APPLICATIONS
Visual Numerics to Demo Windows Compute Cluster Server Results
At Microsoft TechEd 2007, Visual Numerics, the leading provider of advanced numerical analysis software and visualization solutions, will demonstrate a Windows Cluster Compute Server (CCS) runtime example which will show attendees the results from a Monte Carlo risk evaluation model written in C# adapted to a task-parallel distributed application. The IMSL C# Library provides core computational pieces while CCS provides the framework to allow users to easily parallelize and scale "delightfully parallel" batch applications. The company will also demonstrate a Singular Value Decomposition Image visualization adapted from Visual Numerics' PV-Wave data visualization gallery, as well as a solution for scrolling data through a chart.
For companies using Windows CCS for high performance computing, Visual Numerics' IMSL C# Numerical Library helps developers leverage the .NET Framework in building mathematical and statistical applications. As a managed assembly, the IMSL C# Library integrates easily with Visual Studio 2005 and CCS increasing programmer productivity in familiar Microsoft environments. Visual Numerics has been a Microsoft partner since 1986, and works closely with Microsoft's Visual Studio group to provide computational ability to its customers. Visual Numerics' IMSL C# Numerical Library is the only mathematical and statistical library written in 100% Microsoft Visual C# .NET for complete compatibility and scalability with the Microsoft .NET Framework. WHERE: Microsoft TechEd 2007 Conference
Visual Numerics' booth #652
Orange County Convention Center, North/South Building
Orlando, FL WHEN: Monday, June 4 - Friday, June 8, 2007
TRENDING
- A new method for modeling complex biological systems: Is it a real breakthrough or hype?
- A new medical AI tool has revealed previously unrecognized cases of long COVID by analyzing patient health records
- Incredible findings from the James Webb Space Telescope reshape our understanding of how galaxies form