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Planck Scale Pioneers: Article Series

I’ll be sharing a series of articles highlighting key milestones in our quest to understand reality at the profound Planck scale level. It is called Planck Scale Pioneers: Article Series. Recently, I revisited some of my writings from around 20 years ago and was struck by the importance of direct communication — hearing stories straight… Continue reading Planck Scale Pioneers: Article Series

SU(2): A Fundamental Building Block of Reality

In exploring the complex nature of reality, one element consistently stands out: the SU(2) Lie group. This group is the simplest among compact simple Lie groups and algebras. The classification and representation theory of semisimple Lie algebras emphasize SU(2)’s role as a fundamental component of symmetry and structure in mathematics and physics. Carlos Rovelli, a… Continue reading SU(2): A Fundamental Building Block of Reality

Code and Open Source Beyond Computers: Planck Scale Pioneers

The universality of coding principles suggests a fundamental similarity in how complex systems are structured and operate whether in the realm of computers, living organisms, or the fabric of reality.

The Unification Vision of Abdus Salam: Bridging Forces and Cultures in Physics

Abdus Salam’s life and work, steeped in the philosophical and the scientific, remind us that the pursuit of knowledge is not just about understanding the world, but about understanding the myriad ways in which we, as a species, interact with the infinite.

Beyond the Linear Politics: A Higher-Dimensional Political Perspective

Engage with Us on X-Twitter or LinkedIn Is politics truly limited to a left-right spectrum? Recent global shifts in political dynamics challenge this conventional belief, calling for a consideration of higher-dimensional politics. Since the advent of the 20th century, often regarded as the era of modern democracy, the left-right spectrum has been a primary frame… Continue reading Beyond the Linear Politics: A Higher-Dimensional Political Perspective

Moiré Quasicrystals & Topological Quantum Computing: A New Frontier

Unlock the mysterious world of Moiré Quasicrystals & Topological Quantum Computing with our latest insights. Just as Halloween brings intrigue and curiosity, our recent research delves deep into the enigmatic relationship between the Hilbert spaces of anyonic systems and quasicrystals. Discover how techniques developed for anyons could revolutionize the realm of Fibonacci quasicrystals. Join us on this scientific journey, and let’s explore the untapped potential awaiting at the crossroads of these two exciting domains.

Meta-Coding Theory: On the Unification of Information Systems

Explore the groundbreaking concept of Meta-Coding Theory, a comprehensive framework designed to guide the development of Artificial General Intelligence (AGI). Drawing on disciplines like Homotopy Type Theory (HoTT) and inspired by the geometry of quasicrystals, this article delves into the urgent need for a unified coding theory. Discover how Meta-Coding Theory aims to bridge disparate information systems, facilitating the ethical and logical evolution of AGI.