A qubit is the fundamental unit of quantum information, used in quantum computing and memory systems such as those based on diamond defects.Qubit — the elementary carrier of quantum information. Unlike a bit, rigidly fixed at 0 or 1, a qubit realizes superposition — a mathematical combination of two states described by complex amplitudes. Measurement collapses the superposition into one of the basis states with a probability equal to the squared modulus of the amplitude.
The predecessor of the qubit was the concept of the Feynman quantum computer (1982). David Deutsch formalized the concept of a universal quantum computer, and the term 'qubit' was introduced by Benjamin Schumacher in 1995, generalizing the idea of a quantum bit for information theory. John Archibald Wheeler earlier proposed the doctrine 'it from bit' about the fundamental role of information, which resonates with the modern view of the qubit as the basic informational atom of the universe.
The evolution of a qubit is unitary and reversible: operators transform the state through rotations in state space. Measurement breaks unitarity — the superposition collapses into one of the eigenvectors of the measured observable with probability determined by Born's rule. Physically, qubit control is achieved with resonant microwave pulses (for superconducting systems) or laser fields (for ions) implementing rotations by the required angle.
Qubits enable quantum computers to solve in seconds problems that would take conventional supercomputers billions of years: for example, modeling new drugs or cracking cryptographic codes.
Even the simplest operation on a qubit is mathematically equivalent to rotating the Bloch sphere — an imaginary three-dimensional sphere on whose surface all possible states live.



















