Householder factorizations of unitary matrices

J Urías - Journal of mathematical physics, 2010 - pubs.aip.org
A method to construct all representations of finite dimensional unitary matrices as the
product of Householder reflections is given. By arbitrarily severing the state space into …

[引用][C] Householder factorizations of unitary matrices

J Urías - Journal of Mathematical Physics, 2010 - pubs.aip.org
The strong superposition principle of quantum mechanics tells us that every orthonormal
basis represents an exhaustive test. In his book, 1 Peres took note that the principle does not …

[引用][C] Householder factorizations of unitary matrices

J URIAS - Journal of mathematical physics, 2010 - pascal-francis.inist.fr
Householder factorizations of unitary matrices CNRS Inist Pascal-Francis CNRS Pascal and
Francis Bibliographic Databases Simple search Advanced search Search by classification …

Householder factorizations of unitary matrices

J Urías - Journal of Mathematical Physics, 2010 - ui.adsabs.harvard.edu
A method to construct all representations of finite dimensional unitary matrices as the
product of Householder reflections is given. By arbitrarily severing the state space into …

[PDF][PDF] Householder factorizations of unitary matrices

J Urıas - ifisica.uaslp.mx
A method to construct all representations of finite dimensional unitary matrices as the
product of Householder reflections is given. By arbitrarily severing the state space into …

[PDF][PDF] Householder factorizations of unitary matrices

J Urıas - academia.edu
A method to construct all representations of finite dimensional unitary matrices as the
product of Householder reflections is given. By arbitrarily severing the state space into …

[PDF][PDF] Householder factorizations of unitary matrices

J Urıas - ifisica.uaslp.mx
A method to construct all representations of finite dimensional unitary matrices as the
product of Householder reflections is given. By arbitrarily severing the state space into …

[引用][C] Householder factorizations of unitary matrices

J URIAS - Journal of mathematical physics, 2010 - American Institute of Physics