#QUICHE is one of the particularly innovative passion projects we are proud to be involved in. It was therefore a great pleasure to visit our collaboration partners at Quantum Motion and Riverlane in the UK and gain first-hand insights into their fascinating cutting-edge #QuantumComputing technology.

A big thank you for the warm hospitality and the inspiring exchange - let’s continue shaping the future together!

#QUICHE #QuantumComputing #QuantumChemistry #ORCA #DeepTech #QuantumTechnology

Technical Infrastructure: NVIDIA cuEST Integration

NVIDIA cuEST is a new GPU library for quantum chemistry. It helps speed up complex calculations for scientists. Learn how it works and who it helps.

#NVIDIA #cuEST #QuantumChemistry #GPU #HighPerformanceComputing

https://newsletter.tf/nvidia-cu-est-gpu-library-quantum-chemistry/

NVIDIA's new cuEST library uses GPU power to make quantum chemistry calculations much faster. This is a big step for scientific research.

#NVIDIA #cuEST #QuantumChemistry #GPU #HighPerformanceComputing
https://newsletter.tf/nvidia-cu-est-gpu-library-quantum-chemistry/

NVIDIA cuEST: New GPU Library for Quantum Chemistry Calculations

NVIDIA cuEST is a new GPU library for quantum chemistry. It helps speed up complex calculations for scientists. Learn how it works and who it helps.

NewsletterTF

`In this paper, we show a quantum simulator system that consists of a continuously driven Kerr parametric oscillator with a third-order nonlinearity that can be operated in the quantum regime to create a fully tunable asymmetric double-well. Our experiment leverages a low-noise, all-microwave control system with a high-efficiency readout, based on a tunnel Josephson junction circuit, of the which-well information.`

https://doi.org/10.1103/71yp-fqns

#quantum #physics #chemistry #quantumChemistry #QM

Circuit spotlight: VQE — H₂ Ground State

Parameterized quantum circuit + classical optimizer → molecular ground-state energy.

For H₂: 2 qubits, 4 parameters, converges to -1.137 Hartree — near the exact FCI/STO-3G result. Only 2 measurement bases needed (ZZ and XX).

Explore it → https://qubithub.co/circuits/2e744d85-c706-4926-98a5-05877f318eb4

#QuantumComputing #QuantumChemistry #Qiskit

Decode Quantum with Sabrina Maniscalco from Algorithmiq Welcome to the 84th episode of the Decode Quantum podcast series, which has now more than five years... https://www.oezratty.net/wordpress/2025/decode-quantum-with-sabrina-maniscalco-from-algorithmiq/ #PostSapiens #quantumenergyinitiative #quantumchemistry #clevelandclinic #algorithmiq #jaygambetta #actualités #quantique #nisq #ibm
Funded PhD - multiscale electrochemical modeling

Post a job in 3min, or find thousands of job offers like this one at jobRxiv!

jobRxiv

Molecular Physics Early Career Researcher Prize 2024 — the official profile article is now out! 🎉

The awarded paper focused on advanced quantum-chemical calculations for predicting bond lengths and vibrational frequencies — well outside my primary field of medicinal chemistry. I’m grateful this work has been recognised internationally. 💪

🔗 Profile: lnkd.in/dMWYe3qD
🔗 Paper: lnkd.in/eqPFKjQr
#MolecularPhysics #QuantumChemistry #EarlyCareerResearcher

New paper in Physical Chemistry Chemical Physics (RSC). The quantum-chemical analysis shows encouraging photodynamic behaviour and ROS-forming potential in metal–hemin systems.

https://doi.org/10.1039/D5CP03186A

#QuantumChemistry #Photochemistry #PDT #ComputationalChemistry #RSC

New preprint https://arxiv.org/abs/2511.06957

A #perspective discussing Moreau-Yosida (MY) techniques in #densityfunctionaltheory.
MY regularisation has enabled to import tools from #convexanalysis into #dft
providing a new mathematical understanding of the most important atomistic simulation approach
and new robust algorithms for Kohn-Sham #dft.

Thanks to my co-authors from the #hylleraas centre and #oslomet for insightful discussions.

#condensedmatter #quantumchemistry #numericalanalysis #dftk

Perspective on Moreau-Yosida Regularization in Density-Functional Theory

Within density-functional theory, Moreau-Yosida regularization enables both a reformulation of the theory and a mathematically well-defined definition of the Kohn-Sham approach. It is further employed in density-potential inversion schemes and, through the choice of topology for the density and potential space, can be directly linked to classical field theories. This perspective collects various appearances of the regularization technique within density-functional theory alongside possibilities for their future development.

arXiv.org