abstract:In complex analysis, the analytic capacity of a compact subset K of the complex plane is a number that denotes "how big" a bounded analytic function from C\K can become. Roughly speaking, γ(K) measures the size of the unit ball of the space of bounded analytic functions outside K.
"Faced with constraints for energy efficiency and analytic compute capacity to support world-leading geosciences research, we absolutely require technological innovations from leading companies like HP, " said Chris Hill, principal research engineer, Massachusetts Institute of Technology (MIT), and co-chair, Research and Education Subcommittee, Massachusetts Green High Performance Computing.
So from our standpoint, we provide the platform and the tools to increase the analytic capabilities and the capacity for the business users to make use of all this data.