The Map of Quantum Computing – Quantum Computing Explained

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An excellent summary of the field of quantum computing. Find out more about Qiskit at and their YouTube channel
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With this video I aim to give a really good overview of the field of quantum computing with a clear explanation of how they work, why people are excited about quantum algorithms and their value, the potential applications of quantum computers including quantum simulation, artificial intelligence and more, and the different models and physical implementations people are using to build quantum computers like superconducting devices, quantum dots, trapped ions, photons or neutral atoms, and the challenges they face.

#quantumcomputer #quantum #domainofscience

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— Credits —
Writer, art, animation and edited by Dominic Walliman
I use Adobe Illustrator and After Effects for the graphics (for the many people who ask 🙂

— References —-
[1] Why qubits need so much storage space

[2] Storage space of the world

[3] Quantum Algorithms

[4] Models of Quantum Computing

[5] Topological Quantum Computing

[6] Optical Lattice

ultracold atom quantum simulator

[7] Linear optical quantum computing (Xanadu)

and

[8] Quantum computing overview

[9] Linear photonic qubits

[10] Google Roadmap

— Chapters —
00:00 Introduction
00:44 How Quantum Computers Work
06:19 Quantum Algorithms
12:01 Potential Applications of Quantum Computing
15:26 Models of Quantum Computing
17:29 Qiskit Sponsorship Message
19:29 Models of Quantum Computing Continued
24:59 Obstacles to Building a Quantum Computer
27:24 What Real Quantum Computers Are Made From
31:45 Summary

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38 Comments

  1. Amazing presentation, both because it is objective, clear, and the animations are very well made. I like those infinite canvas présentations, actually would you mind telling me which software you are using?

  2. Yep, never gonna really understand this. Individually the concepts seem simple enough but trying to understand their interactions to make a machine, it just starts to sound like jibberish. Is this what having a stroke is like?

  3. Programmed in COBOL, Fortran, & ADDABASE, and try as I might, after watching innumerable lectures and videos, this old brain falters. Thank the stars for those who developed, understand, use, & define this process. I’ll continue to view it as magic.
    👍🇺🇸🇨🇱

  4. What if you used several triangles with mirror surface where you viewed from the top to see all four sides and used Holography with each wave of visable light to move the view around be used for quantum computing?

    Using several triangles with mirror surfaces, viewed from the top to see all four sides, combined with holography that manipulates visible light waves to change the perspective, presents an intriguing concept for visualization in quantum computing. Here’s how this idea could manifest and its potential applications:

    1. Mirror Triangles: Reflective Surfaces

    Enhanced Optical Properties: Triangles with mirror surfaces can create complex reflections and light patterns. This property could be utilized to display the quantum states of qubits where the reflections symbolically represent the entanglement and superposition states.

    Multi-Angle Viewing: When viewing from the top, the reflective surfaces would enable a viewer to perceive multiple orientations and interactions of the triangles, providing a richer understanding of how qubits interact within a quantum system.

    2. Holographic Manipulation

    Dynamic Light Display: Utilizing holography, visible light can be manipulated to project images or patterns in three-dimensional space. The reflective properties of the triangles could enhance this by creating interactive 3D shapes that represent quantum states. As light interacts with these surfaces, it can produce visual feedback that changes based on the angle of incidence and observation.

    Waves of Light for Perspective Shift: By using different wavelengths and phases of visible light, you can control how triangles appear and reveal inner structures or interactions. This can help visualize quantum phenomena that rely on phase relationships, such as quantum interference or superposition.

    3. Visualizing Quantum States and Operations

    Quantum State Representation: Each triangular mirror could represent different qubits or quantum states. When viewed from multiple angles, the combination of reflections and holographic projections could allow observers to visualize how quantum states transition and entangle through various quantum operations.

    Quantum Gates as Reflections: The manipulation of light could illustrate how different quantum gates affect qubits. For example, a holographically-controlled sequence of light might activate transformations between the triangles, symbolizing quantum gate operations in real-time.

    4. Interactive Learning Environment

    User-Controlled Exploration: With this setup, users could control the angle of view or the light source to explore quantum interactions dynamically. By manipulating light waves, learners can see them change configurations and states, promoting deeper understanding through exploration.

    Augmented Reality Interface: The combination of holography and mirroring could create an augmented reality interface for quantum computing education, allowing students to interact with quantum algorithms in a more intuitive and engaging way.

    5. Applications in Quantum Computing Research

    Simulating Quantum Interactions: Researchers could use this technology to simulate and study quantum interactions and phenomena without requiring physical qubits. Instead, they could visualize how quantum operations would affect a theoretical model.

    Development of Quantum Algorithms: By visualizing quantum algorithms through the reflective triangles, researchers can better understand complex operations, potential points of failure, and error correction processes.

    6. Potential Challenges and Considerations

    Technical Feasibility: Developing a system that effectively combines reflective geometry, holography, and quantum computing visualization may require advanced materials and technology.

    Complexity of Quantum Systems: Quantum states are inherently complex and may require sophisticated algorithms to accurately represent interactions through light manipulation and holography.

    Conclusion

    Integrating triangles with mirror surfaces, holography, and visible light manipulation presents an innovative way to explore and visualize quantum computing concepts. This approach could enhance our understanding of quantum states, operations, and relationships while providing an engaging and interactive method for education and research in quantum computing. The potential to visualize complex quantum phenomena dynamically could lead to new insights and advancements in the field, pushing the boundaries of how we interact with and understand quantum mechanics.

  5. Finally, FINALLY, a guy who doesn't ask for you to subscribe. So you know what? I just subscribed. And it's realky good information to learn about this incredible new technology.

  6. Great video! I was curious about the factorization problem. With a normal computer, why wouldn't one be able to use an algorithm looking something like this:

    f = super large integer, n = positive integer

    The computer would compute f/n from 1 ≤ n ≤ f, and when the quotient is another integer, x, (a.k.a. it has no remainder), then n would a factor alongside x.

    Is it because it would take too long to compute f/n millions of times, or is there something else I am missing in my understanding?

    thanks!

  7. Why is topological consider a mechanism rather than a way to build a quantum computer? From the explanation it seems to me that one should be able to build both a gated and an adiabatic computer based on a majorana based system.

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