The exact lower bound on the sum of the information entropies is obtained for arbitrary pairs of observables in two-dimensional Hilbert space. The result coincides with that given by Garrett and Gull for the particular case of real transformation matrices and state vectors. A weaker analytical bound is also obtained.Publicad
We have obtained the optimal upper bound of entropic uncertainty relation for N Mutually Unbiased Ba...
The entropic uncertainty relation for sets of $N+1$ complementary observables $\{A_r\}$ existing in ...
We consider the uncertainty between two pairs of local projective measurements performed on a multip...
The exact lower bound on the sum of the information entropies is obtained for arbitrary pairs of obs...
We derive an optimal entropic uncertainty relation for an arbitrary pair of observables in a two-dim...
We revisit generalized entropic formulations of the uncertainty principle for an arbitrary pair of q...
International audienceWe revisit entropic formulations of the uncertainty principle (UP) for an arbi...
We analyze entropic uncertainty relations for two orthogonal measurements on a N-dimensional Hilbert...
The exact upper and lower bounds on the sum of the information entropies of three spin-1/2 operators...
5 pages, 1 figure.-- PACS nrs.: 03.65.-w; 03.65.Ta; 03.67.−a.-- ArXiv pre-print available at: http:/...
We analyze entropic uncertainty relations in a finite-dimensional Hilbert space and derive several s...
Entropic uncertainty relations in a finite-dimensional Hilbert space are investigated. Making use of...
Entropic uncertainty relations in a finite-dimensional Hilbert space are investigated. Making use of...
We have obtained the optimal upper bound of entropic uncertainty relation for N Mutually Unbiased Ba...
The entropic uncertainty relation for sets of $N+1$ complementary observables $\{A_r\}$ existing in ...
We consider the uncertainty between two pairs of local projective measurements performed on a multip...
The exact lower bound on the sum of the information entropies is obtained for arbitrary pairs of obs...
We derive an optimal entropic uncertainty relation for an arbitrary pair of observables in a two-dim...
We revisit generalized entropic formulations of the uncertainty principle for an arbitrary pair of q...
International audienceWe revisit entropic formulations of the uncertainty principle (UP) for an arbi...
We analyze entropic uncertainty relations for two orthogonal measurements on a N-dimensional Hilbert...
The exact upper and lower bounds on the sum of the information entropies of three spin-1/2 operators...
5 pages, 1 figure.-- PACS nrs.: 03.65.-w; 03.65.Ta; 03.67.−a.-- ArXiv pre-print available at: http:/...
We analyze entropic uncertainty relations in a finite-dimensional Hilbert space and derive several s...
Entropic uncertainty relations in a finite-dimensional Hilbert space are investigated. Making use of...
Entropic uncertainty relations in a finite-dimensional Hilbert space are investigated. Making use of...
We have obtained the optimal upper bound of entropic uncertainty relation for N Mutually Unbiased Ba...
The entropic uncertainty relation for sets of $N+1$ complementary observables $\{A_r\}$ existing in ...
We consider the uncertainty between two pairs of local projective measurements performed on a multip...
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