Rivne IT Talks How to programa Quantum Computer?

Sep 6, 20161 like319 views

To program a quantum computer, one must first formulate the problem to be solved as a spin model by mapping it to a set of interacting quantum bits or qubits. The problem is encoded into the states and interactions of the qubits. The connectivity between qubits is defined according to the problem graph. This graph and the interaction weights are then transferred to the quantum computer to find the optimal qubit configuration that solves the given problem. Some potential applications include using quantum annealing to solve optimization problems or running quantum circuits for applications like machine learning. Programming quantum computers is currently challenging but may become simpler over time as the technology develops further.

Early computers were
BIG
Custom
tailoredbritannica.com
HARD to PROGRAM
expensive
useless

Think you know how to code ?
Go
britannica.com
program
the
ENIAC!

Modern computers are
muuuuuuch “better”...
Code in
Python for
food!
dogstable.com

e- e-
Few Electrons in a
chunk of metal
# of con?gurations
# of atoms in the universe!
>

...you’d better
make it
QUANTUM
MECHANICAL!
Richard Feynman,1981

Bit Qubitvs
0 or 1 0 or 1
or
everything
inbetween
0
1
0
1
x
x

For N Qubits Explore ALL 2^N
con?gurations at the same time!

In practice allows:
quick search
parallel
computations
solve
optimization
problems
iStockphoto.com/slobo
mobile.ecs.soton.ac.uk

Quantum computers
BIG
Custom
tailoreddwavesys.com
HARD to PROGRAM
expensive
useless

How to program it?
Quantum annealers Universal
solves a single
problem!
executes
quantum
circuits
ibm.com

Quantum annealers
Quantum annealers
cbc.ca

H =
X
ij
JijSiSj +
X
i
hiSi
Map your problem to a spin model
...to program it

Example problem:
Satisfy all employees with the
3 types of presents

Formulate a problem
Cost =
X
ij
Jij
J > 0 0
min(Cost)

Encode states with qubits
3 states 256 states

Encode states with qubits
3 states 2^3=8 states
Give Cost
extra states!

Encode states with qubits
3 states 3 lowest states
t12 t13
h1
h2 h3
t23
Cost =
X
ij
tijSiSj +
X
i
hiSi

Encode states with qubits
3 lowest states3 states
Physical
qubits

Interconnect qubits acording to
problem graph

Transfer graph to computer
and get optimal qubit
con?guration

Transfer weights to computer
and get optimal qubit
con?guration

And it will Eventually get
muuuuuuch simpler...
Code in
Quipper
for food!
dogstable.com

This document provides an overview of quantum computers including their history, capabilities, and future prospects. It discusses how quantum computers operate using quantum mechanical principles and can perform simultaneous calculations. Examples of problems they could solve much faster than classical computers are given, such as prime number factorization. The document traces the origins of quantum computing back to Richard Feynman in 1959 and concepts developed in the 1980s. It also outlines advances in building quantum computers with increasing numbers of qubits. The future of realizing a general purpose quantum computer within 10 years is discussed.

Introduction to quantum computingIqra Naz

This document provides an introduction to quantum computing. It defines quantum technology and quantum computing, explaining that quantum computers make use of quantum phenomena like superposition and entanglement. It describes how quantum computers differ from classical computers in their ability to be in multiple states at once using qubits. Examples are given of existing quantum computers from IBM and Google. The document concludes by offering recommendations for how to learn quantum computing, including online courses and accessing IBM's quantum computer.

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What do we mean by the quantum internet? Why do we need more than just quantum computing? What are quantum cryptography, quantum key distribution, quantum sensors? How are these concepts entangled? What are the advantages of the quantum internet? key problems? Who will get to use it? And do we have just a bunch of interesting technologies that all have quantum in their name or can the whole be more than the sum of its parts?

Presentation on quantum_computingAltafAlam12

This document presents a presentation on quantum computing prepared by Mohammad Altaf Alam. It introduces quantum computing as computing based on quantum theory that explains energy and matter on an atomic and subatomic level. It discusses the history of quantum computing from Feynman's proposal in 1982 to developments in the 1990s. It defines a quantum computer as a machine that performs calculations based on quantum mechanics using qubits that can represent 0, 1, or both values simultaneously. The document compares classical bits that represent only 0 or 1 to qubits and explains how quantum computers use superposition and operate on multiple values at once. It outlines potential applications in cryptography, databases, artificial intelligence, and more. In conclusion, the author states that if quantum computers

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Nano computing uses extremely small, nano-scale devices for computing. It will enhance existing technologies like memory and storage, making them more abundant. Fundamentally new technologies will also be developed. While enormous effort and resources are required, nano computing could create computers small enough to fit in a pocket but with far greater processing power than today's supercomputers. However, developing nano computing may be risky and expensive, and it likely won't be ready for at least 15 more years. The technology could eventually change almost every human-made object.

ppt_nano_computing.pptxvijay518229

Nano computing uses extremely small, nano-scale devices for computing. It will enhance existing technologies like memory and storage, making them more abundant. Fundamentally new technologies will also be developed. While enormous effort and resources are required, nano computing could create computers small enough to fit in a pocket but with far greater processing power than today's supercomputers. However, developing nano computing poses technical challenges and risks that must first be addressed over the next 15 years.

Quantum Computing in Application of Qunatum Physics.pptxRAJASEKARAN G

QUANTAM COMPUTING.pptxaniketsrivastava71

Quantum computing harnesses the laws of quantum mechanics to solve complex problems too difficult for classical computers. Quantum computers use qubits that can represent 1s, 0s, or superpositions of both at the same time, exponentially increasing their computing power as more qubits are added. While still in their early stages, quantum computers are being developed by companies like Google and IBM to potentially solve optimization problems and simulate quantum systems.

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Quantum computing harnesses the laws of quantum mechanics to solve complex problems too difficult for classical computers. A qubit, the basic unit of information in a quantum computer, can exist in superpositions of states allowing quantum computers to test an exponential number of solutions simultaneously. This enables quantum algorithms to find solutions to problems like protein folding that would take classical computers thousands of years to solve. While quantum computing promises vast speedups, challenges remain in developing algorithms, maintaining the extremely cold temperatures needed, and scaling to larger numbers of qubits.

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Nanotechnology involves manipulating matter at the atomic scale between 1 to 100 nanometers. It has applications in quantum computing which operates at the quantum level using quantum bits that can represent both 1s and 0s through superposition and entanglement. While a quantum computer could solve certain problems much faster than classical computers by processing vast amounts of calculations simultaneously, they still face limitations such as unpredictability, difficulty retrieving data, and requiring total isolation from the environment to maintain fragile quantum states.

PW-QCPatrick Waked

Quantum computers use principles of quantum mechanics to perform operations on quantum bits (qubits) that can represent a one, zero, or superposition of both. Traditional computers use bits that are only ones or zeros. This document discusses the history of quantum computing from Feynman's ideas in 1959 to current research by companies like D-Wave and Google. It explains how qubits can be in multiple states at once, allowing quantum computers to solve certain problems much faster than classical computers. The technology is rapidly advancing but challenges remain in scaling to larger numbers of qubits and developing useful algorithms.

Quantum computing COMPLETE LECTURESMALAIAPPANSRIKANTH

computerAIT

The document traces the history and evolution of computers from early mechanical counting devices like the abacus to modern electronic computers. It discusses milestones like Charles Babbage's Analytical Engine, the first programmable computer ENIAC, the development of stored-program computers, and the replacement of vacuum tubes with transistors. The text also covers the development of personal computers and embedded systems as well as potential future technologies like quantum, chemical, DNA, and optical computers.

Quantum computing Ranajeet Barik

Quantum computerKaushik Chowdary

The document discusses the basics of quantum computing. It explains that quantum computers use qubits that can represent 0, 1, or both values simultaneously. Operations are performed using quantum logic gates to manipulate the qubits. Several important developments in quantum computing are mentioned, such as Feynman's proposal of a quantum computer in 1981, Deutsch developing the quantum Turing machine in 1985, and Shor creating an algorithm for integer factorization in 1994. Potential applications of quantum computing include factoring, simulations, encryption, and artificial intelligence. However, challenges remain such as quantum decoherence and error correction.

Future-of-computersMark Sathish Pairdha

Quantum computingRavikanth Yennu

Quantum computersOmkar Cool

Quantum computers are still theoretical but could perform certain calculations much faster than classical computers. They use quantum bits that can exist in superposition and entanglement, allowing them to represent multiple states simultaneously. Current quantum computers have only manipulated a few qubits, but applications could include factoring large numbers and rapidly searching large databases. Significant challenges remain in developing practical quantum computers that can maintain quantum states long enough to perform useful computations.

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Rivne IT Talks How to programa Quantum Computer?

1. How to program a Quantum Computer?

2. Early computers were BIG Custom tailoredbritannica.com HARD to PROGRAM expensive useless

3. Think you know how to code ? Go britannica.com program the ENIAC!

4. Modern computers are muuuuuuch “better”... Code in Python for food! dogstable.com

5. simulate the Can we NATURE?

6. e- e- Few Electrons in a chunk of metal # of con?gurations # of atoms in the universe! >

7. ...you’d better make it QUANTUM MECHANICAL! Richard Feynman,1981

8. Bit Qubitvs 0 or 1 0 or 1 or everything inbetween 0 1 0 1 x x

9. For N Qubits Explore ALL 2^N con?gurations at the same time!

10. Explore ALL 2^N at the same time!

11. In practice allows: quick search parallel computations solve optimization problems iStockphoto.com/slobo mobile.ecs.soton.ac.uk

12. Quantum computers BIG Custom tailoreddwavesys.com HARD to PROGRAM expensive useless

13. How to program it? Quantum annealers Universal solves a single problem! executes quantum circuits ibm.com

14. Quantum annealers Quantum annealers cbc.ca

15. H = X ij JijSiSj + X i hiSi Map your problem to a spin model ...to program it

16. ~512/1000 qubits (spins) out there

17. Example problem: Satisfy all employees with the 3 types of presents

18. Formulate a problem Cost = X ij Jij J > 0 0 min(Cost)

19. Encode states with qubits 3 states 256 states

20. Encode states with qubits 3 states 2^3=8 states Give Cost extra states!

21. Encode states with qubits 3 states 3 lowest states t12 t13 h1 h2 h3 t23 Cost = X ij tijSiSj + X i hiSi

22. Encode states with qubits 3 lowest states3 states Physical qubits

23. Interconnect qubits acording to problem graph

24. Interconnect qubits acording to problem graph

25. Interconnect qubits acording to problem graph

26. Transfer graph to computer and get optimal qubit con?guration

27. Transfer weights to computer and get optimal qubit con?guration

28. Any real world applications?

29. Any real world applications?

30. Any real world applications?

31. Any real world applications?

32. And it will Eventually get muuuuuuch simpler... Code in Quipper for food! dogstable.com

33. Thank you!

34. Quantum Moor’s Law

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Rivne IT Talks How to programa Quantum Computer?

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