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Coverage of Confidence Intervals calculated in the Presence of Systematic Uncertainties,
Jan Conrad et al.,
Advanced Statistical Techniques in Particle Physics, Durham, UK, 18-22 March 2002.
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Limits setting in difficult cases and the Strong Confidence approach,
Giovanni Punzi,
Advanced Statistical Techniques in Particle Physics, Durham, UK, 18-22 March 2002.
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An Application of the Strong Confidence to the CHOOZ Experiment with Frequentist Inclusion of Systematics,
D. Nicolo nd G. Signorelli,
Advanced Statistical Techniques in Particle Physics, Durham, UK, 18-22 March 2002.
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The Profiled Feldman-Cousins technique for confidence interval construction in the presence of nuisance parameters,
M. A. Acero et al.
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arXiv:2207.14353,
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Learning Uncertainties the Frequentist Way: Calibration and Correlation in High Energy Physics,
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Nested sampling for frequentist computation: fast estimation of small $p$-values,
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Sensitivity optimization of multichannel searches for new signals,
Giovanni Punzi,
arXiv:2011.11770,
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Efficient Neutrino Oscillation Parameter Inference with Gaussian Process,
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Combining Neutrino Oscillation Experiments with the Feldman-Cousins Method,
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Limits, discovery and cut optimization for a Poisson process with uncertainty in background and signal efficiency: TRolke 2.0,
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What is the probability that $\theta_{13}$ and CP violation will be discovered in future neutrino oscillation experiments?,
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Frequentistic quantum state discrimination,
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A Maximum Likelihood Analysis of the Low CMB Multipoles from WMAP,
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Variations on KamLAND: likelihood analysis and frequentist confidence regions,
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Statistics of the Chi-Square Type, with Application to the Analysis of Multiple Time-Series Power Spectra,
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A Modified chi^2-Test for CMB Analyses,
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Estimation of Goodness-of-Fit in Multidimensional Analysis Using Distance to Nearest Neighbor,
Ilya Narsky,
arXiv:physics/0306171,
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Goodness-of-fit Statistics and CMB Data Sets,
M. Douspis, J.G. Bartlett, A. Blanchard,
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Uncertainties of predictions from parton distributions. I: experimental errors,
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C28
arXiv:hep-ph/0211080.
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Multivariate Analysis from a Statistical Point of View,
K. S. Cranmer,
C030908
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PHYSTAT2003, SLAC, Stanford, Ca, USA, 8-11 Sep 2003.
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CL$_s$ Method at Gaussian Limit to Present Searches,
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Confidence level computation for combining searches with small statistics,
Thomas Junk,
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arXiv:hep-ex/9902006.
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Presentation of search results: The $\text{CL}_s$ technique,
Alexander L. Read,
G28
Advanced Statistical Techniques in Particle Physics, Durham, UK, March 18-22, 2002.
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Nonparametric Methods for Doubly Truncated Data,
Bradley Efron, Vahe Petrosian,
arXiv:astro-ph/9808334,
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Application of the bootstrap statistical method to the tau decay mode problem,
K. G. Hayes, Martin L. Perl, Bradley Efron,
D39
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Likelihood ratio intervals with Bayesian treatment of uncertainties: coverage, power and combined experiments,
Jan Conrad, Fredrik Tegenfeldt,
arXiv:physics/0511055,
PhyStat2005, Oxford, UK, Sept 2005, Imperial College Press.
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Deriving laws from ordering relations,
Kevin H. Knuth,
G30
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Bayesian Inference and Maximum Entropy Methods in Science and Engineering, Jackson Hole WY 2003.
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A Measure of the Goodness of Fit in Unbinned Likelihood Fits; End of Bayesianism?,
Rajendran Raja,
C030908
arXiv:physics/0401133.
PHYSTAT2003, SLAC, Stanford, Ca, USA, 8-11 Sep 2003.
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Asymmetric Errors,
Roger Barlow,
C030908
arXiv:physics/0401042.
PHYSTAT2003, SLAC, Stanford, Ca, USA, 8-11 Sep 2003.
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A unified approach to understanding statistics,
Fred James,
C030908
PHYSTAT2003, SLAC, Stanford, Ca, USA, 8-11 Sep 2003.
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Definition and treatment of systematic uncertainties in high energy physics and astrophysics,
Pekka Sinervo,
C030908
PHYSTAT2003, SLAC, Stanford, Ca, USA, 8-11 Sep 2003.
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Likelihood inference in the presence of nuisance parameters,
N. Reid, D.A.S. Fraser,
C030908
PHYSTAT2003, SLAC, Stanford, Ca, USA, 8-11 Sep 2003.
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Signal Significance in Particle Physics,
Pekka K. Sinervo,
arXiv:hep-ex/0208005,
Advanced Statistical Techniques in Particle Physics, Durham, March 2002.
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Signal significance in the presence of systematic and statistical uncertainties,
S. I. Bityukov,
09
arXiv:hep-ph/0207130.
8th International Workshop on Advanced Computing and Analysis Techniques in Physics Research (ACAT 2002), Moscow, Russia, 24-28 June 2002.
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Systematic errors: Facts and fictions,
Roger Barlow,
arXiv:hep-ex/0207026,
Advanced Statistical Techniques in Particle Physics, Durham, March 2002.
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Statistical practice at the Belle experiment, and some questions,
Bruce Yabsley,
G28
arXiv:hep-ex/0207006.
Advanced Statistical Techniques in Particle Physics, Durham, March 2002.
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Uncertainties on parton related quantities,
R. S. Thorne,
G28
arXiv:hep-ph/0205235.
Advanced Statistical Techniques in Particle Physics, Durham, March 2002.
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Questions on uncertainties in parton distributions,
R. S. Thorne et al.,
G28
arXiv:hep-ph/0205233.
Advanced Statistical Techniques in Particle Physics, Durham, March 2002.
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Uncertainties and Discovery Potential in Planned Experiments,
S. I. Bityukov, N. V. Krasnikov,
arXiv:hep-ph/0204326,
Advanced Statistical Techniques in Particle Physics, Durham, March 2002.
http://www.ippp.dur.ac.uk/Workshops/02/statistics/papers/bitioukov_astpp.ps.gz. Advanced Statistical Techniques in Particle Physics'>Advanced Statistical Techniques in Particle Physics.
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Answers to Fred James' 'Comments on a paper by Garzelli and Giunti',
C. Giunti,
Advanced Statistical Techniques in Particle Physics, Durham, March 2002.
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Comments on a paper by Garzelli and Giunti,
F. James,
Advanced Statistical Techniques in Particle Physics, Durham, March 2002.
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Credibility of Confidence Intervals,
Dean Karlen,
Advanced Statistical Techniques in Particle Physics, Durham, March 2002.
http://www.ippp.dur.ac.uk/Workshops/02/statistics/papers/karlen_credibility.pdf. Advanced Statistical Techniques in Particle Physics'>Advanced Statistical Techniques in Particle Physics.
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Confidence Limits and their Errors,
Rajendran Raja,
Advanced Statistical Techniques in Particle Physics, Durham, March 2002.
http://www.ippp.dur.ac.uk/Workshops/02/statistics/papers/raja_limits.ps.gz. Advanced Statistical Techniques in Particle Physics'>Advanced Statistical Techniques in Particle Physics.
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The Fermi's Bayes Theorem,
G. D'Agostini,
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arXiv:physics/0509080.
[Cherrington:2005zp]
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