This paper describes a 1.25-Gb/s simplified CMOS optical receiver chipset for Gigabit Ethernet applications, consisting of a transimpedance amplifier (TIA) and a clock and data recovery (CDR) circuit. The TIA takes a fully differential regulated cascode configuration, demonstrating 700MHz bandwidth for 1pF photodiode capacitance, 80dBΩ transimpedance gain, -17dBm sensitivity for BER of 10-12, a...

In this paper, a clock and data recovery (CDR) circuit that supports triple data rates of 1.62, 2.7, and 5.4 Gbps for DisplayPort 1.2 standard is described. The proposed CDR circuit covers three different operating frequencies with a single VCO switching the operating frequency by the 3-bit digital code. The prototype chip has been designed and verified using a 65 nm CMOS technology. The recove...

A central question in quantum information theory is to determine how well lost information can be reconstructed. Crucially, the corresponding recovery operation should perform well without knowing the information to be reconstructed. In this work, we show that the quantum conditional mutual information measures the performance of such recovery operations. More precisely, we prove that the condi...

We examined the mechanisms of cellular Na+ transport, both Cl- dependent and Cl- independent, in the mammalian esophageal epithelium. Rabbit esophageal epithelium was dissected from its muscular layers and mounted in a modified Ussing chamber for impalement with ion-selective microelectrodes. In bicarbonate Ringer, transepithelial potential difference was -14.9 ± 0.9 mV, the transepithelial res...

—A burst-mode clock recovery circuit with a novel dual bit-rate structure is presented. It utilizes two gated-oscillators to align clock with data edges and can operate in half-rate clocking mode, doubling data throughput, as well as in full-rate clocking mode. The gated-oscillator reset-phase control scheme causes the starting phase of gated-oscillators to alternate repeatedly between 0° and 1...

We formulate sparse support recovery as a salient set identification problem and use informationtheoretic analyses to characterize the recovery performance and sample complexity. We consider a very general model where we are not restricted to linear models or specific distributions. We state nonasymptotic bounds on recovery probability and a tight mutual information formula for sample complexit...