In Duke-NUS medical school we have budget for 1 or 2 positions for researchers in (geometrical) deep learning. We are flexible on the length (6months/1 year) and the contract (research assistants, phd internship, postdocs). However, we are looking for candidates that know how to train NN.

How to delete Facebook, Instagram, and Threads

Do you want to optimize by 10 to 25% the #depth and the Toffoli #size of a #quantum modular adder? You can use MBU (Measurement Based Uncomputation). A short and easy thread. arxiv.org/abs/2407.20167

Came here looking for the quantum crowd. Super excited to see the lively discussions on not only #quantumphysics but also #scicomm, #womeninSTEM, and many more. Here is my team @qcrew-sg.bsky.social and I, pleased to be here! 😇

Is anyone around #Melbourne today for #QTML? I am happy to have a coffee (and do some slides?) together! #quantum people hit me up!

Weekly reminder that CQT is looking for postdocs in the CS department, working on quantum algorithms. :)

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I am hiring one postdoc for 1 year, starting March 2024, to work on quantum algorithms on graph problems, with applications to chemistry.

Who is at QTML tomorrow? Looking forward to meet friends and colleagues at CERN this week!

Hello quantum software developers! The Unitary Fund is running their yearly survey on quantum software. www.surveymonkey.com/r/QuantumSur... Take a look!

Heyyy! We have a new quantum friend on Bluesky! :)

“Once you pick a side, if you're not loyal to that side, then who the hell are you?” - Harvey Specter.

Today I’ll learn what is a post-variational QNN!

For those into quantum computing ⬇️

Anurag Anshu on NLTS Hamiltonians

Random quantum post: you surely know that it’s impossible to have quantum algorithms for Hamiltonian simulation that are sublinear in time t. Now we know that this lower bound holds also for parallel algos for Hamiltonian simulation.

Today is the national day of Singapore lah!

where my #quantumbluesky people at / @scinawa.bsky.social

Simple question: if you can do a quantum Fourier transform in constant depth (using Fan-Out gates), than it’s simple to see that you can do phase estimation in constant depth. True or false? If true, how? #quantum

Here I am. Just another quantum computing scientist doing algorithms..

@maker.bsky.social yo.