Formal methods are a suite of mathematically grounded techniques that underpin the design, specification, and verification of programming languages and software systems. They involve the use of ...

In addition to other methods we’ve discussed, a third type of variable spending model uses dynamic programming methods. These methods rely on complex computing power and mathematical equations to ...

In this paper we consider min-max convex semi-infinite programming. To solve these problems we introduce a unified framework concerning Remez-type algorithms and integral methods coupled with penalty ...

Abstract A new characterization of the exact minimax penalty function method is presented. The exactness of the penalization for the exact minimax penalty function method is analyzed in the context of ...

The Cornell Data Science project team will launch an unofficial student-led training course this semester — taught and developed entirely by Cornell students — to help students gain hands-on ...

Formal methods offer a mathematically rigorous framework for the specification, development and verification of programming languages and software systems. By leveraging techniques such as theorem ...