'Sided confidence interval' presentation slideshows

Design and Statistical Analysis of Thorough QT (TQT) Studies

1.35k views • 65 slides

Joel Mefford meffordj@humgen.ucsf.edu

Methods to improve study accuracy and precision of estimates. Joel Mefford meffordj@humgen.ucsf.edu. 02/08/2013. Precision and Statistics. RGL Chapter 10. Example: Validity and Precision.

745 views • 63 slides

Chapter 4 Inference About Process Quality

883 views • 63 slides

Chapter 4 Inference About Process Quality

643 views • 63 slides

Supervised Classification of Feature-based Instances

Supervised Classification of Feature-based Instances. Simple Examples for Statistics-based Classification. Based on class-feature counts Contingency table: We will see several examples of simple models based on these statistics. C. ~ C. a. b. f. c. d. ~ f.

433 views • 41 slides

Regulatory Perspectives on the Thorough QT/QTc Study

Regulatory Perspectives on the Thorough QT/QTc Study . 2005 FDA/Industry Workshop Washington DC September 16, 2005 Juan (Joanne) Zhang, Ph.D. CDER/FDA *Acknowledgement: Drs. Stella Machado & George Rochester. Disclaimer.

465 views • 37 slides

Chapter 12 Statistical Inference: Other One-Sample Test Statistics

Chapter 12 Statistical Inference: Other One-Sample Test Statistics I One-Sample z Test for a Population Proportion, p A. Introduction to z Test for a Population Proportion . 1. The binomial function rule can be used to determine the probability of r

554 views • 29 slides

Chapter 12 Statistical Inference: Other One-Sample Test Statistics

Chapter 12 Statistical Inference: Other One-Sample Test Statistics I One-Sample z Test for a Population Proportion, p A. Introduction to z Test for a Population Proportion . 1. The binomial function rule can be used to determine the probability of r

291 views • 29 slides

Statistical Intervals for a Single Sample

Statistical Intervals for a Single Sample. Chapter 8. Construct confidence intervals on the mean of a normal distribution Construct confidence intervals on the variance and standard deviation of a normal distribution Construct confidence intervals on a population proportion.

1.62k views • 28 slides

Math 3680 Lecture #16 Confidence Intervals: Part 2

Math 3680 Lecture #16 Confidence Intervals: Part 2. One-Sided Confidence Intervals. In all of the previous problems, the confidence intervals for m were centered on the sample average.

386 views • 27 slides

Ch3 Inference About Process Quality

Ch3 Inference About Process Quality. Sampling from a Normal distribution Sampling from a Bernoulli distribution Sampling from a Poisson distribution Estimation of process parameter 5. Hypothesis testing. ? a ? Point estimator ? b ? Interval estimation ? confidence interval ?.

469 views • 21 slides

OVERTURE

OVERTURE. Milton Packer, M.D., FACC Columbia University College of Physicians and Surgeons Columbia Presbyterian Medical Center New York, NY. FDA Cardiovascular and Renal Drugs Advisory Committee Meeting July 19, 2002. Question.

533 views • 13 slides

Loss of Function variants and Transcription

Loss of Function variants and Transcription. Manuel Rivas, University of Oxford Geuvadis RNA Sequencing Analysis Meeting 15/04/2012. Loss of Function variants. (Putative) LoF variants: Splice site variants Nonsense and Readthrough mutations Frameshift indels .

421 views • 10 slides