Mosek solver for linear, mixed integer programming and non linear convex optimization |
About MosekThe MOSEK Optimization Software is designed to solve large-scale mathematical optimization problems. MOSEK provides specialized solvers for linear programming, mixed integer programming and many types of nonlinear convex optimization problems. The state-of-art conic quadratic (aka. SOCP) optimizer in MOSEK makes it ideal for financial applications such as portfolio optimization.
MOSEK can solve:
Learn more about Mosek optimization software
About OptimJ solver link for Mosek
OptimJ™ for Mosek lets you develop, debug and tune models in Java™ using state-of-the-art tools and techniques. It provides a clear and concise algebraic notation for optimization modeling, object-oriented programming for data modeling, and powerful bulk data manipulation primitives for pre- and post-processing.
OptimJ™ models are directly compatible with Java™ source code, existing Java libraires such as database access, Excel connection or graphical interfaces, leveraging existing code bases and training, and facilitating communication between optimization experts and IT teams.
OptimJ™ brings modern development tools such as Eclipse, CVS, JUnit or JavaDoc to optimization experts, improving productivity and quality.
You can try OptimJ™ for Mosek with a free 30-days evaluation licence including examples of OptimJ models for the Mosek solver.
Ateji and Mosek offer an attractive bundle price of OptimJ™ and Mosek Optimization Software. Please contact us for the details.
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Customer Quotes
We're going to deploy OptimJ capabilities for our ongoing Java-based projects to close a gap between optimization engines and Java applications.
With OptimJ you get the expressiveness of OPL™ with the integrability and flexibility of Ilog Concert™ -- the best of both worlds.
Integrating optimization projects in a Java environment becomes a breeze using the Eclipse IDE, shortening project development times up to 50%.
OptimJ made it easy to use results from different solvers and combine exact methods with metaheuristics coded in Java, for solving complex industrial problems.
I used OptimJ to implement a model for production planning in a polystyrene factory.
We've succesfully applied OptimJ to improve an existing software application developed in one of our past numerical optimization projects.
Using OptimJ enabled a rapid development and integration of optimization models in Java-based applications.



