Classical computers — the devices on which this article was written and on which you are reading it — operate on a binary logic of 0s and 1s. Every calculation, every image, every piece of music and every financial transaction is ultimately reducible to combinations of these two states. Quantum computers operate on a fundamentally different principle, exploiting quantum mechanical phenomena — superposition, entanglement, and quantum interference — to process information in ways that classical computing cannot replicate at any scale. This is not simply a matter of being faster. Quantum computers are architecturally different from classical computers in a way that makes them uniquely suited to solving specific categories of problems — drug discovery molecular simulation, cryptographic analysis, optimisation problems with millions of variables, and the simulation of quantum systems — that are practically intractable for classical machines. This article provides a scientifically accurate and conceptually accessible explanation of quantum computing, examining the six core concepts that distinguish it: superposition (qubits existing in multiple states simultaneously), entanglement (the correlation of quantum states across physical distance), quantum interference (the amplification of correct answers and cancellation of errors), decoherence (the primary engineering challenge), quantum gates (the operations that replace classical logic gates), and quantum advantage (the specific domains where quantum computing genuinely outperforms classical systems). Drawing on research from IBM Quantum, Google AI's quantum supremacy claims, and the philosophical parallels between quantum non-locality and the Vedantic concept of Akasha (the fifth element of interconnected space), the article makes quantum computing genuinely comprehensible without sacrificing scientific accuracy.
Narayan Rout (Thu,) studied this question.