Directed Study
Recorded 2026-10-14Directed Study
Directed Study involves projects arranged with a faculty member, focusing on proving or disproving mathematical statements using various argument techniques.
Summary
What you’ll be able to do
Recall and state the formal definitions of the mathematical objects and their properties used in an area of mathematics.
Use such definitions to argue that a mathematical object does or does not have the condition of being a particular type or having a particular property.
Recall and state the standard theorems of an area of mathematics and recall the arguments for these theorems and the underlying logic of their proofs.
Use such theorems in the context of longer arguments by examining their premises.
Prove or disprove statements related to the above definitions, properties, and theorems using techniques of mathematical argument (direct methods, indirect methods, constructing examples and counterexamples, induction, etc.).
Convey arguments using English and appropriate mathematical terminology, notation and grammar.
Identify applications of course content in areas of modern research.
Source: UW Guide
Grade history
↗No recorded grade history.
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Prerequisites
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- Consent of instructor
Professors
Spring 2027No instructors recorded for this selection.
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Calendar & sections
Spring 2027Schedule loads here as you scroll.
| Section | Mode | Enrolled / capacity | Waitlist |
|---|
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Meeting source records
No records available.
Student experience
the class
Directed study projects as arranged with a faculty member.
difficulty & workload
No workload feedback recorded.
Topics
- Formal definitions and properties of mathematical objects.
- Standard theorems and the logic of their proofs.
- Techniques of mathematical argument including direct/indirect methods and induction.
- Applications of mathematical content in modern research.
Skills
- Recalling and stating formal definitions of mathematical objects and their properties.
- Using definitions to argue about the type or properties of mathematical objects.
- Recalling standard theorems and the logic of their proofs.
- Applying theorems within longer mathematical arguments by examining premises.
- Proving or disproving statements using direct methods, indirect methods, examples, counterexamples, and induction.
- Conveying mathematical arguments using appropriate terminology, notation, and grammar.
- Identifying applications of mathematical content in modern research areas.
Grades
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Sources & history
Catalog & offerings
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Raw records
[
{
"run_id": "20261014T203208-0851c9a1",
"semester": "1274",
"observed_at": "2026-10-14 17:50:09.728220+00:00",
"offering_id": "1274:600:011709",
"course_id": "MATH 698",
"course_uid": "course_b29e90ca7f22f0d138916bb0",
"term_id": "1274",
"source_course_id": "011709",
"source_subject_id": "600",
"title": "Directed Study",
"credits_min": 1,
"credits_max": 3,
"typically_offered": "Occasionally"
}
]Student reviews
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Grade history
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Explore recorded gradesRecorded 2026-10-14
Model outputs & technical records
LLM outputs across runs
Full model traces
Recorded model configuration, reasoning, and tool conversations.
Model & dataset provenance
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"model_revision": "1d4bf0f2ff6012fd82039f2fa52739d0dd7c60c0",
"task_version": "17",
"output_id": "fd9305a4edf008570139c809a89560a73a8dfc3e64a2afcc2e292bc98988ab7e",
"requirements_status": "valid",
"dataset_revision": "fc1811fa52e581ea57a35c0cf3343f8740a8ffbf",
"observed_at": "2026-10-14 17:50:09.728220+00:00"
}