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Quantum entanglement

As explained in Real-World Cryptography

Quantum entanglement is a quantum correlation in which the joint state of multiple particles cannot be described as independent particle states.

Quantum entanglement is a strong correlation between particles: the joint state cannot be described independently, so measuring one reveals a perfectly correlated state for the other. section 14.1.1

The key ideas are:

  • Entangled particles can remain correlated across very long distances. section 14.1.1
  • Measurement causes the particles’ states to collapse into correlated outcomes; for example, measuring one electron spinning up identifies the other as spinning down. section 14.1.1
  • Quantum computers use entanglement alongside superposition, qubits, and quantum gates, then measure qubits to obtain classical 0s and 1s. section 14.1.2

Two entangled electrons

If two electrons are entangled and one is measured as spinning up, the other is found to be spinning down. Repeating the experiment produces the same correlation. section 14.1.1

How Real-World Cryptography covers it

How deep it goes
Defines correlation and measurement behavior, then connects entanglement to quantum circuits without developing formal mathematics.
Examples
Uses entangled electron spins, long-distance particles, the EPR thought experiment, and cloud-executed quantum circuits.
What you can do after
Evaluate/understand how entanglement supports quantum computation and why measurement produces only classical outcomes.
How it connects
Links quantum mechanics with superposition, qubits, quantum gates, quantum computers, measurement, and the EPR paradox.

Also explained in

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Related concepts

This explainer was generated by Manning's knowledge graph from the text of Real-World Cryptography. The section links point to the parts of the book it draws on.