Riddhi's Chaotic Universe's repositories
Jacobi-and-Lagrangian-formulation-of-the-Classical-Cosmological-Equations
In this paper, we focus on a specific problem related to the calculus of variations, which deals with finding the Lagrangian function that, when used in the Euler-Lagrange equation, produces a given differential equation
Riddhiman2005
Config files for my GitHub profile.
Unveiling-the-Uncertainty-Principle-Exploring-Its-True-Meaning-and-Diverse-Applications
This article delves into the real meaning and significance of the Uncertainty Principle, shedding light on its implications across various scientific fields.
3D-Infinite-Squares-Animation
3D Infinite Squares Animation
A-Basic-Introduction-of-Bachmann-Landau-Asymptotic-Notation
This paper aims to thoroughly elucidate how to appropriately apply big-O and little-o notation in various mathematical contexts.
A-Comprehensive-Review-of-Bosonic-Quantum-Error-Correcting-Codes
Quantum error correction is essential for reliable fault-tolerant quantum computing, necessitating the encoding of information redundantly into physical degrees of freedom to safeguard it against noise. A prominent approach involves continuous variable quantum information processing using bosonic modes.
A-Journey-through-String-Theory-and-Recent-Developments
This paper explores the fascinating evolution of string theory, from its origins as a novel approach known as ”bootstrap models” in relativistic particle physics to its current status as a candidate theory of quantum gravity.
A-Study-of-Quantum-Imaging
This article explores quantum optics, where scientists for over two decades have worked on methods to minimize fluctuations in light measurement using quantum techniques.
An-Elementary-Introduction-of-Integrability-in-Statistical-Physics-Quantum-Groups-and-Knot-Theory
This paper presents an explanation of integrability in statistical physics, quantum groups, & knot theory. It discusses the 6 vertex model, its connection to Yang-Baxter equation, leading to YB algebras & quantum groups. Introduces the Jones polynomial's connections to Artin's braid group & tangles, and role in defining quantum invariants of knots.
Analyzing-Klein-Knots-and-Torus-Knots-Algorithmic-Methods-for-Polynomial-Computations
Connection between Klein knots and torus knots, presenting Python Code to compute the bracket polynomial and Jones polynomial for any Klein knot.
Chatterbox
Messaging Application
Cipher-Master
Cipher Master is an application that takes as input a plain/ cipher text & a key, & outputs the encrypted/decrypted text. Also it takes both plain & Cipher text as input and displays the key used for encrypting/decrypting.
Codechef-Solutions
Solutions of Codechef Practice Problems
Dhoni-s-Magnificence
Problem Solving in Physics
Double-Field-Theory-Uniting-Gauge-and-Gravity-Theories-through-the-Double-Copy-of-Yang-Mills
This paper investigates the ”double field theory” (DFT) and the connection to the double copy method that shows that gauge & gravity theories are remarkably similar at the quantum level.
Exploring-Cryptographic-Primitives-and-Secure-Hash-Functions-A-Comprehensive-Overview
This report paper delves into the significance of cryptographic primitives and focuses specifically on secure hash functions. It explores their role in enhancing data security and examines their applications in various domains, shedding light on their importance in protecting sensitive information.
Exploring-the-Potential-Shifts-in-Our-Understanding-of-Space-and-Time-through-Quantum-Gravity
I've discuss how our understanding of space and time might will shift, considering ideas from string theory to loop quantum gravity.
Generalizing-String-Solutions-Graph-based-Approaches-and-Novel-Excitations
I’ll try to present a new approach of solutions to the Polyakov action, constructed upon graphs, which generalize the standard open and closed bosonic strings.
Geometry-Symmetries-and-Quantization-of-Scalar-Fields-in-de-Sitter-Space-time
The paper commences by examining the geometric properties of de-Sitter space-time, with a specific focus on the isometries generated by Killing vectors.
Knoted-Dynamics-Unraveling-the-Interplay-of-Dynamical-Systems-and-Knot-Theory
This report paper extensively draws upon the groundbreaking work of Robert Ghrist and Robert Holmes titled "An ODE whose solutions encompass a comprehensive range of knots and links."
Likelihood-Function-for-Joint-Statistical-Measurement-of-the-H_0-using-GW-and-EM-Observations
This research presents a likelihood function to determine the H0 using a statistical approach. We combine distance information from GW observations with redshift data from EM observations of potential host galaxies. By integrating these datasets, we aim to offer a robust estimate of the H0
Predicting-Black-Holes-from-Einstein-s-GR
We explore the singularity theorem, Penrose’s seminal contribution to post-Einsteinian general relativity, which introduced the pivotal concept of a closed trapped surface.
Stability-in-Wave-Equation-on-Schwarzschild-de-Sitter-Spacetime
In this study, we explore stable numerical approaches and various hyperboloidal coordinate choices for solving the wave equation on Schwarzschild-de Sitter spacetime, addressing the origin treatment and metric singularity issues.
Time-Differences-of-the-World-
Time Zones of the World
Weather-Prediction
Weather Prediction