We identified subunits of the CCR4 NOT CNOT deadenylase complex required for stable interaction with PUM1 2 and to elicit CNOT dependent repression Isoform level RNA sequencing revealed broad coregulation of target mRNAs through the PUM CNOT repression mechanism
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MPONINJA AVERIN CNOT
When constructing the matrices for the two CNOT based on the target and control qubit I can use reasoning If q0 0 everything simply passes through resulting in an Identity matrix style 1 0 0 1 in the top left If q0 1 we need to let q0 pass and swap q1 resulting in a Pauli X 0 1 1 0 in the bottom right
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Originally described by E Knill R Laflamme and GJ Milburn KLM in 2001 a controlled NOT CNOT gate flips the polarization state of the target photon conditional on the control photon
Cyber Notary CNOT
How to construct matrix of regular and flipped 2 qubit CNOT
Mponinja Averin Cnot
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MPO THAILAND AVERIN CNOT
We report the experimental demonstration of a controlled NOT CNOT quantum logic gate between motional and internal state qubits of a single ion where as opposed to previously demonstrated gates the conditional dynamics depends on the extent of the ion 39 s wave packet
The number of elementary gates to construct 4 qubit Toffoli gate C 3 X in the top circuits is 106 which consists of 36 CNOT gates and 70 single qubit gates The bottom of Fig 2 shows that the reduced gate has 11 elements which are equivalent to 16 CNOT gates and 29 single qubit gates This is an almost 60 reduction of the number of
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To build universal quantum computers an essential step is to realize the so called controlled NOT CNOT gate
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Human Pumilio proteins directly bind the CCR4 NOT deadenylase
MPOAJA AVERIN CNOT
Phys Rev Lett 89 267901 2002 Experimental
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Controlled NOT gate Wikipedia
Phys Rev A 69 010301 R 2004 Universal quantum
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In computer science the controlled NOT gate also C NOT or CNOT controlled X gate controlled bit flip gate Feynman gate or controlled Pauli X is a quantum logic gate that is an essential component in the construction of a gate based quantum computer
All optical quantum computation step 1 A controlled NOT
Mponinja Averin Cnot
SITUS MPO AVERIN CNOT
Supercompact Photonic Quantum Logic Gate on a Silicon Chip
Realization of a Knill Laflamme Milburn controlled NOT PNAS
KLM proposed a heralded controlled NOT CNOT gate for scalable quantum computation using a photonic quantum circuit to combine two such nonlinear elements Here we experimentally demonstrate a KLM CNOT gate
We consider quantum circuits made of controlled NOT CNOT gates and single qubit unitary gates and look for constructions that minimize the use of CNOT gates We show by means of an explicit quantum circuit that three CNOT gates are necessary
Quantum circuit optimization using quantum Karnaugh map PMC