A Universal Exchange Language Solution Driving Semantic Interoperability and a BlockChain Approach to Healthcare and Biomedicine. Barry Robson and Srinidhi Boray; Ingine Inc. (www.ingine.com) Delaware BioIngine.com’s Revolutionary Technology based on Q-UEL (Quantum Universal Exchange Language) and its derivative Hyperbolic Dirac Net (an advancement to Bayesian learning); designed in heaven for achieving Blockchain in Healthcare Interoperability. Particularly Following Features Designed to drive national and global standards for interoperability Designed to support digital certificates Patient data encryption (de-identification and identification) Patient records disaggregation (transaction chunks) and aggregation Patient data existing as meta-statements (smaller chunks of blockchain Multi-level encryption to support multi-tier consent management Workflow integration across interoperability Secured backtrack Synopsis. The essential features of the blockchain approach to healthcare and biomedical (including pharmaceutical) research has been researched by the authors and collaborators for many years, using a novel Universal Exchange Language, a protocol for managing data, information, and knowledge that maps to blockchain. Several preferable modes of use have emerged. It is a modular toolkit designed…
[pdf-embedder url=”http://www.bioingine.com/wp-content/uploads/2015/06/QM_A._I._HDN_V8.pdf”]
“I don’t know what the fuss is all about—Dirac did it all before me.” — Richard Feynman (c.1970), recollected by Freeman Dyson (2005) “In mathematical theories the question of notation, while not of primary importance, is yet worthy of careful consideration, since a good notation can be of great value in helping the development of a theory, by making it easy to write down those quantities or combinations of quantities that are important, and difficult or impossible to write down those that are unimportant….”. P. A. M. Dirac (1939) [1] “ Mathematics is the tool specially suited for dealing with abstract concepts of any kind…”. P. A. M. Dirac, “ The principles of Quantum Mechanics” (Oxford, 1930) [2].