CSH Fest 2024 – Save the Date!

The College of Science and Health’s Diversity, Equity, and Inclusion Committee, with support from the Dean’s Office, invites you to our 2nd annual CSH FEST to be held on Thursday, September 26, 2024, from 2:30-6:00 pm on the Lincoln Park Campus Quad.

We are pleased to bring this event to our college and the DePaul community after such an incredible inaugural CSH Fest last year. This event is an opportunity to kick off the academic year and to meet, greet, and engage with our new and returning CSH graduate and undergraduate students.

In keeping with the strategic goals for the College, the purpose of CSH Fest is to create a sense of community and belonging while celebrating the richness and diversity of our students, faculty, and staff in science and health fields. CSH Fest is free, and there will be snacks, games, prizes, cotton candy, snow cones, and an informational fair with CSH units and student organizations as well as other partners within and outside of DePaul. DIBS will also be making an appearance!

Please save the date and spread the word to your friends. More information with an RSVP is coming soon!

MAT Community Tea & Coffee Hour Dates for Autumn 2024

Throughout the year, the MAT Department hosts a number of informal events meant to help build and sustain our mathematical sciences community here at DePaul. These events provide an opportunity to meet with fellow MAT students, at both undergraduate and graduate levels, as well as MAT faculty members in a relaxed setting.

We will have four teas during the autumn quarter:

  • Friday, 9/20 at 1:30-2:45 pm
  • Friday, 10/4 at 1:30-2:45 pm
  • Friday, 10/18 at 1:30-2:45 pm
  • Friday, 11/1 11/8 at 1:30-2:45 pm

These community hours will take place in the MAT Department office suite (on the 5th floor of SAC). Light refreshments, such as coffee, tea, and cookies, will be served. We hope that you can join us.

DePaul Math Club

The DePaul Math Club meets Fridays at 12:00 in Arts and Letters 408. It’s a great time filled with pizza, beverages, great people, a relaxed environment, and some fascinating mathematics—math that’s both niche and underdiscussed and the hottest topics leading the math world today. We are usually joined by student researchers, graduate students, or professors—some from DePaul and some from other institutions—to share the math they work with. No math background required. We hope that you will join us for one of our upcoming meetings.

If you are interested in getting more involved with this exciting and vibrant group this year, please complete this short form to join the mailing list:

You can also reach out to the DMC leadership team directly by emailing dpumathclub@gmail.com.

MAT End of Year Celebration

Thank you for spending another year with us and for being a part of the MAT community at DePaul. We will be celebrating the end of the academic year with a party and we hope that you will join us!

Pizza and snacks will be provided. This will be a great opportunity to chat with your fellow MAT students, enjoy some lunch, and get your official MAT t-shirt, tote bag, and other MAT swag.

We hope that you can join us!

When: Friday, June 7, 12:00 – 2:00pm
Where: MAT office suite on the 5th floor of SAC
Who: You!

Getting Involved with the DePaul Math Club

The DePaul Math Club (DMC)has had a busy and exciting school year! Throughout the year, DMC has hosted and participated in many wonderfully successful events.  Recently, this list has included the following:

  • The week before Winter Quarter finals, six DePaul math students road-tripped to Bradley University in Peoria, Illinois for the annual meeting of the Illinois Section of the Mathematical Association of America. They reported that it was an absolute blast to carpool across Illinois, attend talks, participate in activities, and hang out at their Airbnbs.
  • On Friday, April 19, twenty-five students participated in the CSH First Annual Integration Bee, which proved to be a huge success for all.  In addition to the intense, but friendly competition (see results in above article), there were plenty of chances to mingle, munch on tasty treats, and participate in other fun activities. First place won $500, $200 went to second place, and third took home $100.
  • On Friday, April 26, a group of students ventured to Indiana for the Annual Rose-Hulman Undergraduate Math Conference, where they attended talks and networked with other attendees.  Expenses for transportation, housing, and food were generously covered by the DePaul Math Department.

If you are interested in getting more involved with this exciting and vibrant group next year, please complete this short form:

You can also reach out to the DMC leadership team directly by emailing dpumathclub@gmail.com.

DMC Trip to Rose-Hulman’s Undergraduate

On Friday, April 26, a group of DePaul students ventured to Indiana for the Annual Rose-Hulman Undergraduate Math Conference.  The conference featured research conducted by undergraduate students, including DePaul’s own Owen Levens.  In addition to attending (and giving!) research talks, students were able to network with other attendees and explore Rose-Hulman’s campus. Many good times were had and lots of interesting mathematics was learned!  You can learn more about their adventures by visiting the DePaul Math Club Instagram.

Expenses for transportation, housing, and food were generously covered by the DePaul Department of Mathematical Sciences.


Solution to Mathematical Toy Box – SQ2024 #1

There are three houses, equally spaced on a street, labeled in order A, B, and C, in which five children live. There is at least one child in each house. The children decide on a weekend to arrange a playdate, and the meeting place is the house that minimizes the total distance traveled. What is the probability that the children meet at house B?

Solution: One can track all the possible configurations of children distributed in the three houses, along with the total distance (number of segments) travelled by the children in attending the playdate at the various houses:

We observe that the minimum total distance occurs in house B in 4 out of the 6 cases (highlighted blue), giving a probability of 2/3.

This problem is based on a 1950s Putnam problem, which involved a much more general result. For a shortcut, we note that the house that minimizes the total distance is the one in which where Child #3 resides.