@bloomberg "we provide the most accurate and relevant, up to date news and information to capital markets across the globe..."
Also Bloomberg: ๐๐
@bloomberg "we provide the most accurate and relevant, up to date news and information to capital markets across the globe..."
Also Bloomberg: ๐๐
Gazing into a crystal ball, this maths could be very useful. A quaternionic take on the qubit, the symplectic bit or 'symbit' has some very nifty properties, mostly arising from the fact that U(N) is a subgroup of the symplectic group Sp(2N, R). There's even a nifty mapping from qubits to symbits ๐
In this paper, we propose the concept of symplectic computers, which have the potential to be more powerful than quantum computers. Unlike quantum computing, which consists of a sequence of unitary transformations (gates) and projectors (measurements), symplectic computation involves a sequence of symplectic transformations and measurements. The proposal to explore symplectic computers is based on the following quantum-symplectic duality. The Schrรถdinger equation in its standard complex form describes the unitary evolution of a quantum system, while its real form describes the symplectic evolution of a classical mechanical system. This quantum-symplectic duality can be leveraged to enhance the capabilities of quantum and symplectic computers. In this symplectic approach, the role of a quantum bit (qubit) is taken by a symplectic bit (symbit).
Something I wrote for Quantum Village: A first glance at Quantum Crime!
The main technical point is that; If quantum is coming for your stored data, it's coming for your identity, too! It's fun to explore how crime will adopt #quantum technologies - especially from a tjreet modelling perspective! ;)
https://quantumvillage.substack.com/p/quantum-crime-a-first-glance
The answer is correct, but the reasoning is totally wrong ๐ Quite a few people would say "C: not enough info" when asked. Anyone who's done a load of logic gets the answer "A: yes" pretty quickly, but for the right reasons. ๐
It's interesting as there's some claim that ChatGPT 'understands' fragments of logic - yet here it is, making erroneous assumptions about transitivity that most people wouldn't make the mistake of.