Mat 360 Stony Brook

The major course planning guides are not part of the official undergraduate bulletin and are only updated periodically for use as an advising tool.

Mat 360 stony brook. May not be taken for credit in addition to mat 303 or ams 361. Sample course sequence for the major in mathematics a course planning guide for this major may be found here. Permission of the instructor. Or mat 132 and mat 220.

Or mat 203 and mat 211. Topics selected from projective affine euclidean and non euclidean geometries. Stony brook university requires that students must have completed an undergraduate degree and have at least 36 credits in the content field for admission to the mat program. Geometric structures at stony brook university.

The course satisfies the learning outcomes of the stony brook curriculum s div learning objective. Formal geometries and models. This course of study should be substantially the equivalent to that of a stony brook undergraduate degree program. That may be taken in conjunction with any mat course that provides opportunity to achieve the learning outcomes of the stony brook curriculum s spk learning objective.

12 page 148 prove proposition 3 9 hint. For proposition 3 9 a use pasch s. View prop 3 9 pdf from mat 360 at stony brook university. 0 credit s u grading.

Along with the tools we are already familiar with office 365 provides secure online file storage project team sites web apps to view and edit office files and social networking to share ideas and spark innovation. The undergraduate bulletin supersedes any errors or omissions in the major course planning guides. Together with mat 307 it forms a 2 semester sequence covering the same material as the 3 semester sequence of mat 205 mat 211 and mat 305. Access study documents get answers to your study questions and connect with real tutors for mat 360.