Pldi24 Numerical Fuzz A Type System For Rounding Error Analysis

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[PLDI24] Numerical Fuzz: A Type System for Rounding Error Analysis

[PLDI24] Numerical Fuzz: A Type System for Rounding Error Analysis

[PLDI24] Numerical Fuzz: A Type System for Rounding Error Analysis [PLDI'25] Bean: A Language for Backward Error Analysis [PLDI'25] Correctly Rounded Math Libraries without Worrying about the Application’s Rounding Mode Floating Point Representation and Rounding Error [OOPSLA24] A Dependent Nominal Physical Type System for Static Analysis of Memory in Low Level Code [NSAD24] A Step-Function Abstract Domain for Granular Floating-Point Error Analysis Estimating the reliability of DNNs in the face of permanent GPU hardware failures | PitchD [PLDI24] The T-Complexity Costs of Error Correction for Control Flow in Quantum Computation [PLDI24] Reducing Static Analysis Unsoundness with Approximate Interpretation Why Is This Happening?! Floating Point Approximation MIT Numerical Methods for PDEs Lecture 17: FEM Error Analysis in Sobolev and L2 norms 8 - 4.11 Small Error Analysis Double precision and error Debugging and Detecting Numerical Errors in Computation with Posits Estimating Expected Calibration Errors Estimating Floating-Point Errors Using Automatic Differentiation P99 CONF 2024 | Using Change Point Detection to Fight Noisy Benchmark Results by Matt Fleming A Survey of Dependent Rounding Numerical programs: from roundoff-error detection to accurate formula synthesis

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