Adjunct Faculty MATH 003 -01
ID: 7091348 (Ref.No. 2751917)
Posted: January 5, 2022
Application Deadline: Open Until Filled
Job DescriptionLocation: Moraga, CA
Open Date: Jan 03, 2022
Description:Founded in 1863, Saint Mary's is a residential campus nestled 20 miles east of San Francisco in the picturesque Moraga Valley. Based in the Catholic, Lasallian and Liberal Arts traditions, Saint Mary's currently enrolls more than 4,000 students from diverse backgrounds in undergraduate and graduate programs. The De La Salle Christian Brothers, the largest teaching order of the Roman Catholic Church, guide the spiritual and academic character of the College.
As a comprehensive and independent institution, Saint Mary's offers undergraduate and graduate programs integrating liberal and professional education. Saint Mary's reputation for excellence, innovation, and responsiveness in education stems from its vibrant heritage as a Catholic, Lasallian and Liberal Arts institution. An outstanding, committed faculty and staff that value shared inquiry, integrative learning, and student interaction bring these traditions to life in the 21st century. The College is committed to the educational benefits of diversity.
Finite Mathematics (Math 003) studies linear equations and matrices, linear programming, probability, finance, Markov chains, game theory and graphs. The emphasis is on applications to business and management sciences.
This course will be taught in person, on campus, on Monday, Wednesday and Friday from 11:45 - 12:50 pm during the Spring 2022 term.
In addition to teaching, the instructor will hold regular virtual office hours (a minimum of one hour per week) in order to provide students with support outside of the classroom.
Candidates should hold a Master's degree (or above) in Mathematics and should have a record of successful teaching at the undergraduate level, and familiarity with online/hybrid instruction in order to prepare for contingencies.
To apply, visit https://apply.interfolio.com/100931jeid-47231a283efd38468a0038d3977b3bef
We envision a community that goes beyond tolerance of differences to one guided by social justice, cultural competence and engaged citizenship. We know we can reach greater heights of excellence by learning from diverse people.