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- W2562078052 abstract "Quantum computing requires qubits, which obey the laws of quantum mechanics and therefore behave very dierently from classical bits. This dierence can allow quantum computers to achieve massive levels of parallelism impossible on a classical computer. As a result, certain problems that are in NP but highly parallelizable can be solved by quantum computers in polynomial time. Quantum computers have the capacity to drastically change the computing world, but they are complex and dicult to implement; to study them, we often look to simulators that can bypass many of the roadblocks inhibiting our path to a true quantum computer. A simulated quantum annealer takes advantage of the adiabatic theorem to solve problems by transitioning from a simple to complex quantum state while maintaining minimal energy. We simulate these quantum states, energies, and transitions on classical machines by mathematical abstractions for proof of concept and to circumvent the complications of physical implementation. To do this, we solve 3SAT on a classical machine simulating how it would be solved by quantum annealing." @default.
- W2562078052 created "2017-01-06" @default.
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- W2562078052 date "2014-01-01" @default.
- W2562078052 modified "2023-09-27" @default.
- W2562078052 title "Simulated Quantum Annealer" @default.
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