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 linear differential equation 添加此单词到默认生词本
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    Linear \Lin"e*ar\ (l[i^]n"[-e]*[~e]r), a. [L. linearis,
    linearius, fr. linea line: cf. F. lin['e]aire. See 3d
    {Line}.]
    1. Of or pertaining to a line; consisting of lines; in a
    straight direction; lineal.

    2. (Bot.) Like a line; narrow; of the same breadth
    throughout, except at the extremities; as, a linear leaf.

    3. Thinking in a step-by-step analytical and logical fashion;
    contrasted with {holistic}, i.e. thinking in terms of
    complex interrelated patterns; as, linear thinkers.
    [PJC]

    Linear thinkers concluded that by taking the world
    apart, the actions of people were more predictable
    and controllable. --David Morris
    (Conference
    presentation,
    Fairfield
    University,
    October 31,
    1997)

    {Linear differential equation} (Math.), an equation which is
    of the first degree, when the expression which is equated
    to zero is regarded as a function of the dependent
    variable and its differential coefficients.

    {Linear equation} (Math.), an equation of the first degree
    between two variables; -- so called because every such
    equation may be considered as representing a right line.


    {Linear measure}, the measurement of length.

    {Linear numbers} (Math.), such numbers as have relation to
    length only: such is a number which represents one side of
    a plane figure. If the plane figure is square, the linear
    figure is called a root.

    {Linear problem} (Geom.), a problem which may be solved
    geometrically by the use of right lines alone.

    {Linear transformation} (Alg.), a change of variables where
    each variable is replaced by a function of the first
    degree in the new variable.

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