Ilyas Khan

1 week ago | cityam.com | Ilyas Khan |Anna Moloney

Tuesday 06 May 2025 6:00 am | Updated: Friday 02 May 2025 5:27 pm How quantum computing could save the NHS (Photo by Christopher Furlong/Getty Images) Quantum computing shoul be embedded into the daily lives of doctors on the NHS frontline, writes Ilyas Khan, founder of Quantinuum, in today’s Notebook The scale of the NHS’ healthcare challenge is undeniable. The UK is getting older, healthcare needs are becoming more complex and there is an increasing emphasis on supporting longer, but also...

Nov 27, 2024 | nature.com | Ilyas Khan

Correction to: Scientific Report https://doi.org/10.1038/s41598-024-75546-3, published online 17 October 2024In the original version of this Article, Affiliations 2 and 6 were not listed in the correct order. Additionally, Affiliation 6 contained an error where the country name ‘Sudan’ was incorrectly given as ‘South Sudan’.

Oct 12, 2024 | nature.com | Ilyas Khan

AbstractThe diabetes mellitus model (DMM) is explored in this study. Many health issues are caused by this disease. For this reason, the integer order DMM is converted into the time delayed fractional order model by fitting the fractional order Caputo differential operator and delay factor in the model. It is proved that the generalized model has the advantage of a unique solution for every time t. Moreover, every solution of the system is positive and bounded.

Sep 5, 2024 | voanews.com | Iftikhar Hussain |Ilyas Khan

Pakistan Federal Minister for Petroleum Musadik Malik said Wednesday that international sanctions have caused complications for the Iran-Pakistan cross-border natural gas pipeline project. Media outlets reported that Iran had warned Pakistan to complete its part of the project or face an $18 billion penalty — news that sparked a debate days later in Pakistan's lower house, the National Assembly.

Oct 7, 2023 | nature.com | Ilyas Khan

AbstractThe aim of present work is to apply the Caputo–Fabrizio fractional derivative in the constitutive equations of heat transfer. Natural convection flow of an unsteady second grade fluid over a vertical plate with exponential heating is discussed. The generalized Fourier law is substituted in temperature profile. A portion of the dimensionless factors are utilized to make the governing equations into dimensionless structures.