Another cool #QiskitMetal research paper

Really excited to see the work of the team and the growth of the community for #quanutm hardware desing and analysis and @qiskit Metal.

https://t.co/8CcezbXpc6

#circuitQED #qubit #QuantumComputing #QuantumIndustry #QuantumTech https://t.co/3ct37hBvIs

For a quantum algorithm, we often need to prove limits on
i) how accurate it will be,
ii) it's maximum runtime,
iii) limit of possible outcomes

#qubit #quantum #QuantumComputing #QuantumIndustry #QuantumTech #QuantumJobs #Physics #circuitQED

https://t.co/jwspIhM9lm

Tech Note T22: Bounding sum of operators — Zlatko Minev, Ph.D.

Here, I prove Lemma 3.3 of Watrous (2018) in some detail and point out the neat technique used to cast a sum of operators as a product of operators in a larger, augmenting space, which mixes quantum states and amplitudes. All references in this section refer to Watrous (2018).

Zlatko Minev, Ph.D.