Translate

Friday, January 31, 2025

IPI Talk - Tejinder Singh, Tata Institute of Fundamental Research, 8 Feb. 2025

Title: Do we live in a 6D space-time, and are the extra dimensions timelike?

Abstract:

The E8 x E8 octonionic theory of unification suggests that our universe is six dimensional and that the two extra dimensions are timelike. This in principle offers an explanation of the quantum nonlocality puzzle, also known as the EPR paradox. Quantum systems access all six dimensions whereas classical systems such as detectors experience only four dimensions. Therefore, correlated quantum events which are timelike separated in 6D can appear to be spacelike separated, and hence nonlocal, when projected to 4D. Our lack of awareness of the extra timelike dimensions creates the illusion of nonlocality whereas in reality the communication obeys special relativity and is local. In principle, this idea can be tested experimentally.

Author: Tejinder Singh

BIO:

Tejinder received his Masters in Physics from the Indian Institute of Technology Delhi in 1984 and his PhD in physics in 1989 from the Tata Institute of Fundamental Research (TIFR) Mumbai. He worked as an academic Professor at TIFR until retirement in 2022. Previously he also served as postdoctoral fellow at ICTP Trieste, 1989-90 and he is currently Visiting Professor at IUCAA Pune. Tejinder’s research interests are in quantum foundations, quantum gravity, and the unification of forces.

Url: https://www.tifr.res.in/~tpsingh

8th of Feb.@ 16.00 London time. Online ZOOM lecture – a link will be emailed to the IPI members.

Wednesday, January 29, 2025

Meet Willow.

Willow is so fast that it seems to borrow processing power from parallel realities. Its work confirms the theory of the multiverse put forward by David Deutsch,” said Hartmut Neven, founder of Google Quantum AI.


Tuesday, January 21, 2025

IPI Poster presented at AAS 245

IPI member and researcher, Jose C. Gómez, presented a new Iposter at the prestigious AAS 245 Meeting. In this work, he continued exploring Structural Units (SU) with the aim of introducing their study to the scientific community. At the same time, Jose tried to explain them in an accessible way so that anyone with some knowledge of physics and mathematics can understand them.

The Iposter format allows for great versatility, so we invite you to navigate and interact with it through the various links included. 

For any questions or clarifications, please don’t hesitate to reach out to Jose: jccazorla39@gmail.com. Link to the Iposter below.

https://aas245-aas.ipostersessions.com/default.aspx?s=24-9A-29-AB-D3-F2-CA-61-EA-46-98-E1-B2-6A-8F-4E&guestview=true

Sunday, January 5, 2025

IPI lecture on 11th of Jan. 2025 - Clifford Ellgen on Particle Knots and Entropic Dynamics

IPI lecture - Clifford Ellgen, Ordinal ResearchInstitute, USA

Our next IPI Talk will be on Saturday, 11th of Jan. at 16.00 London time. 

Title: Knot Physics: Particle Knots and Entropic Dynamics

Abstract:

Knot Physics is a geometric approach to quantum gravity. Many theories of quantum gravity attempt to make general relativity into a particle theory. By contrast, Knot Physics makes quantum field theory into a geometric theory. To accomplish this, we assume that spacetime is a branched manifold that is embedded in a higher dimensional space. The manifold can be knotted, and those knots are elementary particles. The branches of the spacetime manifold are under-constrained. Subject to constraints, branch behavior maximizes entropy. We show how entropy maximization produces all the forces with their corresponding gauge groups. In addition, there is a natural relationship between quantum and classical behavior that is mediated by entropy maximization.

Author: Clifford Ellgen

BIO: Cliff Ellgen is the lead researcher at Ordinal Research Institute. His work focuses on geometric approaches to quantum gravity. He has been developing Knot Physics with several collaborators. He graduated from Caltech with a degree in mathematics.

11th of Jan @ 16.00 London time. Online ZOOM lecture – a link will be emailed to the IPI members.

Post text