FUNDAMENTALS OF QUANTUM COMPUTING: A COMPREHENSIVE STUDY FROM SCHRÖDINGER WAVE EQUATION TO QUANTUM STATES

FUNDAMENTALS OF QUANTUM COMPUTING: A COMPREHENSIVE STUDY FROM SCHRÖDINGER WAVE EQUATION TO QUANTUM STATES
Author(s):
Asoke Nath, Dwaipayan Bhoumick
Keywords:
Algorithm, Bloch Sphere, Bloch Vector, Bracket, Copenhagen Interpretation, Density Matrix, Dirac Notation, Eigenstates, Entanglement, Hilbert Space, Quantum Decoherence, Quantum Gates, Quantum Tunneling, Qubits, Superposition, Z-Measurement.
Abstract
The subject of quantum computing is a combination of classical information theory, computer science, and quantum physics. This paper aims to mathematically derive several potential Quantum States from Schrödinger Wave Equation and representation of these states in Bloch Sphere using corresponding Bloch Vector. The authors summarizes in this paper not just the core concepts of quantum computing like Superposition, Entanglement, and Decoherence, but also the need for Quantum Computers, and its applications in different fields
Article Details
Unique Paper ID: 157125 Publication Volume & Issue: Volume 9, Issue 6 Page(s): 76 - 87
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