An efficient methodology for extraction and simulation of transmission lines for application specific electronic modules. - S. Y. Kim; Emre Tuncer; Rohini Gupta; Byron Krauter; Thomas L. Savarino; Dean P. Neikirk; Lawrence T. Pillage (ICCAD, 1993)

OTTER: Optimal Termination of Transmission Lines Excluding Radiation. - Rohini Gupta; Lawrence T. Pillage (DAC, 1994)

Domain Characterization of Transmission Line Models for Efficient Simulation. - Rohini Gupta; Seok-Yoon Kim; Lawrence T. Pillage (ICCD, 1994)

The Elmore Delay as a Bound for RC Trees with Generalized Input Signals. - Rohini Gupta; Byron Krauter; Bogdan Tutuianu; John Willis; Lawrence T. Pileggi (DAC, 1995)

Transmission Line Synthesis. - Byron Krauter; Rohini Gupta; John Willis; Lawrence T. Pileggi (DAC, 1995)

Constrained multivariable optimization of transmission lines with general topologies. - Rohini Gupta; Lawrence T. Pileggi (ICCAD, 1995)

On Moment-Based Metric for Optimal Termination of Transmission Line Interconnects. - Rohini Gupta; Byron Krauter; Lawrence T. Pileggi (VLSI Design, 1996)

Domain characterization of transmission line models and analyses. - Rohini Gupta; Seok-Yoon Kim; Lawrence T. Pileggi (IEEE Trans. Comput. Aided Des. Integr. Circuits Syst., 1996)

Transmission line synthesis via constrained multivariable optimization. - Rohini Gupta; Byron Krauter; Lawrence T. Pileggi (IEEE Trans. Comput. Aided Des. Integr. Circuits Syst., 1997)

The Elmore delay as a bound for RC trees with generalized input signals. - Rohini Gupta; Bogdan Tutuianu; Lawrence T. Pileggi (IEEE Trans. Comput. Aided Des. Integr. Circuits Syst., 1997)

Analytic termination metrics for pin-to-pin lossy transmission lines with nonlinear drivers. - Rohini Gupta; John Willis; Lawrence T. Pileggi (IEEE Trans. Very Large Scale Integr. Syst., 1998)

Desktop fabrication of monolithic soft robotic devices with embedded fluidic control circuits. - Yichen Zhai; Albert De Boer; Jiayao Yan; Benjamin Shih; Martin Faber; Joshua Speros; Rohini Gupta; Michael Thomas Tolley (Sci. Robotics, 2023)