Advances in processing technology, such as quantum-well structures and dry-etching techniques, have made it possible to create new types of two-dimensional (2D) microcavity lasers which have 2D emission patterns of output laser light although conventional one-dimensional (1D) edge-emitting-type lasers have 1D emission. Two-dimensional microcavity lasers have given nice experimental stages for fundamental researches on wave chaos closely related to quantum chaos. New types of 2D microcavity lasers also can offer the important lasing characteristics of directionality and high-power output light, and they may well find applications in optical communications, integrated optical circuits, and optical sensors. Fundamental physics of 2D microcavit...
Optical microcavities confine light to small volumes by resonant recirculation. Devices based on opt...
Utilizing quantum chaos, a broadband and efficient coupling scheme has been demonstrated between a f...
The generic “billiard problem ” is a paradigm of nonlinear mathematical physics, which connects to d...
Advances in processing technology, such as quantum-well structures and dry-etching techniques, have ...
We investigate experimentally and theoretically the lasing behavior of dielectric microcavity lasers...
Since the mid 1990s, Chaotic microlasers have been established as an alternative to the conventional...
金沢大学理工研究域機械工学系We report an experimental investigation on the spectra of fully chaotic and nonchaotic...
We study emission from quasi-one-dimensional modes of an asymmetric resonant cavity that are associa...
The far-field emission of two dimensional (2D) stadium-shaped dielectric cavities is investigated. M...
High-power and highly directional semiconductor cylinder-lasers based on an optical resonator with d...
Quantum chaos research deals with connections between a wave system and its classical counterpart wi...
Breaking the spatial symmetry in optical systems has become a key approach to the study of nonlinear...
[[abstract]]We demonstrate the idea of surface-assisted microstructures to tailor the modes and resu...
This third edition of “Semiconductor Lasers, Stability, Instability and Chaos” was significantly ext...
We reported experimentally a new type of on-chip whispering gallery microcavity which supported both...
Optical microcavities confine light to small volumes by resonant recirculation. Devices based on opt...
Utilizing quantum chaos, a broadband and efficient coupling scheme has been demonstrated between a f...
The generic “billiard problem ” is a paradigm of nonlinear mathematical physics, which connects to d...
Advances in processing technology, such as quantum-well structures and dry-etching techniques, have ...
We investigate experimentally and theoretically the lasing behavior of dielectric microcavity lasers...
Since the mid 1990s, Chaotic microlasers have been established as an alternative to the conventional...
金沢大学理工研究域機械工学系We report an experimental investigation on the spectra of fully chaotic and nonchaotic...
We study emission from quasi-one-dimensional modes of an asymmetric resonant cavity that are associa...
The far-field emission of two dimensional (2D) stadium-shaped dielectric cavities is investigated. M...
High-power and highly directional semiconductor cylinder-lasers based on an optical resonator with d...
Quantum chaos research deals with connections between a wave system and its classical counterpart wi...
Breaking the spatial symmetry in optical systems has become a key approach to the study of nonlinear...
[[abstract]]We demonstrate the idea of surface-assisted microstructures to tailor the modes and resu...
This third edition of “Semiconductor Lasers, Stability, Instability and Chaos” was significantly ext...
We reported experimentally a new type of on-chip whispering gallery microcavity which supported both...
Optical microcavities confine light to small volumes by resonant recirculation. Devices based on opt...
Utilizing quantum chaos, a broadband and efficient coupling scheme has been demonstrated between a f...
The generic “billiard problem ” is a paradigm of nonlinear mathematical physics, which connects to d...