Quantum Computing : A Comprehensive Beginner’s Guide

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Quantum Computing A Comprehensive Beginners Guide [TutsNode.net] - Quantum Computing A Comprehensive Beginners Guide 5 - Multiple qubit gates
  • 29 - CNOT gate.mp4 (534.3 MB)
  • 32 - CZ gate.mp4 (216.2 MB)
  • 34 - Swap gate.mp4 (210.3 MB)
  • 35 - Toffoli gate.mp4 (155.6 MB)
  • 31 - CNOT gate exercise 2.mp4 (42.7 MB)
  • 30 - CNOT gate exercise 1.mp4 (31.9 MB)
  • 33 - CZ gate exercise.mp4 (21.4 MB)
6 - Coding Qiskit
  • 36 - installing-qiskit.ipynb (2.2 KB)
  • 46 - Swap gate.mp4 (87.1 MB)
  • 47 - Toffoli gate.mp4 (80.5 MB)
  • 43 - CNOT gate draw circuit and histogram.mp4 (77.4 MB)
  • 38 - X gate.mp4 (65.0 MB)
  • 42 - H gate Bloch sphere and histogram.mp4 (54.2 MB)
  • 36 - Qiskit installation.mp4 (50.3 MB)
  • 39 - X gate Bloch sphere and histogram.mp4 (44.5 MB)
  • 44 - CNOT gate case 2.mp4 (40.3 MB)
  • 45 - CNOT gate Bloch sphere.mp4 (36.0 MB)
  • 37 - Hello world code.mp4 (29.8 MB)
  • 40 - H gate statevector.mp4 (27.6 MB)
  • 41 - H gate statevector 2.mp4 (9.7 MB)
3 - Quantum gates Single quantum gates
  • 22 - Hadamard gate.mp4 (272.5 MB)
  • 19 - X gate NOT gate.mp4 (242.5 MB)
  • 24 - Z gate.mp4 (207.8 MB)
  • 23 - Y gate.mp4 (149.4 MB)
  • 25 - S gate.mp4 (110.0 MB)
  • 26 - T gate.mp4 (90.3 MB)
  • 20 - X gate examples part 1.mp4 (39.2 MB)
  • 21 - X gate examples part 2.mp4 (8.6 MB)
2 - Qubit
  • 14 - Examples for calculation of probabilitypart 1.mp4 (246.7 MB)
  • 13 - Introduction.mp4 (74.0 MB)
  • 16 - Matrix representation.mp4 (22.1 MB)
  • 17 - Matrix representation examples part 1.mp4 (18.3 MB)
  • 15 - Examples for calculation of probabilitypart 2.mp4 (11.6 MB)
  • 18 - Bloch sphere.mp4 (5.4 MB)
7 - Application
  • 49 - superdense coding.mp4 (55.3 MB)
  • 50 - Superdense coding.mp4 (33.2 MB)
  • 48 - Entaglement and bell state.mp4 (21.7 MB)
1 - Math prerequisites
  • 6 - Matrices Matrix multiplication.mp4 (37.4 MB)
  • 12 - Inner product.mp4 (23.3 MB)
  • 1 - Complex numbers The form of a complex number.mp4 (21.3 MB)
  • 10 - Ket and bra notation ket notation.mp4 (21.1 MB)
  • 11 - Ket and bra notation bra notation.mp4 (20.9 MB)
  • 3 - Complex numbers Euler notation.mp4 (18.2 MB)
  • 9 - Matrices Identity matrix.mp4 (15.8 MB)
  • 4 - Matrices Introduction.mp4 (15.6 MB)
  • 2 - Complex numbers complexe conjugate.mp4 (14.6 MB)
  • 7 - Matrices Scalar multiplication.mp4 (9.4 MB)
  • 5 - Matrices Matrix addition.mp4 (8.2 MB)
  • 8 - Matrices Square matrix.mp4 (6.5 MB)
4 - Multiple Qubit
  • 27 - Tensor product.mp4 (21.6 MB)
  • 28 - Multiple qubit examples.mp4 (15.8 MB)
  • TutsNode.net.txt (0.1 KB)
  • [TGx]Downloaded from torrentgalaxy.to .txt (0.6 KB)
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Description


Description

Are you ready to dive into the fascinating world of quantum computing? In this course, we will start with the foundation of quantum computing: the qubit. You will learn about qubit notation and the matrix representation, including vector notation and the famous Bloch sphere.

We will explore the essential single-qubit gates, such as the X gate, the Hadamard gate, Y gate, Z gate, S gate, and T gate, and their respective gate notations and matrix representations. You will also delve into the world of multiple qubit gates, such as the CNOT gate, CZ gate, Swap gate, and Toffoli gate, and their notations.

But what makes quantum computing so revolutionary is entanglement, and we will cover this topic in detail, including the concept of Bell’s state. And we will end our journey with superdense coding, the exciting concept of sending multiple classical bits of information using only one qubit.

Through a mix of theoretical and practical exercises using Qiskit, a popular quantum computing framework, you will gain the skills to start programming your own quantum applications. By the end of this course, you will have a solid understanding of the fundamental concepts and tools needed to take the next step in the fascinating world of quantum computing. Get ready for an exciting adventure!
Who this course is for:

This course is designed for anyone who is interested in learning about the fascinating world of quantum computing. No prior experience in quantum computing or programming is necessary. The course is suitable for beginners who want to gain a solid understanding of the fundamental concepts and tools needed to start programming their own quantum applications. It is also suitable for professionals in fields such as computer science, physics, engineering, and mathematics who want to expand their knowledge in quantum computing. If you have a curious mind and a passion for learning, then this course is for you.

Requirements

No prior knowledge or experience in quantum computing is required to take this course. However, learners should have a basic understanding of linear algebra and programming concepts. It is also recommended to have a computer with a reliable internet connection and the ability to install Qiskit, a popular quantum computing framework. Don’t worry if you are new to programming or don’t have experience with Qiskit, as we will guide you through the installation process and provide step-by-step instructions for each exercise.

Last Updated 5/2023



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3.6 GB
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Quantum Computing : A Comprehensive Beginner’s Guide


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