Difference between revisions of "Univariate data analysis"
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:{| class="wikitable" | :{| class="wikitable" | ||
|- | |- | ||
! | ! Tasks to do first | ||
! Quiz | ! Quiz | ||
! Solution | ! Solution | ||
|- | |- | ||
| | | Complete steps 10, 11, 12 and 13 of the [http://learnche.mcmaster.ca/4C3/Software_tutorial software tutorial] | ||
(also steps 1 through 9) | |||
| [https://docs.google.com/document/d/1UHoVz0Gi9eazCYpvtIzRlP79RmjtjxERS5xka5ZBkps Quiz] | | [https://docs.google.com/document/d/1UHoVz0Gi9eazCYpvtIzRlP79RmjtjxERS5xka5ZBkps Quiz] | ||
| [https://docs.google.com/document/d/1lMSDnUVTZ6X-uIbC7iUc1UKk7QvQWrngm8LDm1r8RuI Solution] | | [https://docs.google.com/document/d/1lMSDnUVTZ6X-uIbC7iUc1UKk7QvQWrngm8LDm1r8RuI Solution] | ||
|- | |- | ||
| Watch videos | | Watch videos 1, 2, 3 and 4 | ||
| [https://docs.google.com/document/d/19NnM1v7yut1q0HFaHMQmNg6zMH2UPN1rrHZl7l38qBI Quiz] | | [https://docs.google.com/document/d/19NnM1v7yut1q0HFaHMQmNg6zMH2UPN1rrHZl7l38qBI Quiz] | ||
| [https://docs.google.com/document/d/1YcF4PxxfQqnz4UqgGZMWv3zfFmmjB7uSkNfQ9XMe97A Solution] | | [https://docs.google.com/document/d/1YcF4PxxfQqnz4UqgGZMWv3zfFmmjB7uSkNfQ9XMe97A Solution] | ||
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| [https://docs.google.com/document/d/10h2qavaw08AYC5qGAWyemXrgro0F-ARBaDnoE52S77Y Solution] | | [https://docs.google.com/document/d/10h2qavaw08AYC5qGAWyemXrgro0F-ARBaDnoE52S77Y Solution] | ||
|} | |} | ||
* A [http://www.r-fiddle.org/#/fiddle?id=49eUbRMk demonstration of R] | * A [http://www.r-fiddle.org/#/fiddle?id=49eUbRMk demonstration of R] | ||
* [[Tables_of_the_normal_and_t-distribution| Using tables of the normal distribution]] | * [[Tables_of_the_normal_and_t-distribution| Using tables of the normal distribution]] |
Revision as of 19:14, 2 January 2016
Learning outcomes
- The study of variability important to help answer: "what happened?"
- Univariate tools such as the histogram, median, MAD, standard deviation, quartiles will be reviewed from prior courses (as a refresher)
- The normal and t-distribution will be important in our work: what are they, how to interpret them, and use tables of these distributions
- The central limit theorem will be explained conceptually: you cannot finish a course on stats without knowing the key result from this theorem.
- Using and interpreting confidence intervals will be crucial in all the modules that follow.
Extended readings
- New Boeing planes will generate 0.5 TB of data per flight. Read about this, and other sources of data: "every piece of that plane has an internet connection, from the engines to the flaps to the landing gear".
- All students, but especially the 600-level students should read the article by Peter J. Rousseeuw, Tutorial to Robust Statistics it is easy to read, and contains so much useful content.
Resources
- Class notes 2015
- Class notes 2014
- Textbook, chapter 2
- Quizzes (with solutions): attempt these after you have watched the videos
Tasks to do first Quiz Solution Complete steps 10, 11, 12 and 13 of the software tutorial (also steps 1 through 9)
Quiz Solution Watch videos 1, 2, 3 and 4 Quiz Solution Watch videos 7, 8 and 9 Quiz Solution Watch videos 10, 11, and 12 Quiz Solution Watch videos 13, 14 Quiz Solution Watch videos 15, 16 Quiz Solution
Class videos from prior years
Videos from 2015
- Introduction [05:59]
- Histograms [04:50]
- Basic terminology [06:41]
- Outliers, medians and MAD [04:42]
- The central limit theorem [06:56]
- The normal distribution, and standardizing variables [05:54]
- Normal distribution notation and using tables and R [05:48]
- Checking if data are normally distributed [05:57]
- Introducing the idea of a confidence interval [covered in class]
- Confidence intervals when we don't know the variance [07:59]
- Interpreting the confidence interval [07:52]
- A worked example: calculating and interpreting the CI [03:37]
- A motivating example to see why tests for differences are important [08:29]
- The mathematical derivation for a confidence interval for differences [covered in class]
- Using the confidence interval to test for differences to solve the motivating example [covered in class]
- Confidence intervals for paired tests: theory and an example [11:59]
05:59 | Download video | Download captions | Script |
04:50 | Download video | Download captions | Script |
06:41 | Download video | Download captions | Script |
04:42 | Download video | Download captions | Script |
06:56 | Download video | Download captions | Script |
05:54 | Download video | Download captions | Script |
05:48 | Download video | Download captions | Script |
05:57 | Download video | Download captions | Script |
Covered in class | No video | Script |
07:59 | Download video | Download captions | Script |
07:52 | Download video | Download captions | Script |
03:37 | Download video | Download captions | Script |
08:29 | Download video | Download captions | Script |
Audio only | No video | Script |
Audio only | No video | Script |
11:59 | Download video | Download captions | Script |
Videos from 2014
Videos from 2013