| slovo | definícia |
homogenous
(encz) | homogenous,homogenní Zdeněk Brož |
homogenous
(encz) | homogenous,stejnorodost n: Zdeněk Brož |
homogenous
(encz) | homogenous,stejnorodý adj: Zdeněk Brož |
Homogenous
(gcide) | Homogenous \Ho*mog"e*nous\, a. (Biol.)
Having a resemblance in structure, due to descent from a
common progenitor with subsequent modification; homogenetic;
-- applied both to animals and plants. See Homoplastic.
[1913 Webster] |
homogenous
(wn) | homogenous
adj 1: all of the same or similar kind or nature; "a close-knit
homogeneous group" [syn: homogeneous, homogenous]
[ant: heterogeneous, heterogenous] |
homogenous
(foldoc) | homogeneous
homogenous
(Or "homogenous") Of uniform nature, similar in kind.
1. In the context of distributed systems, middleware makes
heterogeneous systems appear as a homogeneous entity. For
example see: interoperable network.
Constrast heterogeneous.
2. (Of a polynomial) containing terms of the
same degree with respect to all the variables, as in x^2 + 2xy
+ y^2.
3. (Of a function) containing a set of
variables such that when each is multiplied by a constant,
this constant can be eliminated without altering the value of
the function, as in cos x/y + x/y.
4. (of an equation) containing a homogeneous
function made equal to 0.
(1999-05-06)
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| | podobné slovo | definícia |
homogenous
(encz) | homogenous,homogenní Zdeněk Brožhomogenous,stejnorodost n: Zdeněk Brožhomogenous,stejnorodý adj: Zdeněk Brož |
homogenous
(wn) | homogenous
adj 1: all of the same or similar kind or nature; "a close-knit
homogeneous group" [syn: homogeneous, homogenous]
[ant: heterogeneous, heterogenous] |
homogenous
(foldoc) | homogeneous
homogenous
(Or "homogenous") Of uniform nature, similar in kind.
1. In the context of distributed systems, middleware makes
heterogeneous systems appear as a homogeneous entity. For
example see: interoperable network.
Constrast heterogeneous.
2. (Of a polynomial) containing terms of the
same degree with respect to all the variables, as in x^2 + 2xy
+ y^2.
3. (Of a function) containing a set of
variables such that when each is multiplied by a constant,
this constant can be eliminated without altering the value of
the function, as in cos x/y + x/y.
4. (of an equation) containing a homogeneous
function made equal to 0.
(1999-05-06)
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