| Literature DB >> 27876057 |
Natini Jinawath1,2, Sacarin Bunbanjerdsuk2, Maneerat Chayanupatkul3,4, Nuttapong Ngamphaiboon5, Nithi Asavapanumas6, Jisnuson Svasti1,7,8, Varodom Charoensawan9,10,11.
Abstract
With the wealth of data accumulated from completely sequenced genomes and other high-throughput experiments, global studies of biological systems, by simultaneously investigating multiple biological entities (e.g. genes, transcripts, proteins), has become a routine. Network representation is frequently used to capture the presence of these molecules as well as their relationship. Network biology has been widely used in molecular biology and genetics, where several network properties have been shown to be functionally important. Here, we discuss how such methodology can be useful to translational biomedical research, where scientists traditionally focus on one or a small set of genes, diseases, and drug candidates at any one time. We first give an overview of network representation frequently used in biology: what nodes and edges represent, and review its application in preclinical research to date. Using cancer as an example, we review how network biology can facilitate system-wide approaches to identify targeted small molecule inhibitors. These types of inhibitors have the potential to be more specific, resulting in high efficacy treatments with less side effects, compared to the conventional treatments such as chemotherapy. Global analysis may provide better insight into the overall picture of human diseases, as well as identify previously overlooked problems, leading to rapid advances in medicine. From the clinicians' point of view, it is necessary to bridge the gap between theoretical network biology and practical biomedical research, in order to improve the diagnosis, prevention, and treatment of the world's major diseases.Entities:
Keywords: Biomedical research; Cancers; Network biology; Personalized therapy; Systems biology
Mesh:
Year: 2016 PMID: 27876057 PMCID: PMC5120462 DOI: 10.1186/s12967-016-1078-3
Source DB: PubMed Journal: J Transl Med ISSN: 1479-5876 Impact factor: 5.531
Fig. 1Interaction networks (Left) represent direct interactions between biological molecules (e.g. transcripts, proteins, and ligands). The interactions represented include direct physical interaction (e.g. protein–protein, and gene regulatory networks) or transition (e.g. metabolic network). Association networks (Right) represent biological molecules that are linked based on their shared and/or common properties (e.g. co-expression)
Fig. 2Biological networks of healthy (left panel) and diseased (right panel) individuals. Biological components in healthy individuals are represented as green nodes in a network. Pathological perturbation, represented by red nodes that lead to morbidity, can occur at different stages of the regulation of key components: a presence and absence of key component (green for presence and red for absence), b mis-regulated gene expression, leading to over- or under-expression (node sizes represent expression levels), c absence or erroneous interactions with interacting partners (dotted lines represent erroneous interactions), d mis-regulated directions (mis-directed arrows), or e strengths of interactions (thicknesses of arrows and accompanying numbers denote interaction strengths)
Fig. 3A simplified diagram of the therapeutic breast cancer network. The main targetable hubs are ER and HER2 receptor. The PI3K/Akt/mTOR hub was relatively recently identified to be the common mechanism of targeted therapy resistance. Circles and rectangles represent cellular receptors and signaling pathways, respectively. The pentagons represent other unspecified molecules interacted with the hubs. Arrows represent the directions of signals. (E estrogen, ER estrogen receptor, PR progesterone receptor, HER2 HER2 receptor, RTKs receptor tyrosine kinases)
Fig. 4Healthy (top panel) and diseased (bottom panel) individual networks. Healthy individuals might show slight variations in their individual networks, which also differ over time. However, diseased networks are expected to show greater disparity than that between healthy individuals. In the example shown, the network component Z is controlled by its upstream components through the interactions of b and d (the molecule Z is a function of b and d). If the expression of Z is greater than a defined limit (e.g. 1 in this case), morbidity can be predicted (d(Z)/dt: change of expression level of molecule Z over time)