decompose

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de·com·pose

(dē'kŏm-pōz'),
1. To resolve a compound into its component parts; to disintegrate.
2. To decay; to putrefy.
[L. de, from, down, + com-pono, pp. -positus, to put together]
Farlex Partner Medical Dictionary © Farlex 2012

decompose

(dē′kəm-pōz′)
v. decom·posed, decom·posing, decom·poses
v.tr.
1. To separate into components or basic elements.
2. To cause to rot.
v.intr.
1. To become broken down into components; disintegrate.
2. To decay; rot or putrefy.

de′com·pos′a·bil′i·ty n.
de′com·pos′a·ble adj.
The American Heritage® Medical Dictionary Copyright © 2007, 2004 by Houghton Mifflin Company. Published by Houghton Mifflin Company. All rights reserved.
References in periodicals archive ?
Blinder-Oaxaca decomposition was introduced by Blinder and Oaxaca (23,24) in 1973.
If G [??] F and |E(G)| is divisible by 3 then G admits a [P.sub.4] decomposition.
SVM receives more than adjacent BIMF through BEMD decomposition and constitutes a new multiple-BIMF (m-BIMF) [30] method.
[21], a detailed mathematical model for the bulk polymerization of St in the presence of DEKTP was developed, considering reaction temperatures at which the initiator decomposition is mostly sequential (120-130[degrees]C).
Symmetric Tensor Decomposition. Symmetric high order tensors appear mostly as multivariate functions (more than two variables), and high order tensors decomposition allows deducing the geometric and invariance properties of a tensor.
The two typical three-component model-based decompositions: FMD and AMD were used for testing.
We are interested in the decomposition of f into two components, f = u + v [3-5], or three components, f = u + v + r [6-9], where u represents piecewise-smooth (cartoon or structure) component of f and v represents the oscillatory component of f, that is, texture, and r represents the residual (noise).
With the concentration of detected gas increasing, the gas response amplitude increases apparently, nevertheless the response and recovery property changes slightly which indicates a very good and satisfying reproducibility of prepared sensor against the decompositions. Figure 9 shows the long-term stability and repeatability of the sensor against 50 [micro]L/L of S[O.sub.2], S[O.sub.2][F.sub.2], and SO[F.sub.2].
In the case of least square problem, the most popular techniques are the classical Cholesky decomposition and QR factorization as will be detailed in section 2.
[5] Hung-Chih Lee, Balanced Decompositions of Graphs and Factorizations of Digraphs, Ph.
An application of the iterative modification of tree decompositions is the following: Let G be a graph, [H.sub.[pi]] = [PSI](G) be a triangulation of G and let (T, [tau]) = [PHI] [omicron] [PSI](G) be its tree decomposition as defined in algorithm 2 from [H.sub.[pi]].
Theorem 11 will then imply that [G.sup.*] admits a ([C.sub.2], [C.sub.3])-free Euler tour, and hence a [P.sub.4] decomposition. We will then show how this [P.sub.4] decomposition of [G.sup.*] yields a [P.sub.4] decomposition of G.