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A State-of-the-Art Karp-Miller Algorithm Certified in Coq.

, , and . TACAS (1), volume 14570 of Lecture Notes in Computer Science, page 370-389. Springer, (2024)

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Towards Hardware IIR Filters Computing Just Right: Direct Form I Case Study., , , and . IEEE Trans. Computers, 68 (4): 597-608 (2019)A State-of-the-Art Karp-Miller Algorithm Certified in Coq., , and . TACAS (1), volume 14570 of Lecture Notes in Computer Science, page 370-389. Springer, (2024)A practical strategy of an efficient and sparse FWL implementation of LTI filters., , and . ECC, page 1383-1388. IEEE, (2009)Optimal Word-Length Allocation for the Fixed-Point Implementation of Linear Filters and Controllers., , and . ARITH, page 175-182. IEEE, (2019)Numerical Validation of Half Precision Simulations., , and . WorldCIST (4), volume 1368 of Advances in Intelligent Systems and Computing, page 298-307. Springer, (2021)Neural Network Precision Tuning Using Stochastic Arithmetic., , , , and . NSV/FoMLAS@CAV, volume 13466 of Lecture Notes in Computer Science, page 164-186. Springer, (2022)Bit accurate roundoff noise analysis of fixed-point linear controllers., , and . CACSD, page 607-612. IEEE, (2008)A Correctly-Rounded Fixed-Point-Arithmetic Dot-Product Algorithm., , and . ARITH, page 9-16. IEEE, (2020)Designing Low Parametric Sensitivity FWL Realizations of LTI Controllers/Filters within the Implicit State-Space Framework., , and . CDC/ECC, page 5192-5197. IEEE, (2005)Arithmetic Approaches for Rigorous Design of Reliable Fixed-Point LTI Filters., , and . IEEE Trans. Computers, 69 (4): 489-504 (2020)