Author Archives: anuj
GHZ Experiment – Bell’s Theorem
Why the GHZ Test Is Better Than Bell’s Original Setup Also read - Derivation of GHZ 1. Bell’s Test is Statistical — GHZ is Deterministic Bell's theorem relies on statistical…
Derivation of GHZ using Dirac Notation
GHZ Derivation Using Dirac Notation The GHZ state provides a clean, deterministic contradiction with local hidden variable theories using quantum mechanics and entangled states. Below is a step-by-step derivation…
Relativistic Particle in Complex Spacetime – A New Take on 4D Reality
From the August 2009 paper (Progress of Theoretical Physics) by Takayuki Hori Relativistic Particle in Complex Spacetime – A New Take on 4D Reality The 2009 paper “Relativistic Particle in…
The Aspect Experiment: Quantum Entanglement, Bell’s Theorem, and Reality
bell experiment The Aspect Experiment: Quantum Entanglement, Bell’s Theorem, and Reality In 1982, Alain Aspect conducted one of the most famous experiments in modern physics — a test of quantum…
Spin in Bohmian Quantum Mechanics
Electron Spin in Bohmian Mechanics Does Bohmian mechanics predict electron spin? No, Bohmian mechanics does not independently predict the existence of spin. Instead, it reproduces the predictions of standard…
Energy of Neutrinos
This graph illustrates how the probability of neutrino interactions (cross-section) varies with their energy. Notably: Low Energy (<1 GeV): Cross-sections are minimal, indicating neutrinos rarely interact. Intermediate Energy (1–10 GeV):…
Dirac’s Complex Momentum
📘 Summary of the Paper In this pioneering paper, Dirac explores the mathematical and physical advantages of using complex variables in quantum mechanics. Traditional quantum theory relies on wave functions…
Projection OPerators and Christoffel Symbols
Are Christoffel Symbols Related to Projection Operators? This is a deep and fascinating question — and it's insightful to sense a connection. While Christoffel symbols and projection operators arise in…
Parameterize a Curve
What Does It Mean: "Path Parametrized by \( \lambda \)"? A path parametrized by \( \lambda \) is a way of describing a curve through space by using a single…
Understanding Rindler Space
Understanding Rindler Space 1. What is Rindler Space? Rindler space describes the spacetime experienced by an observer undergoing constant acceleration in special relativity. It is useful for understanding: Uniformly accelerated…