Analysis of the impact of different methods for division/square root computation in the performance of a superscalar microprocessor. - Daniel Piso Fernandez; José-Alejandro Piñeiro; Javier D. Bruguera (J. Syst. Archit., 2003)

Forcing one-sided results in Goldschmidt algorithm. - Daniel Piso Fernandez; Javier D. Bruguera (ACSCC, 2008)

A New Rounding Algorithm for Variable Latency Division and Square Root Implementations. - Daniel Piso Fernandez; Javier D. Bruguera (DSD, 2008)

Variable Latency Rounding for Golschmidt Algorithm with Parallel Remainder Estimation. - Daniel Piso Fernandez; Javier D. Bruguera (DSD, 2009)

Variable Latency Goldschmidt Algorithm Based on a New Rounding Method and a Remainder Estimate. - Daniel Piso Fernandez; Javier D. Bruguera (IEEE Trans. Computers, 2011)

A New Rounding Method Based on Parallel Remainder Estimation for Goldschmidt and Newton-Raphson Algorithms. - Daniel Piso Fernandez; Javier Diaz Bruguera (DSD, 2014)

Obtaining Accurate Error Expressions and Bounds for Floating-Point Multiplicative Algorithms. - Daniel Piso Fernandez; Javier D. Bruguera (Comput. J., 2014)

An integration strategy for controls and computing systems at a large particle accelerator based research facility. - Thilo Friedrich; Daniel Piso Fernandez (SoSE, 2016)