Formal that "Floats" High: Formal Verification of Floating Point Arithmetic

This article likely discusses the application of formal verification techniques to the domain of floating-point arithmetic. This is a crucial area for ensuring the correctness and reliability of numerical computations, especially in safety-critical systems. The use of formal methods allows for rigorous proof of the absence of errors, which is a significant improvement over traditional testing methods. The title suggests a focus on the high-level aspects and the formalization process itself.