Quantum transforms are fundamental in quantum computing, representing the manipulation of quantum states. This page provides an overview of quantum transforms and their significance in the field.
Types of Quantum Transforms
- Unitary Transforms: These are linear operations that preserve inner products and are reversible.
- Non-Unitary Transforms: These can change the probabilities of measurement outcomes and are often used for error correction.
Quantum Gates
- Quantum gates are the building blocks of quantum circuits and can be seen as quantum transforms.
- Examples include the Pauli gates, Hadamard gate, and T gate.
Significance of Quantum Transforms
- They enable the manipulation of quantum states in a controlled and predictable manner.
- They are crucial for algorithms like Shor's algorithm and quantum factoring.
For more information on quantum gates and their applications, visit our Quantum Gates page.