Publications related to Laboratory of Photonics and Quantum Measurements (STI/SB)

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A combinatorial proof of a sumset conjecture of Furstenberg

Florian Karl Richter

We give a new proof of a sumset conjecture of Furstenberg that was first proved by Hochman and Shmerkin in 2012: if

\log r / \log s

is irrational and

X

and

Y

are

\times r

- and

\times s

-invariant subsets of

[0,1]

, respectively, then $\dim_\text{ ...

2021

Laboratory of Photonics and Quantum Measurements (STI/SB)

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Megapixel per second hardware efficient LiDAR based on microcombs

Magnetic-free Nitride Optical Isolator on Chip

Fully self-contained turn-key soliton microcomb source

Realization of a $CQ_3$ Qubit: energy spectroscopy and coherence

16-Core Recirculating Programmable Si Photonic MEMS

Fully Reconfigurable Coupled-Resonator Optical Waveguides (CROWs) with 10 nW Static Power MEMS

Optical arrangement

Actuation bandwidth extension of an integrated piezo-optomechanical nanophotonic device

A combinatorial proof of a sumset conjecture of Furstenberg

Estimate on the Dimension of the Singular Set of the Supercritical Surface Quasigeostrophic Equation

Megapixel per second hardware efficient LiDAR based on microcombs

A combinatorial proof of a sumset conjecture of Furstenberg

16-Core Recirculating Programmable Si Photonic MEMS

Optical arrangement

Magnetic-free Nitride Optical Isolator on Chip

Actuation bandwidth extension of an integrated piezo-optomechanical nanophotonic device

Fully Reconfigurable Coupled-Resonator Optical Waveguides (CROWs) with 10 nW Static Power MEMS

Estimate on the Dimension of the Singular Set of the Supercritical Surface Quasigeostrophic Equation

Fully self-contained turn-key soliton microcomb source

Realization of a $CQ_3$ Qubit: energy spectroscopy and coherence