Results 191 to 200 of about 910,710 (254)

Chaotic cosine and logistic map based robust image encryption with dual-stage confusion-diffusion architecture. [PDF]

Sci Rep
Amutha R, Phamila AV.
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Treatment Response Trajectories of Epipharyngeal Abrasive Therapy (EAT) in Chronic Nasopharyngitis: Phenotypic Classification Into Early, Delayed, and Non-Responders Based on ΔEAT With Outcome Stratification. [PDF]

Cureus
Hirobumi I.
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Importance of balanced datasets with feature selection and ensemble methods on heart disease classification using distinctive machine learning techniques: a comparative analysis. [PDF]

Sci Rep
Ara J, Bhuiyan H, Roza II, Nahin ASM.
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Debridement, Antibiotics, and Implant Retention (DAIR) Protocol for the Management of Early Periprosthetic Joint Infections: An Eight-Year Single-Centre Experience. [PDF]

J Clin Med
Grajek A, Chaberek S, Grzelecki D.
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Predictors of Pathological Complete Response and Patient-Reported Outcomes During Neoadjuvant Chemotherapy in Early Breast Cancer: A Single-Center Retrospective Cohort Study. [PDF]

Cureus
Komporaly IA, Gheorghe AS, Iovanescu EA, Kajanto LA, Georgescu B, Stanculeanu D.   +5 more
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Seasonality and clinical characteristics of influenza-like illness and severe acute respiratory infection in children under 5 years in Cox's Bazar, Bangladesh (2021-2023). [PDF]

IJID Reg
Zabir MOH, Habib MA, Monalisa, Rahman MM, Ayman AN, Ahmed QZ, Rahman U, Hossain R, Shirin T.   +8 more
europepmc   +1 more source

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A Sequential Chi-Square Test

Theory of Probability & Its Applications, 1985
The author considers a sequence of discrete random variables \((X_ i)_{i=1,2,...}\) where the probability distribution for \(i>\theta\) is different from the one for \(i\leq \theta\). A sequential chi-square test is proposed for the hypotheses on the unknown parameter \(\theta\).
Germogenov, A. P., Ronzhin, A. F.
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The Application of the Chi-Squared Test

The Mathematical Gazette, 1971
Suppose that we open a telephone directory and select any column which consists entirely of personal names. The last digit of each telephone number would seem to have no preferred value. For example, the middle column on p. 417 of the 1970 Newcastle upon Tyne directory contains 109 names, and the frequencies for 0,1,…, 9 are as follows.
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