Please enable JavaScript.
Coggle requires JavaScript to display documents.
QUANTUM COMPUTING - Coggle Diagram
QUANTUM COMPUTING
Superposition
QUANTUM SYSTEMS CAN EXIST IN MULTIPLE STATES AT THE SAME TIME, ENABLING THE SIMULTANEOUS PROCESSING OF DIFFERENT POSSIBILITIES.
QUANTUM GATES
QUANTUM OPERATIONS, OR GATES, MANIPULATE THE STATE OF QUBITS. HADAMARD GATES AND CNOT GATES ARE COMMON EXAMPLES.
ENTANGLEMENT
QUBITS CAN BE ENTANGLED, MEANING THE STATE OF ONE QUBIT IS DIRECTLY RELATED TO THE STATE OF ANOTHER, EVEN IF THEY ARE PHYSICALLY SEPARATED.
QUBITS
QUBITS CAN EXIST IN MULTIPLE STATES SIMULTANEOUSLY DUE TO THE PRINCIPLE OF SUPERPOSITION, ALLOWING QUANTUM COMPUTERS TO PERFORM PARALLEL COMPUTATIONS.
QUANTUM ALGORITHMS
QUANTUM COMPUTERS CAN EMPLOY ALGORITHMS THAT TAKE ADVANTAGE OF THEIR UNIQUE PROPERTIES. EXAMPLES INCLUDE SHOR'S ALGORITHM FOR FACTORING LARGE NUMBERS AND GROVER'S ALGORITHM FOR SEARCHING UNSORTED DATABASES.
QUANTUM ERROR CORRECTION
DUE TO THE SUSCEPTIBILITY OF QUBITS TO ERRORS, QUANTUM ERROR CORRECTION TECHNIQUES ARE ESSENTIAL FOR BUILDING RELIABLE QUANTUM COMPUTERS.
QUANTUM CLOUD COMPUTING
COMPANIES ARE EXPLORING QUANTUM CLOUD SERVICES, ALLOWING USERS TO ACCESS QUANTUM COMPUTING POWER REMOTELY.
APPLICATIONS
QUANTUM COMPUTING HAS POTENTIAL APPLICATIONS IN FIELDS SUCH AS CRYPTOGRAPHY (BREAKING CERTAIN ENCRYPTION METHODS), OPTIMIZATION PROBLEMS (SOLVING COMPLEX PROBLEMS FASTER), AND SIMULATING QUANTUM SYSTEMS
QUANTUM SUPREMACY:
QUANTUM SUPREMACY REFERS TO THE POINT AT WHICH A QUANTUM COMPUTER CAN PERFORM A SPECIFIC TASK FASTER THAN THE MOST ADVANCED CLASSICAL COMPUTERS.
QUANTUM DECOHERENCE
QUANTUM COMPUTING HAS POTENTIAL APPLICATIONS IN FIELDS SUCH AS CRYPTOGRAPHY (BREAKING CERTAIN ENCRYPTION METHODS), OPTIMIZATION PROBLEMS (SOLVING COMPLEX PROBLEMS FASTER), AND SIMULATING QUANTUM SYSTEMS