [UK: nanˈlɪ.ˌniə(r)] [US: nanˈlɪ.ˌniər] | non-linéaire◼◼◼adjectif |
| nonlinearity (state of being nonlinear) noun | non-linéarité◼◼◼nom {f} |
