Linear-transformation



noun, Mathematics.
1.
a map from one vector space to a vector space having the same field of scalars, with the properties that the map of the sum of two vectors is the sum of the maps of the vectors and the map of a scalar times a vector equals the scalar times the map of the vector.

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  • Lineate

    [lin-ee-it, -eyt] /ˈlɪn i ɪt, -ˌeɪt/ adjective 1. marked with lines, especially parallel lengthwise lines; striped. /ˈlɪnɪɪt; -ˌeɪt/ adjective 1. marked with lines; streaked v. 1550s, from Latin lineatus, past participle of lineare (see lineament). Related: Lineated; lineating. adj. 1640s, from Latin lineatus, past participle of lineare (see lineament).



  • Lineated

    [lin-ee-it, -eyt] /ˈlɪn i ɪt, -ˌeɪt/ adjective 1. marked with lines, especially parallel lengthwise lines; striped. /ˈlɪnɪɪt; -ˌeɪt/ adjective 1. marked with lines; streaked v. 1550s, from Latin lineatus, past participle of lineare (see lineament). Related: Lineated; lineating. adj. 1640s, from Latin lineatus, past participle of lineare (see lineament).

  • Lineation

    [lin-ee-ey-shuh n] /ˌlɪn iˈeɪ ʃən/ noun 1. an act or instance of marking with or tracing by . 2. a division into . 3. an outline or delineation. 4. an arrangement or group of . /ˌlɪnɪˈeɪʃən/ noun 1. the act of marking with lines 2. an arrangement of or division into lines 3. an outline […]



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