MATLAB and Simulink Seminars

MATLAB Beyond the Desktop Series

Overview

The "MATLAB Beyond the Desktop" series empowers users to extend MATLAB capabilities beyond traditional desktops, enabling efficient handling of computationally intensive tasks and seamless deployment across platforms.

October 30: Scalable, High-Performance, and Cloud-Based Environments Explore integrating MATLAB into high-performance cloud environments. Highlights include:

  • Utilizing MATLAB in Cloud Settings
  • Expanding with MATLAB Parallel Server
  • Deploying with MATLAB Production Server
  • Hosting Web Apps on MATLAB Web App Server
  • Automating Workflows with Continuous Integration Servers

November 7: Parallel Computing with MATLAB Discover how to use MATLAB Parallel Computing features to utilize additional hardware resources, reducing workflow cycle times. Key topics include:

  • Scaling up to utilize clusters, grids and clouds
  • Utilizing tall and distributed arrays to work with large data sets
  • Offloading existing applications to clusters and clouds to free-up desktop resources
  • Improving efficiency of parameter sweeps and Monte Carlo runs
  • Using parallel computing with Simulink to speed up simulations

November 14: Deployment Workflows Overview Learn to deploy MATLAB algorithms across various environments. Key deployment options include:

  • Standalone Executables with MATLAB Compiler.
  • Interfaces for Python, .NET, Java, and Excel Using MATLAB Compiler SDK.
  • Cloud-Based APIs via MATLAB Production Server.
  • C/C++ Code Through MATLAB Coder and Embedded Coder.
  • Web Apps on MATLAB Web App Server.

These events provide a concise overview of expanding MATLAB capabilities beyond the desktop, enhancing computational efficiency and integration into enterprise systems.

Date Topic
30 Oct 2024

Scalable, High-Performance, & Cloud-Based Environments

Event has passed
7 Nov 2024

Parallel Computing with MATLAB

Event has passed
14 Nov 2024

Deployment Workflows Overview

Event has passed
MATLAB Beyond the Desktop Series