SLAVIC LANGUAGES. GEORGE R. NOYES, Ph.D., Associate Professor of Slavic Languages. LOWER DIVISION COURSE. 1A-1B. Elementary Russian. Associate Professor NOYES. Motti, Russian Grammar. Boyer and Speranski, Russian Reader. Practice in conversation. 3 hrs., throughout the year. M W F, 1. By special arrangement with the instructor, this course may be counted as work of the Upper Division, as a major course in Slavic Languages. Wicherkiewicz, Polnische Konversations-Grammatik. kiewicz and Mickiewicz. 3 hrs., throughout the year. Hours to be arranged. 110A-110B. Bohemian. Reading of Sien Associate Professor NOYES. Elements of Bohemian grammar. Reading of the Labyrint Světa of Comenius. 3 hrs., throughout the year. Hours to be arranged. FREE ELECTIVE COURSES. The following courses do not require a knowledge of any language other than English, and are open to all students of the Upper Division. By special arrangement with the instructor, they may be taken as major courses in Slavic Languages. Course 126H, which must be taken as a major course, is listed below for convenience. 20. The Russian Novelists. Associate Professor NOYES. Lectures and reading. Authors: specially Tolstoy; also Pushkin, Gogol, Turgenev, Dostoevski, Gorki, and others. 3 hrs., first half-year. M W F, 3. Associate Professor NOYES. 126H. The Life and Work of Leo Tolstoy. A honor course. Special assignments, in connection with the regular exercises of course 20. 5 units. Students in this course are to register for 126H, not for 20. 21. Russian Literature. Associate Professor NOYES. Lectures and reading. An outline history of Russian literature, exclusive of the novelists. Russian folk-lore. 2 hrs., second half-year. Tu Th, 11. 22. Slavic Literature. Lectures and reading. Associate Professor NOYES. A brief account of the literature and folk lore of Poland, Bohemia, Servia, and Bulgaria. 2 hrs., second half-year. Tu Th, 2. 25. History of Russia and Poland from 862 to 1905. Associate Professor NOYES. An elementary sketch of the political and institutional history of the two chief Slavic nations. 3 hrs., first half-year. M W F, 2. GRADUATE COURSE The University library offers ample material for advanced study of Russian literature and philology, and for the comparative study of the Slavic languages. 213. Old Church Slavic. Associate Professor NOYES. Leskien, Handbuch der alt bulgarischen Sprache. Study of the relations of Old Church Slavic to the other Indo-European languages. 3 hrs., second half-year. Hours to be arranged. COURSES IN OTHER DEPARTMENTS. Russian Political Institutions. [See Political Science 109.] Associate Professor NOYES. MATHEMATICS. MELLEN W. HASKELL, Ph.D., Professor of Mathematics. GEORGE C. EDWARDS, Ph.B., Professor of Mathematics. DERRICK N. LEHMER, Ph.D., Associate Professor of Mathematics. CHARLES A. NOBLE, Ph.D., Associate Professor of Mathematics and Assistant Examiner of Schools. ALBERT W. WHITNEY, A.B., Associate Professor of Insurance and Mathematics. THOMAS M. PUTNAM, Ph.D., Assistant Professor of Mathematics. CHARLES KUSCHKE, M.A., Instructor in Mathematics. BALDWIN M. WOODS, M.S., Instructor in Mathematics. Course 1 is designed only for students who wish to take the minimum of mathematics, without reference to further study of that subject or related subjects. Students who prefer to have a foundation for further mathematical study or for studies in other fields requiring a knowledge of mathematics are advised to select other Lower Division courses. every case the student should be guided in his selection by the advice of the departments in which he expects to pursue his advanced work. In Students wishing to make a specialty of mathematics should consult the members of the department as early as possible. The Upper Division. Courses A, C, D, and 9 are prerequisite to work in the Upper Division. Teachers' Certificates. The department will, in general, recommend as qualified to teach mathematics in high schools only such graduates as have passed with credit in at least eighteen units of Upper Division work. Candidates for the teacher's certificate are strongly recommended to elect courses 218A, 218B, 238A, 238B. The department will exact a practical test of the candidate's ability to present a clear and interesting exposition of subjects taught in the high school. The University library contains an excellent collection of standard and current works in all branches of mathematics, including complete sets 1 In residence, first half-year only, 1911-12. of nearly all the mathematical periodicals and the publications of learned societies. The department has also a good collection of geometri cal models. LOWER DIVISION COURSES. Dr. BUCK, Mr. NEWLIN and Miss SMITH. A. Elementary Algebraic Theory. 3 hrs., either half-year. Tu Th S, 9, 10. Course A is equivalent to matriculation subject 4a, and is prerequisite to course 8. B. Solid and Spherical Geometry. Professor EDWARDS and Assistant Professor McDONALD. 2 hrs., either half-year. Tu Th, 9. Course B is equivalent to matriculation subject 4b. C. Plane Trigonometry. Professor EDWARDS, Associate Professor NOBLE, Dr. IRWIN, Mr. BERNSTEIN, Mr. NEWLIN, Miss SMITH, and Mr. WRIGHT. 2 hrs., either half-year. Tu Th, 9, 10, 11. Course C is equivalent to matriculation subject 12a2. D. Introduction to Plane Analytic Geometry. Associate Professor NOBLE, Dr. IRWIN, Mr. WRIGHT and Mr. BERN STEIN. 2 hrs., either half-year. Tu Th, 10, 11. Course D is equivalent to matriculation subject 12a3. E. Introduction to Projective Geometry. Professor HASKELL and Mr. WOODS. 3 hrs.. either half-year. First half-year, M W F, 4; second half-year, MW F, 10. Course E includes matriculation subject 12a1. 1A-1B. Elements of Analysis. Professor HASKELL. An exposition of general principles as distinguished from mathematical technique. Fundamental ideas of algebra, trigonometry, and analytic geometry. 3 hrs., throughout the year. M W F, 10. 2A-2B. Elements of Analysis. Assistant Professor PUTNAM and Mr. WOODS. A practical Course in trigonometry, analytic geometry, algebra and the elements of the calculus, with extensive applications to the theory of compound interest, annuities and bonds. 5 hrs., throughout the year. M Tu W Th F, 8, 9. Prescribed to all freshmen in the College of Commerce. 2c-2D. Elements of Analysis. Associate Professor WHITNEY. A practical course, especially designed for second-year students of the College of Commerce, in algebra, differential and integral calculus with extensive application to the theory of compound interest, annuities, and bonds. Course 2c-2D will be included in 2A-2B after 1911-12). M W F, 9. Prerequisite: courses C 3-4. Elements of Analysis, with Applications. Professor EDWARDS, Associate Professor LEHMER, Assistant Professors PUTNAM and MCDONALD, Dr. IRWIN, Dr. BUCK, Mr. BERNSTEIN, Mr. KUSCHKE, Mr. WOODS, Mr. NEWLIN, Miss SMITH, and Mr. WRIGHT. A practical two-year course in algebra, analytic geometry, the differential and integral calculus, adapted particularly to the needs of students in engineering, architecture, and chemistry. 3A-3B. 3 hrs., throughout the year, beginning either half-year. M W F, 8, 9, 10. 3AB. 6 hrs., second half-year. Daily at 10. For freshmen entering in January only. 4A-4B. 3 hrs., throughout the year, beginning either half-year. M W F, 8, 9; Tu Th S, 8. 5. Plane Analytic Geometry. Professor HASKELL and Assistant Professor MCDONALD. The straight line, the circle, and the conic sections, including a discussion of the general equation of the second degree. 3 hrs., either half-year. First half-year, M W F, 10; second halfyear, M W F, 9. Prerequisite: courses C and D. 8. Algebra. Mr. KUSCHKE and Dr. BUCK. Inequalities and limits, exponentials and logarithms, permutations and combinations, binomial theorem for any index, expansion of functions in series, convergency of series. 3 hrs., either half-year. Tu Th S, 9. Prerequisite: course A or matriculation subject 4a. 9. Differential Calculus. Associate Professor NOBLE. 3 hrs., either half-year. M W F, 9. Prerequisite: courses C and D. UPPER DIVISION COURSES. These courses are open to students in the Lower Division who have the necessary prerequisites. Course 120A has no prerequisites and is available as free-elective in any college. |