The Talbot effect, also referred to as self-imaging or lensless imaging, is of the phenomena
manifested by a periodic repetition of planar field distributions in certain types of wave fields …

Trains of optical pulses and optical‐frequency combs are periodic waveforms with deep
implications for a wide range of scientific disciplines and technological applications …

The development of multinode quantum optical circuits has attracted great attention in recent
years. In particular, interfacing quantum-light sources, gates, and detectors on a single chip …

Talbot effect, characterized by the replication of a periodic optical field in a specific plane, is
governed by diffraction and dispersion in the spatial and temporal domains, respectively. In …

We study theoretically and observe experimentally the evolution of periodic wave trains by
utilizing surface gravity water wave packets. Our experimental system enables us to observe …

Integer and fractional self-imaging effects can be induced on periodic waveforms across the
time, frequency, space, or angular frequency domains by imposing a quadratic phase profile …

The phenomenon of quantum revivals resulting from the self-interference of wave packets
has been observed in several quantum systems and utilized widely in spectroscopic …

We predict the possibility of observing integer and fractional self-imaging (Talbot)
phenomena on the discrete angular spectrum of periodic diffraction gratings illuminated by a …

The self-imaging, or Talbot effect, that occurs with the propagation of periodically structured
waves has enabled several unique applications in optical metrology, image processing …

We experimentally demonstrate and theoretically predict a new and unprecedented optical
carpet that includes all the geometric shadow and far-field and near-field diffraction patterns …