Patent Assistant
PhD Physical Chemistry, University College London
MSci Chemical Physics, University College London
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Madeleine completed a PhD in Quantum Magnetism at University College London (UCL) in 2023, which makes her one of a select few in the IP profession to have an advanced qualification in a Quantum Technology related field.
Madeleine’s research focused on the materials realisation of novel electronic ground states, particularly the highly entangled quantum spin liquid state. Experimentally, she synthesised and characterized low-dimensional magnets using probes such as neutron and x-ray radiation, expanding the library of known quantum spin liquids. She studied the magnetic excitations and quantum criticality of these materials at the large-scale nuclear reactor facility Institut Laue-Langevin (ILL) in France, where she spent three years, and at the ISIS Neutron and Muon Source in the UK. During this time, she also taught physical chemistry tutorials to undergraduate students.
In 2018, Madeleine graduated from UCL with a first class Master’s degree in Chemical Physics. Whilst at UCL, she was awarded EPSRC funding to complete a summer research project on sodium-ion batteries with the UCL Clean Materials Technology Group.
In 2023, Madeleine joined the software group at Keltie as a Patent Assistant.
10.07.2024
Recap of Emotional Perception AI v. Comptroller-General of Patent, Designs and Trade Marks [2023]The case of Emotional Perception AI v. Comptroller-General of Patent, Designs and Trade Marks concerns a patent application in the field of artificial neural networks (ANNs) that after several rounds of Examination has resulted in two court appeals to date. In the lead-up to the handing down of the judgement from the Court of Appeal (England and Wales), we provide a recap of the case to date.
22.11.2023
What is Quantum Computing? Part IIIn Part I of this series, we looked at some fundamental quantum mechanical principles that underpin emerging quantum technologies. In this article, we look at how those fundamental principles apply to quantum computing and describe some practical aspects of quantum computers.
OtherLess related knowledge
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