This course is the second part of a two semester project that is started in E&C-Eng 688F. The project can be design, experimental, simulation, or theoretical. The overall project grade is based on the project proposal, a final report, and a final presentation. Students must have taken E&C-ENG 688F in order to enroll in this course.

The seminar will focus on rigorous results on complexity and learnability of modeling physical processes, and applications of quantum information science to understanding of AI and vice versa.

Haitian Creole VII is an intermediate course in Haitian Creole offered through the Five College Center for World Languages. The course format includes intensive independent study and an evaluation by an outside evaluator, as well as collaborative contribution of course readings and discussion questions. Students studying Haitian Creole develop speaking and listening skills needed for study abroad in Haiti and engagement with Haitian Creole-speaking communities, and to support course work in Caribbean and Francophone Studies and other academic, vocational, and personal goals.

Khmer III is the third part of an elementary course sequence in Khmer offered through the Five College Center for World Languages. The course format includes intensive independent study, small group conversation sessions led by a peer conversation partner, and an evaluation by an outside evaluator. Students studying Khmer develop speaking and listening skills needed for study abroad in Cambodia and engagement with Khmer-speaking communities, and to support course work in Southeast Asian Studies and other academic, vocational, and personal goals.

Honors Thesis expectations are high. The intended end-product is a traditional research manuscript with accompanying artifact(s), all theses: - are 6 credits or more of sustained research on a single topic, typically conducted over two semesters. - begin with creative inquiry and systematic research. - include documentation of substantive scholarly endeavor. - culminate in an oral defense or other form of public presentation.

Not available at this time

Not available at this time

Introduction to ordinary differential equations. First and second order linear differential equations, systems of linear differential equations, Laplace transform, numerical methods, applications.