Pages that link to "Item:Q697267"
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The following pages link to The probability distribution of the GPS baseline for a class of integer ambiguity estimators (Q697267):
Displaying 15 items.
- GPS double difference statistics: With and without using satellite geometry (Q697129) (← links)
- A canonical theory for short GPS baselines. I: The baseline precision (Q697144) (← links)
- A canonical theory for short GPS baselines. IV: Precision versus reliability (Q697163) (← links)
- Success probability of integer GPS ambiguity rounding and bootstrapping (Q697229) (← links)
- Theory of integer equivariant estimation with application to GNSS (Q705009) (← links)
- GPS position time-series analysis based on asymptotic normality of M-estimation (Q727438) (← links)
- The Bayesian approach applied to GPS ambiguity resolution. A mixture model for the discrete-real ambiguities alternative (Q1771967) (← links)
- The success rate and precision of GPS ambiguities. (Q1862538) (← links)
- Maximum-likelihood ambiguity resolution based on Bayesian principle. (Q1862591) (← links)
- The probability distribution of the ambiguity bootstrapped GNSS baseline. (Q1862601) (← links)
- Confidence regions for GPS baselines by Bayesian statistics (Q1862630) (← links)
- Influence of ambiguity precision on the success rate of GNSS integer ambiguity bootstrapping (Q2477781) (← links)
- Least-squares prediction in linear models with integer unknowns (Q2477782) (← links)
- Gauss von Mises Distribution for Improved Uncertainty Realism in Space Situational Awareness (Q2938445) (← links)
- CramÉr–Rao Bound Analysis of Positioning Approaches in GNSS Receivers (Q4569885) (← links)
