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An experimental optical physicist whose precision laser spectroscopy connects stable optical oscillators with frequency standards. His lecture explains how optical frequency combs joined ultrashort-pulse technology to highly stable laser frequencies, making direct comparisons of optical and microwave clocks practical. Measuring an optical frequency becomes a controlled counting problem rather than an isolated wavelength calibration.^[ref]

An optical frequency comb has evenly spaced optical spectral lines, or teeth. A mode-locked laser supplies short optical pulses at repetition frequency $f_r$, the tooth spacing. The carrier-envelope offset frequency $f_0$ positions the whole ruler:Only teeth within the emitted optical spectrum are present; the extrapolated intercept need not be an emitted tooth.^[ref]

The achievement associated with John L. Hall and Theodor W. Hänsch is a practical bridge between optical frequencies and countable electronic frequencies. Instead of constructing a separate chain of lasers for each optical measurement, a broad comb supplies many linked reference teeth. Stable lasers, short optical pulses and strong nonlinear optics in optical fibers came together around 1999–2000.^[ref]