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Why a quantum computer can solve problems much faster than a conventional computer?

Posted on June 28, 2020 by Author

Table of Contents

  • 1 Why a quantum computer can solve problems much faster than a conventional computer?
  • 2 What kinds of problems can be solved by a computer?
  • 3 How is quantum computing bad?
  • 4 What does Google use the quantum computer?
  • 5 What is Chapter 17 of the book tractable and non-tractable problems?
  • 6 What is computational complexity theory?

Why a quantum computer can solve problems much faster than a conventional computer?

In a classical (or conventional) computer, information is stored as bits; in a quantum computer, it is stored as qubits (quantum bits). By comparison, a quantum computer could solve this problem more efficiently than a classical computer using Shor’s algorithm to find its factors.

What problems did Google quantum computer solve?

Google solved the problem of verifying that random numbers generated by a quantum computer are actually random. This is hard for the best classical computers to do as random number sequences grow it turns out. Scientists say this type of problem is exponential.

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What kinds of problems can be solved by a computer?

Answer: Computers can solve problems by performing billions of operations per second. Programming languages allow people to communicate with computers. Computers are literal and do exactly what you tell them to.

Why is quantum computing failing?

Even the slightest interaction with the environment causes a qubit to collapse into a discrete state of either 0 or 1. This is called decoherence. And even before they decohere, random noise caused by non-ideal circuit elements can corrupt the state of the qubits, leading to computing errors.

How is quantum computing bad?

However, the disadvantages of quantum computing include breaking current encryption systems, which could leave doors open for data theft if organizations are not prepared to transition to cryptography to post-quantum algorithms. Without proper security, many of the promised benefits of quantum computing will fail.

Why a quantum computer is faster?

A quantum computer by itself isn’t faster. Instead, it has a different model of computation. In this model, there are algorithms for certain (not all!) problems, which are asymptotically faster than the fastest possible (or fastest known, for some problems) classical algorithms.

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What does Google use the quantum computer?

Google says its quantum computer was able to perform a calculation in 200 seconds that would have taken 10,000 years or more on a traditional supercomputer. Quantum computing is all about qubits, or quantum bits. These are the basic units of information used by quantum computers.

What would a quantum computer do?

A quantum computer encodes information into quantum states and computes by performing quantum operations on it.

What is Chapter 17 of the book tractable and non-tractable problems?

Tractable and Non-Tractable Problems – Design and Analysis of Algorithms [Book] Chapter 17 Tractable and Non-tractable Problems Objectives After reading this chapter, you should understand: The need for problem classification: Tractable and Intractable Upper and Lower Bounds Algorithmic Gap: Why the …

Is polynomial time complexity the touchstone of feasibility?

The difference in the growth rate of these functions illustrates the contrast between polynomial time complexity – which is currently taken by complexity theorists as the touchstone of feasibility – and exponential time complexity – which has traditionally been taken as the touchstone of intractability.

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What is computational complexity theory?

Computational complexity theory is a subfield of theoretical computer science one of whose primary goals is to classify and compare the practical difficulty of solving problems about finite combinatorial objects – e.g. given two natural numbers n and m, are they relatively prime?

What is an example of a computational problem?

A familiar example of a computational problem is that of primality testing – i.e. that of deciding n ∈ \\scPRIMES? This problem was intensely studied in mathematics long before the development of digital computers.

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