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introduction to quantum computing

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|0 and |1 - correct answerConstitute a basis for the qubit Hilbert space |sigma - correct answerFull description of the system Born's Rule - correct answerGives probability of a particular measurement of an operator A Born's Rule States - correct answerMeasured results will be on the eigenvalues, λj of A Collapse Hypothesis - correct answerImmediately after measurement by A with result a, the system is described by state vector |a couplings or bonds - correct answerJi,j = Jij degenerate - correct answerif more than one state has the same value of EGS. Deterministic Quantum Computing (DQC1 ) - correct answerprocedure to show a Qbit is different from a Cbit entangled - correct answerstates which can't be written as Kronecker products factorizable - correct answercan be formed from a Kronecker product of single Qbit states graph - correct answerJij arrangement forms a ___ ground state - correct answerlowest energy state or the eigenvalue of the Hamiltonian with the lowest value

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Introduction To Quantum Computing
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Introduction to quantum computing

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introduction to quantum computing
|0> and |1> - correct answerConstitute a basis for the qubit Hilbert space

|sigma> - correct answerFull description of the system

Born's Rule - correct answerGives probability of a particular measurement of an
operator A

Born's Rule States - correct answerMeasured results will be on the eigenvalues, λj of A

Collapse Hypothesis - correct answerImmediately after measurement by A with result a,
the system is described by state vector |a>

couplings or bonds - correct answerJi,j = Jij

degenerate - correct answerif more than one state has the same value of EGS.

Deterministic Quantum Computing (DQC1 ) - correct answerprocedure to show a Qbit is
different from a Cbit

entangled - correct answerstates which can't be written as Kronecker products

factorizable - correct answercan be formed from a Kronecker product of single Qbit
states

graph - correct answerJij arrangement forms a ___

ground state - correct answerlowest energy state or the eigenvalue of the Hamiltonian
with the lowest value

Ket or Wavefunction - correct answerThe state of the system

lattice - correct answerregular graph

maximally entangled - correct answerif when we form pa for a single qubit, it is
proportional to the 2x2 identity matrix

Measurement operators - correct answerQuantum measurements are described by a
collection of

N-qubit register - correct answerIs spanned by basis vectors that are direct products of
n-qubits

nodes - correct answerthe spins are at the ___ of the graph

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Introduction to quantum computing
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Introduction to quantum computing

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