Exact and Heuristic Methods for Network Completion for Time-Varying Genetic Networks
Robustness in biological networks can be regarded as an important feature of living systems. A system maintains its functions against internal and external perturbations, leading to topological changes in the network with varying delays. To understand the flexibility of biological networks, we prop...
Main Authors: | , |
---|---|
Format: | Article |
Language: | English |
Published: |
Hindawi Limited
2014-01-01
|
Series: | BioMed Research International |
Online Access: | http://dx.doi.org/10.1155/2014/684014 |
Summary: | Robustness in biological networks can be regarded as an important
feature of living systems. A system maintains its functions against
internal and external perturbations, leading to topological changes
in the network with varying delays.
To understand the flexibility of biological networks,
we propose a novel approach to analyze time-dependent networks,
based on the framework of network completion, which aims
to make the minimum amount of modifications to a given network so that the
resulting network is most consistent with the observed data.
We have developed a novel network completion method for time-varying networks
by extending our previous method for the completion of stationary networks.
In particular, we introduce a double dynamic programming technique to identify
change time points and required modifications.
Although this extended method allows us to guarantee the optimality
of the solution, this method has relatively low computational efficiency.
In order to resolve this difficulty, we developed a heuristic method for speeding
up the calculation of minimum least squares errors. We demonstrate the effectiveness
of our proposed methods through computational experiments using synthetic data
and real microarray gene expression data. The results indicate that
our methods exhibit good performance in terms of completing and inferring
gene association networks with time-varying structures. |
---|---|
ISSN: | 2314-6133 2314-6141 |