Abstract
Translational validity (or trans-disciplinary validity) is defined as one possible approach to achieving incremental validity by combining simultaneous clinical state-dependent measures and functional MRI data acquisition. It is designed under the assumption that the simultaneous administration of the two methods may produce a dataset with enhanced synchronization and concordance. Translational validation aims at “bridging” the explanatory gap by implementing validated psychometric tools clinically in the experimental settings of fMRI and then translating them back to clinical utility. Our studies may have identified common diagnostic task-specific denominators in terms of activations and network modulation. However, those common denominators need further investigation to determine whether they signify disease or syndrome-specific features (signatures), which, at the end of the day, raises one more question about the poverty of current conventional psychiatric classification criteria. We propose herewith a novel algorithm for translational validation based on our explorative findings. The algorithm itself includes pre-selection of a test based on its psychometric characteristics, adaptation to the functional MRI paradigm, exploration of the underpinning whole brain neural correlates in healthy controls as compared to a patient population with certain diagnoses, and finally, investigation of the differences between two or more diagnostic classes.
Subject
Psychiatry and Mental health
Reference47 articles.
1. Is incremental validity too incremental in the long run? A commentary on Stoyanov D, Machamer PK, Schaffner KF;Zachar;J Evaluat Clin Pract,2012
2. Conceptual issues in psychiatric neuroimaging: an update;Stoyanov;Curr Top Med Chem.,2012
3. The translational validation as novel approach to intergration of neuroscience and psychiatry
StoyanovDS
StieglitzRD
LenzC
BorgwardtS
2015
4. In Quest for Scientific Psychiatry: Toward Bridging the Explanatory Gap;Stoyanov;Philoso Psych Psychol,2013
Cited by
8 articles.
订阅此论文施引文献
订阅此论文施引文献,注册后可以免费订阅5篇论文的施引文献,订阅后可以查看论文全部施引文献