Kennesaw State University Department of Mathematics

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Kennesaw State University Department of Mathematics Welcome to the official page for the Kennesaw State University Department of Mathematics.

The Department of Mathematics of Kennesaw State University serves and benefits the students and programs of the University through its course and degree offerings and its continued dedication to excellence in teaching. The Department contributes to the greater mathematical and scientific communities through dissemination of original research, service in review of academic works, and through faculty contributions to local, national, and international mathematical societies. Moreover, the Department serves the local and global communities with programs of outreach to schools and businesses and through its contribution to the professional landscape by preparing innovative, high-quality graduates.

Help Kennesaw State University students studying probabilistic foundations of actuarial science next spring turn a major...
10/13/2026

Help Kennesaw State University students studying probabilistic foundations of actuarial science next spring turn a major professional milestone into an opportunity, rather than a financial burden!
🔗 https://bit.ly/3U1T5LR

Exam P is an important step toward becoming an actuary, but the cost of taking professional exams can add another financial challenge for students. Funds raised will reimburse eligible students after they successfully pass the exam, rewarding their hard work and removing financial barriers as they move forward in their careers!

A new Math Stingers is live!Math Stinger #182Suppose x, y, z are three distinct real numbers greater than 1 satisfying ...
09/25/2026

A new Math Stingers is live!

Math Stinger #182
Suppose x, y, z are three distinct real numbers greater than 1 satisfying x^1/y > y^1/z > z^1/x. Must x be the largest number among the three? Must x > y > z hold? Explain your answers.

The more correct answers a Kennesaw State University student submits, the more entries they get for this semester's raffle!

The fall semester has started, and that means new Math Stingers!Math Stinger #181Two non-overlapping circles of equal r...
09/09/2026

The fall semester has started, and that means new Math Stingers!

Math Stinger #181
Two non-overlapping circles of equal radii are fitted inside a unit square. Find, with explanation, the largest area the two circles can cover. What if the two non-overlapping circles do not require to have the same radii?

The more correct answers a Kennesaw State University student submits, the more entries they get for this semester's raffle!

After returning to Kennesaw State University following a brief break to join the United States Marine Corps, mathematics...
05/08/2026

After returning to Kennesaw State University following a brief break to join the United States Marine Corps, mathematics alum and recent 40 Owls Under 40 honoree Zach Navejas (’14) discovered his love for numbers and coding through undergraduate coursework. That passion led to an internship after graduation and a career in data analysis. Alongside working full time, Navejas continues to advance in the Marine Corps Reserve while serving on Kennesaw State University Alumni Association's advisory board, giving back to the institution that helped shape his path to success.

Visit the link in the comments to read more about Zach's journey.

Today is Kennesaw State University Giving Day! Help us meet our challenge of 20 donors to help receive an additional $50...
04/02/2026

Today is Kennesaw State University Giving Day! Help us meet our challenge of 20 donors to help receive an additional $500 from math alum Zach Navejas ('14)! 🔗 https://bit.ly/CSM-GivingDay26

A new Math Stinger is up! The more correct answers a KSU student submits, the more entries they get for this semester's ...
03/31/2026

A new Math Stinger is up! The more correct answers a KSU student submits, the more entries they get for this semester's raffle!

Math Stinger no. 180
Suppose integers x, y, z form an arithmetic progression, and x, y+1, z+2026 form a geometric progression. Find, with explanation, the sum of the smallest three such x's.

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850 Polytechnic Lane, MD #9085
Marietta, GA
30060

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Tuesday 8am - 5pm
Wednesday 8am - 5pm
Thursday 8am - 5pm
Friday 8am - 5pm

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