Course calendar

See our course calendar for material covered each week.

Time and location

MWF 1:10-2:00pm
Gaines Hall 243

Instructor contact information

Dr. Stacey Hancock
email:
Office: Wilson 2-195
Phone: (406) 993-5350

Virtual office hours: See D2L for Zoom link.

  • Mon 2:30-3:30pm
  • Wed 3:10-4:00pm
  • Thur 1:20-2:00pm
  • By appointment - Please feel free to email me to schedule an appointment outside of office hours.

Prerequisites

STAT 422: Mathematical Statistics. If you have not taken the equivalent of an undergraduate year-long sequence in mathematical statistics, please speak to the instructor.

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Course materials

Textbook

The required textbook for the course (and one that you’ll want to save for the rest of your career!) is Statistical Inference, 2nd edition by Casella and Berger, 2002.

Statistical computing

We will be using the statistical software R through the IDE RStudio for simulations, data visualization, and statistical analyses. Students have four options for accessing this free software:

  1. Download to your own laptop. (Note R and RStudio will not run on iPad, notebooks, or Chromebooks. If you have one of these devices, see the cloud-based option below.)

  2. Use RStudio through the RStudio Cloud. This resource allows you to use RStudio through a web browser. It is free for use, but it does limit you to a certain number of project hours per month.

  3. Use RStudio through an MSU virtual machine.

  4. Use RStudio in an MSU on-campus computer lab.

View this tutorial video on installing R and RStudio if you would like additional installation instructions.

Learning management

  • D2L: Announcements, gradebook, discussion forums.
    • Important: Make sure you are receiving email notifications for any D2L activity. In D2L, click on your name, then Notifications. Check that D2L is using an email address that you regularly check; you have the option of registering a mobile number. Check the boxes to get notifications for announcements, content, discussions, and grades.
    • If you have a question about the course materials, computing, or logistics, please post your question to your D2L discussion board instead of emailing your instructor. This ensures all students can benefit from the responses. Other students are encouraged to respond.
  • Gradescope: Submit and review homeworks, review homework and quiz grades and feedback.

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Course goals

This course will prepare you for future coursework in statistics. In addition to learning distribution theory, you will learn to think and reason statistically. My role, as the instructor, is to facilitate this type of learning by providing you with a variety of meaningful activities and opportunities to learn, as well as by creating an environment conducive for learning. This will manifest in a variety of ways: group work, direct instruction, individual practice, exploration and discovery activities, writing, discussions and/or student-led instruction. The course is structured for understanding, as opposed to mere memorization. Ultimately, you are responsible for your own learning, so please put into the class what you hope to get out of it.

Learning outcomes

At the end of the course, students will understand:

  1. The basics of probability theory including axiomatic foundations, conditional probability and independence, random variables, cumulative distribution functions, probability density functions, and probability mass functions.
  2. Expected values of random variables, moments and moment generating functions, and how to find distributions of functions of random variables.
  3. The basic properties of commonly used discrete and continuous families of probability distributions.
  4. The properties of joint distributions, including marginal distributions, conditional distributions, independence, bivariate and higher order transformations, hierarchical models and mixture distributions, covariance, correlation, and multivariate distributions.
  5. Properties of sums of random variables, random samples from a normal distribution, order statistics, and convergence concepts including convergence in distribution and probability and the Central Limit Theorem.

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Course expectations

In this course, you are expected to have professional behavior. You are expected to attend all class meetings on time, be curious, ask questions, seek opportunities to learn, and be open and responsive to constructive feedback. In addition:

  • Be an active participant–statistics is not a spectator sport!
  • Be committed, take your work seriously
  • Engage with the in-class activities and homework sets
  • Help others–if you understand the material being discussed, practice your mentoring skills. This does not mean sharing answers, but instead helping others understand the concepts.
  • Complete assigned readings and read your textbook

You are also expected to exhibit a professional demeanor (language, attitude) toward others. Disagreement during discussions is welcome and often productive in developing a deeper understanding of the concepts being discussed. However, disagreement in a discussion does not warrant yelling or disrespectful language or behavior. Unprofessional behavior that impedes on other students’ opportunity to learn will not be tolerated, and appropriate actions will be taken to prevent future occurrences. Anyone causing minor disturbances (e.g., cell phone usage or ringing) will be expected to bring treats for everyone else to the next class meeting.

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Course assessment

Your grade in M/STAT 501 will contain the following components.

  1. Homework (25%): The only way to learn probability and statistics is to practice working problems, and homework is therefore an essential part of the course. Homeworks will be assigned approximately once per 1-2 weeks. Access the homework assignment and turn in the assignment via Gradescope.
    • Though the days homework is due may vary, homework will always be due at 5:00pm on the due date.
    • Homework may be hand-written and scanned, or typed, but must be organized and legible. Papers that are too messy to grade will not receive credit.
    • Homework solutions may be graded partially on completeness and partially on accuracy.
    • Late homework should be avoided in all but the most dire emergencies. In the event of extreme circumstances, other arrangements will be considered if prior notification is provided.
    • See the policy and collaboration and academic misconduct section for guidance with regards to collaboration on homework assignments.

  1. Quizzes (55%): Approximately once per two weeks, we will have an in-class quiz. Quizzes will be open book and open notes. Quizzes will be scanned by your instructor and graded via Gradescope. If you need to join remotely on quiz days, please speak to your instructor to make alternate arrangements prior to the quiz date.

  2. Final project (20%): Communication (written and oral) is an essential part of any job, either in industry or academia. To help develop these skills and extend concepts we have learned in class to other real-world applications, you will complete a final project. You may choose to work individually or with a partner. The project will involve both a written report, and an 8-10-minute presentation. More information will be provided as the semester progresses.

Letter grades generally follow the typical scale:

93-100 = A
90-92 = A-
88-89 = B+
83-87 = B
80-82 = B-
etc.

These cutoffs may be adjusted down (never up!) at the end of the semester, dependings on the grade distribution in the course.

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Diversity and inclusivity statements

Respect for Diversity: It is our intent that students from all diverse backgrounds and perspectives be well-served by this course, that students’ learning needs be addressed both in and out of class, and that the diversity that students bring to this class be viewed as a resource, strength and benefit. It is our intent to present materials and activities that are respectful of diversity: gender identity, sexual orientation, disability, age, socioeconomic status, ethnicity, race, religion, culture, perspective, and other background characteristics. Your suggestions about how to improve the value of diversity in this course are encouraged and appreciated. Please let us know ways to improve the effectiveness of the course for you personally or for other students or student groups.

In addition, in scheduling exams, we have attempted to avoid conflicts with major religious holidays. If, however, we have inadvertently scheduled an exam or major deadline that creates a conflict with your religious observances, please let us know as soon as possible so that we can make other arrangements.

Support for Inclusivity: We support an inclusive learning environment where diversity and individual differences are understood, respected, appreciated, and recognized as a source of strength. We expect that students, faculty, administrators and staff at MSU will respect differences and demonstrate diligence in understanding how other peoples’ perspectives, behaviors, and worldviews may be different from their own.

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Policy on collaboration and academic misconduct

After attempting to complete homework problems on your own, you are permitted to collaborate on homework in a constructive manner for all involved—each individual in the collaboration needs to ensure they understand and could explain the process of solving each problem. While I encourage you to talk through problems with fellow students, the work you turn in must be your own and must be written in your own words (unless the assignment specifically states otherwise). Each homework will require a “citations” page where you cite all sources and individuals used to complete that homework assignment.

Paraphrasing or quoting another’s work without citing the source is a form of academic dishonesty. Even inadvertent or unintentional misuse or appropriation of another’s work (such as relying heavily on source material that is not expressly acknowledged) is considered plagiarism. Homework assignments that do not cite sources or individuals, or assignments where answers are copied directly from another student, will be considered and treated as plagiarism, and will receive a zero grade. If you have any questions about the limits of collaboration or about using and citing sources, you are expected to ask for clarification.

In M/STAT 501, at a minimum, any act of academic dishonesty, which includes but is not limited to plagiarism, cheating, multiple submissions, or facilitating others’ misconduct, will result in a score of zero on the assignment in question and notification of department and university officials. Further action may be taken as warranted. If you have any questions about the limits of collaboration or about using and citing sources, you are expected to ask for clarification.

MSU policy

Students in an academic setting are responsible for approaching all assignments with rigor, integrity, and in compliance with the University Code of Student Conduct. This responsibility includes:

  1. consulting and analyzing sources that are relevant to the topic of inquiry;
  2. clearly acknowledging when they draw from the ideas or the phrasing of those sources in their own writing;
  3. learning and using appropriate citation conventions within the field in which they are studying; and
  4. asking their instructor for guidance when they are uncertain of how to acknowledge the contributions of others in their thinking and writing.

More information about Academic Misconduct from the Dean of Students

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