Johns Hopkins University
Data Science Decisions in Time:Sequential Hypothesis Testing
Johns Hopkins University

Data Science Decisions in Time:Sequential Hypothesis Testing

This course is part of Data Science Decisions in Time Specialization

Taught in English

Thomas Woolf

Instructor: Thomas Woolf

Included with Coursera Plus

Course

Gain insight into a topic and learn the fundamentals

Intermediate level

Recommended experience

24 hours (approximately)
Flexible schedule
Learn at your own pace

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Recently updated!

August 2024

Assessments

5 quizzes, 6 assignments

Course

Gain insight into a topic and learn the fundamentals

Intermediate level

Recommended experience

24 hours (approximately)
Flexible schedule
Learn at your own pace

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This course is part of the Data Science Decisions in Time Specialization
When you enroll in this course, you'll also be enrolled in this Specialization.
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There are 6 modules in this course

We extend Wald's ideas for sequential hypothesis testing to a new -- and closely related -- problem. In this second course we evaluate how best to choose from a set of hypothesis for sequentially arriving data. This has many modern applications, for example how best to set a price for a new product, what is the best therapy for a patient, how to determine the rare events in a stream of visual images and many many more. We begin by examining a type of visual search for the 'odd one out' and then build from that first week.

What's included

3 videos1 reading1 quiz1 assignment

Searching within an ordered hierarchical setting can improve the search. But, it is not immediately obvious how to setup the data structure to support this type of search. In this part of the course we explore how to define a biased walk, based on information, to quickly find an 'odd one out'. From this concept of walking along a tree structure, we then move into thinking about how to best setup that tree structure.

What's included

3 videos1 reading1 quiz1 assignment

Many real-world applications have extremely large action and/or hypothesis spaces. For the application of Chernoff's ideas there has to be a way to apply the algorithms quickly at scale. In this set of material we examine how approximations may work and how Chernoff's ideas have been extended to different types of problems.

What's included

3 videos1 reading1 quiz1 assignment

The ideas that we have been exploring can also be applied to data slices collected at disparate windows in time, can be applied to improving MRI scans and can be applied to molecular protein design. These applications all share the concept of using sequential hypothesis testing to improve understanding. In addition, all three of these ideas are under active code development.

What's included

3 videos1 reading1 quiz1 assignment

In our fifth week we explore how to move beyond the 'odd one out' and into multiple hypothesis testing for streams of data. This could be for setting a dosage level on a medication or on how to identify objects in a set of images.

What's included

5 videos1 reading1 quiz1 assignment

What's included

1 assignment

Instructor

Thomas Woolf
Johns Hopkins University
4 Courses285 learners

Offered by

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