20 citations · 41 across the 9 of their papers we have counts for
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Probability Distributions of Positioning Errors for Some Forms of Center-of-Gravity Algorithms. Part II
Gregorio Landi, Giovanni E. Landi
The center of gravity is one of the most frequently used algorithm for position reconstruction with different analytical forms for the noise optimization. The error distributions o…
Positioning Error Probability for Some Forms of Center-of-Gravity Algorithms Calculated with the Cumulative Distributions. Part I
Gregorio Landi, Giovanni E. Landi
To complete a previous paper, the probability density functions of the center-of-gravity as positioning algorithm are derived with classical methods. These methods, as suggested by…
Probability Distributions of Positioning Errors for Some Forms of Center-of-Gravity Algorithms
Gregorio Landi, Giovanni E. Landi
The center of gravity is a widespread algorithm for position reconstruction in particle physics. For track fitting, its standard use is always accompanied by an easy guess for the…
Proofs of non-optimality of the standard least-squares method for track reconstructions
Gregorio Landi, Giovanni E. Landi
It is a standard criterium in statistics to define an optimal estimator the one with the minimum variance. Thus, the optimality is proved with inequality among variances of competi…