Pages that link to "Item:Q4400347"
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The following pages link to A proof of the Fisher information inequality via a data processing argument (Q4400347):
Displaying 18 items.
- Basic inequalities for weighted entropies (Q304028) (← links)
- Extreme Fisher information, non-equilibrium thermodynamics and reciprocity relations (Q657531) (← links)
- Some inequalities related to the Stam inequality. (Q834017) (← links)
- Stam inequality on \(\mathbb Z_n\) (Q947189) (← links)
- Weighted entropy: basic inequalities (Q1686352) (← links)
- An alternative proof for the minimum Fisher information of Gaussian distribution (Q1711143) (← links)
- Ensuring privacy with constrained additive noise by minimizing Fisher information (Q1716667) (← links)
- Asymptotics of Fisher information under weak perturbation (Q1925339) (← links)
- AIMS: average information matrix splitting (Q2063338) (← links)
- Contribution to the theory of Pitman estimators (Q2253983) (← links)
- A note on weighted least square distribution fitting and full standardization of the empirical distribution function (Q2273028) (← links)
- Geometric inequalities from phase space translations (Q2963289) (← links)
- (Q3166028) (← links)
- INEQUALITIES FOR THE DEPENDENT GAUSSIAN NOISE CHANNELS BASED ON FISHER INFORMATION AND COPULAS (Q5056635) (← links)
- (Q5149029) (← links)
- The conditional entropy power inequality for Gaussian quantum states (Q5178213) (← links)
- Ridge regression and asymptotic minimax estimation over spheres of growing dimension (Q5963493) (← links)
- Do price trajectory data increase the efficiency of market impact estimation? (Q6587733) (← links)