Pointer to related research (papers)
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Recently, I was reading a paper (arXiv:1804.03719 [cs.ET]), which had the following quote (the most relevant part has been bolded),
Quantum algorithms are often grouped into number-theory-based, oracle- based, and quantum simulation algorithms,
such as for instance on the excellent Quantum Zoo site [57], which is largely based on the main quantum algorithmic
paradigm that these algorithms use. These paradigms are the Quantum Fourier Transform (QFT), the Grover Operator
(GO), the Harrow/Hassidim/Lloyd (HHL) method for linear systems, variational quantum eigenvalue solver (VQE),
and direct Hamiltonian simulation (SIM). The fact that most known quantum algorithms are based on these few
paradigms in combination is remarkable and perhaps surprising. The discovery of additional quantum algorithm
paradigms, which should be the subject of intense research, could make quantum algorithms applicable across a much
wider range of applications.
I am very interested in exploring the topic of quantum algorithm paradigms. However, my usual approach of following the reference trail failed to unearth any relevant papers.
If anyone has any suggestions regarding where to look, or know any relevant papers, I would appreciate your input.
Thanks!
quantum-computing
asked Nov 20 at 5:27
Arthur-1
1196
add a comment |
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0
down vote
favorite
Recently, I was reading a paper (arXiv:1804.03719 [cs.ET]), which had the following quote (the most relevant part has been bolded),
Quantum algorithms are often grouped into number-theory-based, oracle- based, and quantum simulation algorithms,
such as for instance on the excellent Quantum Zoo site [57], which is largely based on the main quantum algorithmic
paradigm that these algorithms use. These paradigms are the Quantum Fourier Transform (QFT), the Grover Operator
(GO), the Harrow/Hassidim/Lloyd (HHL) method for linear systems, variational quantum eigenvalue solver (VQE),
and direct Hamiltonian simulation (SIM). The fact that most known quantum algorithms are based on these few
paradigms in combination is remarkable and perhaps surprising. The discovery of additional quantum algorithm
paradigms, which should be the subject of intense research, could make quantum algorithms applicable across a much
wider range of applications.
I am very interested in exploring the topic of quantum algorithm paradigms. However, my usual approach of following the reference trail failed to unearth any relevant papers.
If anyone has any suggestions regarding where to look, or know any relevant papers, I would appreciate your input.
Thanks!
quantum-computing
asked Nov 20 at 5:27
Arthur-1
1196
It might be better to post this question to quantumcomputing.stackexchange.com, there are a lot of quantum students and researchers there who should be able to point you to relevant resources.
– Mariia Mykhailova
Nov 20 at 18:30
Did not know that existed, thanks!
– Arthur-1
Nov 20 at 21:58
add a comment |
up vote
0
down vote
favorite
up vote
0
down vote
favorite
Recently, I was reading a paper (arXiv:1804.03719 [cs.ET]), which had the following quote (the most relevant part has been bolded),
Quantum algorithms are often grouped into number-theory-based, oracle- based, and quantum simulation algorithms,
such as for instance on the excellent Quantum Zoo site [57], which is largely based on the main quantum algorithmic
paradigm that these algorithms use. These paradigms are the Quantum Fourier Transform (QFT), the Grover Operator
(GO), the Harrow/Hassidim/Lloyd (HHL) method for linear systems, variational quantum eigenvalue solver (VQE),
and direct Hamiltonian simulation (SIM). The fact that most known quantum algorithms are based on these few
paradigms in combination is remarkable and perhaps surprising. The discovery of additional quantum algorithm
paradigms, which should be the subject of intense research, could make quantum algorithms applicable across a much
wider range of applications.
I am very interested in exploring the topic of quantum algorithm paradigms. However, my usual approach of following the reference trail failed to unearth any relevant papers.
If anyone has any suggestions regarding where to look, or know any relevant papers, I would appreciate your input.
Thanks!
quantum-computing
asked Nov 20 at 5:27
Arthur-1
1196
Recently, I was reading a paper (arXiv:1804.03719 [cs.ET]), which had the following quote (the most relevant part has been bolded),
Quantum algorithms are often grouped into number-theory-based, oracle- based, and quantum simulation algorithms,
such as for instance on the excellent Quantum Zoo site [57], which is largely based on the main quantum algorithmic
paradigm that these algorithms use. These paradigms are the Quantum Fourier Transform (QFT), the Grover Operator
(GO), the Harrow/Hassidim/Lloyd (HHL) method for linear systems, variational quantum eigenvalue solver (VQE),
and direct Hamiltonian simulation (SIM). The fact that most known quantum algorithms are based on these few
paradigms in combination is remarkable and perhaps surprising. The discovery of additional quantum algorithm
paradigms, which should be the subject of intense research, could make quantum algorithms applicable across a much
wider range of applications.
I am very interested in exploring the topic of quantum algorithm paradigms. However, my usual approach of following the reference trail failed to unearth any relevant papers.
If anyone has any suggestions regarding where to look, or know any relevant papers, I would appreciate your input.
Thanks!
quantum-computing
quantum-computing
asked Nov 20 at 5:27
Arthur-1
1196
asked Nov 20 at 5:27
Arthur-1
1196
asked Nov 20 at 5:27
Arthur-1
1196
asked Nov 20 at 5:27
Arthur-1
1196
asked Nov 20 at 5:27
Arthur-1
1196
1196
It might be better to post this question to quantumcomputing.stackexchange.com, there are a lot of quantum students and researchers there who should be able to point you to relevant resources.
– Mariia Mykhailova
Nov 20 at 18:30
Did not know that existed, thanks!
– Arthur-1
Nov 20 at 21:58
add a comment |
It might be better to post this question to quantumcomputing.stackexchange.com, there are a lot of quantum students and researchers there who should be able to point you to relevant resources.
– Mariia Mykhailova
Nov 20 at 18:30
Did not know that existed, thanks!
– Arthur-1
Nov 20 at 21:58
It might be better to post this question to quantumcomputing.stackexchange.com, there are a lot of quantum students and researchers there who should be able to point you to relevant resources.
– Mariia Mykhailova
Nov 20 at 18:30
It might be better to post this question to quantumcomputing.stackexchange.com, there are a lot of quantum students and researchers there who should be able to point you to relevant resources.
– Mariia Mykhailova
Nov 20 at 18:30
Did not know that existed, thanks!
– Arthur-1
Nov 20 at 21:58
Did not know that existed, thanks!
– Arthur-1
Nov 20 at 21:58
add a comment |
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It might be better to post this question to quantumcomputing.stackexchange.com, there are a lot of quantum students and researchers there who should be able to point you to relevant resources.
– Mariia Mykhailova
Nov 20 at 18:30
Did not know that existed, thanks!
– Arthur-1
Nov 20 at 21:58