Udemy - Quantum Computing Foundations

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Udemy - Quantum Computing Foundations (Size: 3.1 GB)
  Bonus Resources.txt 102.4 B
  Get Bonus Downloads Here.url 204.8 B
  ~Get Your Files Here !
  1 - Introduction
  1 - Introduction.mp4 68.4 MB
  10 - Milestone Project
  10 - Free Access To Ibm Quantum Platform.txt 102.4 B
  10 - Milestone Project.mp4 54.1 MB
  10 - project-problem-statement.pdf 198.4 KB
  11 - Milestone Project Solution
  11 - Free Access To Ibm Quantum Platform.txt 102.4 B
  11 - Milestone Project Solution.mp4 125.3 MB
  11 - qaoa-vs-vqe-maxcut-qiskit2-4.ipynb 30 KB
  11 - qaoa-vs-vqe-maxcut-qiskit2-executed-cells.ipynb 205.6 KB
  12 - Outro
  12 - Bonus.mp4 402.9 MB
  12 - Course Feedback.txt 0 B
  2 - History Of Computing
  2 - History Of Computing.mp4 192.3 MB
  3 - Foundations For Understanding Quantum Systems
  3 - Foundations For Understanding Quantum Systems.mp4 212 MB
  4 - Principles Of Quantum Mechanics
  4 - Principles Of Quantum Mechanics.mp4 271.2 MB
  5 - Quantum Evolution Dynamics
  5 - Quantum Evolution Dynamics.mp4 464.6 MB
  6 - Quantum Composition Entanglement
  6 - EPR-Paper.pdf 618.3 KB
  6 - Quantum Composition Entanglement.mp4 702.7 MB
  7 - Quantum Algorithms
  7 - Quantum Algorithms.mp4 252.6 MB
  8 - Variational Quantum Eigensolver
  8 - Variational Quantum Eigensolver.mp4 205.6 MB
  9 - Quantum Approximate Optimization Algorithm
  9 - Quantum Approximate Optimization Algorithm.mp4 252.7 MB

Description


Quantum Computing Foundations
https://WebToolTip.com
MP4 | Video: h264, 1920x1080 | Audio: AAC, 44.1 KHz

Language: English | Size: 3.13 GB | Duration: 2h 20m
Theory to Hands-On Practice with Qiskit
What you'll learn

Explain fundamental quantum principles like superposition and entanglement and how they differ from classical computing constraints

Apply linear algebra, Dirac notation, and Hamiltonians to model quantum states, gates, and the evolution of multi-qubit systems

Construct hybrid algorithms like VQE and QAOA to solve combinatorial optimization problems by mapping them to Ising Hamiltonians

Program quantum circuits using Qiskit to run experiments on simulators and real IBM Quantum hardware to solve the Max-Cut problem
Requirements

Skills & Experience

Familiarity with matrices, vectors, and basic operations (the course uses Dirac notation and matrix multiplication)

High School Physics: A fundamental understanding of basic physical concepts (e.g., energy, motion) to help contextualize quantum phenomena.

Basic Programming Knowledge: Final project involves programming in Python using Qiskit and Jupyter Notebooks, so basic coding comfort is highly recommended.

Tools & Equipment

Computer: A desktop or laptop capable of running Python and Jupyter Notebooks.

Internet Access: Required to access course materials and connect to IBM’s quantum processors via the cloud.

IBM Quantum Account: You will need to create a free account with IBM Quantum to deploy your project code to real hardware.

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