Academic Catalog

Mathematics (MAT)

MAT 2. Elementary Algebra for Statistics. (3 Units)

Prerequisite: Students placed by ELM score. Preparation for elementary statistics. Critical thinking, problem analysis, algebra for practical problems. Order of operations, percent, proportionality, units, interpreting graphs, generalizing patters, linear and exponential growth, means, variation, geometry, polynomial operations, measurement, financial formulas, applications. Not for science, math majors.

MAT 3. Beginning Algebra. (3 Units)

Integers, rational and real numbers, basic algebraic expressions, ratio, percent, solutions and graphs of linear equations, inequalities, polynomials, applications. Does not count for Bachelor's degree. CR/NC grading.

MAT 9. Intermediate Algebra. (3 Units)

Prerequisite: MAT 003 or satisfactory score on ELM test. Polynomials, factoring, rational expressions, quadratic equations, roots, radicals, radical expressions, exponents, logarithms, graphs, applications. Does not count for the Bachelor's degree. CR/NC grading.

MAT 11. Algebra Review Part 1. (1 Unit)

Units of measurement, arithmetic with signed numbers and fractions, word problems, linear equations, applications. Does not count for Bachelor's degree. CR/NC grading.

MAT 12. Algebra Review Part 2. (1 Unit)

Prerequisite: MAT 011. Percent, ratio and proportion, equations of lines, inequalities, graphs, word problems, applications. Does not count for Bachelor's degree. CR/NC grading.

MAT 13. Algebra Review Pt. 3. (1 Unit)

Prerequisite: MAT 012. Systems of linear equations, multiplying and dividing polynomials, solving simple polynomial and rational equations, rate, direct and indirect variation, word problems, applications. Does not count for Bachelor's degree. CR/NC grading.

MAT 14. Algebra Review Part 4. (1 Unit)

Prerequisite: MAT 013. Quadratic formula, solving quadratic equations, graphs, brief and practical introduction to logarithms and exponential functions, word problems, applications. Satisfies ELM requirement. Does not count for Bachelor's degree. CR/NC grading.

MAT 15. Algebra & Geometry Rev Part 5. (1 Unit)

Prerequisite: MAT 014. Flexible course covering topics in intermediate algebra and geometry beyond those that are covered in the basic remedial MAT 011-014 sequence. Aimed at preparing students for more technical university level math and science courses (e.g. Pre-calculus). Does not count for the Bachelor's degree. CR/NC grading.

MAT 16. Algebra & Geometry Rev Part 6. (1 Unit)

Prerequisite: MAT 015. Sequel to Mat 015. Flexible course covering topics in intermediate algebra and geometry beyond those that are covered in the basic remedial MAT 011-014 sequence. Aimed at preparing students for more technical university level math and science courses (e.g. Pre-calculus). Does not count for the Bachelor's degree. CR/NC grading.

MAT 95. Selected Topics. (3 Units)

A course in a topic of special interest to both faculty and students for which no current course exists. Topic will be announced in schedule of classes. Repeatable for credit. CR/NC grading.

MAT 102. Foundations of Statistics. (3 Units)

Preparation for MAT 105 or MAT 132. Fundamental mathematical and statistical reasoning, including linear functions, measures of center and spread, representative of data, interpreting graphs, counting methods. Not intended for science and math majors that require MAT 153 or higher.

MAT 103. Introduction to College Algebra. (4 Units)

Preparation for MAT 151 College Algebra. Graphic, numeric, analytic and applied perspectives on algebraic concepts of linear and nonlinear functions, linear programming, exponents, radicals, exponential functions and transformation of functions. Intended for science and math majors.

MAT 105. Finite Mathematics. (3 Units)

Prerequisite: Fulfillment of ELM requirement. Mathematics of finance, combinatorics, probability, statistical measures of central tendency and dispersion, problem solving and mathematical reasoning, and additional topical selected by instructor e.g. linear programming, statistics, graph theory, game theory. A-C-/NC grading. Satisfies the General Education Quantitative Reasoning Requirement.

MAT 107. Mathematics for Elementary School Teachers: Real Numbers. (3 Units)

Prerequisite: Fulfillment of ELM requirement. Sets and set theoretic operations as related to counting numbers and rational numbers and arithmetic operations. Real number system and its origins, development, structure and use. Special emphasis on problem solving, and the development and application of algorithms. Does not satisfy General Education Quantitative Reasoning Requirement.

MAT 112. Diff & Int Calculus II. (2.7 Units)

MAT 114. Diff & Int Calculus III. (2.7 Units)

MAT 131. Elementary Statistics and Probability. (3 Units)

Prerequisite: A practical course in probability and statistics including such topics as the binomial and normal distributions, confidence intervals, t, F, and chi-square tests, linear regression and correlation, and conditional probability. Satisfies the General Education Quantitative Reasoning Requirement.

MAT 132. Statistics and Probability with Support. (4 Units)

Prerequisite: MAT 102 or GE Math Ready with Support (Level III) Includes the binomial and normal distributions, confidence intervals, linear regression and correlation, and conditional probability. Satisfies General Education Quantitative Reasoning Requirement.

MAT 141. Computers for Mathematics Teaching. (3 Units)

Prerequisite: Fulfillment of the ELM requirement. Introduction to computers for teachers of mathematics. Topics include flowcharting, programming in LOGO on microcomputers. Applications of computers to problem solving, statistics, and other areas of mathematics relevant to teachers of mathematics. Applications packages, CAI and social issues are studied. A-C/NC grading. Does not satisfy General Education Quantitative Reasoning Requirement.

MAT 143. Problem Solving in Mathematics. (3 Units)

Prerequisite: Fulfillment of the ELM requirement. Objective is to increase students abilities to use knowledge and experience when encountering new and unexpected situations. Develop higher level thinking skills, learn to formulate, analyze, and model problems. Choosing relevant information, making conjectures, devising plans and testing solutions. A-C/NC grading. Does not satisfy General Education Quantitative Reasoning Requirement.

MAT 151. College Algebra and Trigonometry. (4 Units)

Prerequisites: MAT 103 is required. Graphic, numeric, analytic and applied perspectives on topics including linear, quadratic, exponential, logarithmic and trigonometric functions, exponents and radicals, linear and nonlinear systems of equations and inequalities. Preparation for MAT 191: Calculus I. 3 units of discussion; 1 unit lab.

MAT 153. Pre-Calculus with Trigonometry. (4 Units)

Prerequisites: MAT 151 or designation as GE ready in Mathematics. Topics include functions and their graphs; linear, quadratic, rational, exponential, and logarithmic functions; composition, transformation and arithmetic of functions; inverse function; inequalities; right-triangle trigonometry and circular motion; applications to contextual problems. Preparation for MAT 191: Calculus.

MAT 160. Intro To Data Processing. (2.7 Units)

MAT 171. Survey of Calculus for Management and Life Sciences. (4 Units)

Prerequisite: Fulfillment of ELM requirement. Not available for credit to students who have credit in MAT 191 or its equivalent or courses which have MAT 191 as a prerequisite. Functions, linear equations, the derivative and its applications, the integral and its applications, and partial derivatives. Satisfies the General Education Quantitative Reasoning Requirement.

MAT 191. Calculus I. (5 Units)

Prerequisite: MAT 153 or equivalent with a grade of C or better. Limits, continuity, derivatives, differentiation formulas, applications of derivatives, introduction to integration, fundamental theorem of calculus, application of integration. Satisfies the General Education Quantitative Reasoning Requirement.

MAT 193. Calculus II. (5 Units)

Prerequisite: MAT 191 or equivalent with a grade of C or better. Differentiation and integration of transcendental function. Techniques and applications of integration. Polar coordinates. Infinite sequences and series, power series, convergence. Satisfies the General Education Quantitative Reasoning Requirement.

MAT 195. Selected Topics in Mathematics. (1-5 Units)

A course in a topic of special interest to both faculty and students for which no current course exists. Topic will be announced in schedule of classes. Repeatable for credit. One to four hours of lecture per week.

MAT 207. Mathematics for Elementary School Teachers: Geometry & Statistics. (4 Units)

Prerequisite: Satisfaction of ELM required. Primarily for prospective elementary school teachers. Geometry from an intuitive problem solving standpoint. Constructions, symmetry, translations, rotations, patterns, area, volume, and the metric system. Topics from graph theory and topology. Two hours of lecture and two hours of activity per week. Does not satisfy General Education Quantitative Reasoning Requirement.

MAT 211. Calculus III. (5 Units)

Prerequisite: MAT 193 or equivalent with a grade of C or better. Multivariable calculus: analytic geometry, scalar and vector products, partial differentiation, multiple integration, change of coordinates, gradient, optimization, line integrals, Green's theorem, elements of vector calculus.

MAT 213. Calculus IV. (4 Units)

Prerequisite: MAT 211 or equivalent with a grade of C or better. Topics covered include vector calculus, line and surface integrals, and the theorems of Green, Gauss, and Stokes.

MAT 241. Programming and Technology for Teaching Secondary School Mathematics. (3 Units)

Prerequisite: MAT 193 or equivalent with a grade of C or better. Introduction to application software appropriate for the teaching of secondary school mathematics. The programs include spreadsheet, geometric modeling, and statistics modeling. Writing simple programs for graphing calculators to demonstrate and solve mathematical problems.

MAT 247. Elements of Linear Alegbra. (3 Units)

Matrix algebra emphasizing small (2x2 and 3x3) matrices and vectors over the real numbers, solutions of systems of equations, determinants, inner product spaces, and linear transformations, with applications to other subjects, e.g. physical and computer science, economics, and operations research.

MAT 271. Foundations Of Higher Math. (3 Units)

Prerequisite: MAT 193 with grade of C or better. Topics include logic, methods of mathematical proof, set theory, relations and functions. Introduction to complex numbers and proof strategies using ideas of vector algebra. Meant to prepare students for mathematics program as well as concepts of computer science.

MAT 281. Discrete Mathematics. (3 Units)

Prerequisite: MAT 153, and CSC 121 or MAT 241 or CSC 111 or equivalent with grade of C or better. Matrix algebra, graph theory, trees, combinatorics, Boolean algebra; with applications to computers and computer programming.

MAT 295. Selected Topics In Mathematics. (1-4 Units)

Prerequisites: MAT 193 and consent of instructor. A course in a topic of special interest to both faculty and students for which no current course exists. Topic will be announced in schedule of classes. Repeatable for credit. One to four hours of lecture per week.

MAT 297. Independent Study. (1-4 Units)

Prerequisites: MAT 193, consent of instructor and consent of department chair. A reading program of selected topics not covered by regularly offered courses conducted under the supervision of a faculty member.

MAT 307. Foundations of Middle School Mathematics I. (3 Units)

Foundations of Mathematics related to the middle school curriculum. Course 1 includes the following topics: Reasoning with numbers, basic number proofs, understanding exponents, proportional reasoning, rates, linear functions, method of finite differences, and the theory and application of theses topics.

MAT 308. Foundations of Middle School Mathematics II. (3 Units)

Foundations of Mathematics related to the middle school curriculum. Course 2 includes the following topics: basic Eeuclidean facts, algebra-geometry connections, volume and surface area formulas, similarity, congruence, and scale factors, and the theory and application underlying these topics.

MAT 309. Foundations of Middle School Mathematics III. (3 Units)

Foundations of Mathematics related to the middle school curriculum. Course 3 includes the following topics: concept of functions, inverse functions, properties of rational, trigonometric and exponential functions and fundamental concepts in Calculus.

MAT 311. Differential Equations. (3 Units)

Prerequisite: MAT 211 and MAT 271 with a grades of C or better. Topics covered include first and second order linear equations including existence and uniqueness theorems, series solutions; nonlinear equations; systems of linear equations. Other topics may include the Laplace transform, qualitative theory.

MAT 321. Probability and Statistics. (3 Units)

Prerequisite: MAT 193 and MAT 271 or equivalent with grade C or better. A calculus based survey of topics in probability and statistics emphasizing applications.

MAT 323. Statistical Inference. (3 Units)

Point and interval estimation, hypothesis testing, simple linear regression, re-sampling. Method of moments, maximum likelihood, bias and variance, mean-squared error, sufficiency, likelihood ratio tests, p-value, power calculation, analysis of variance, Neymann-Pearson lemma, uniformly most powerful tests.

MAT 327. Introduction to Machine Learning with Software. (3 Units)

Required Prerequisites: MAT 281.Recommended Prerequisite: MAT 131 Machine learning uses methods and concepts to sift through data to create automated prediction and decision programs. This course will develop the underlying mathematical concepts and proficiency with R or similar software to understand, build, and apply machine learning.

MAT 331. Linear Algebra. (3 Units)

Prerequisite: MAT 247 and MAT 271 or equivalent with a grade of C or better. Linear equations, vector spaces, matrices, linear transformations, determinants, eigenvalues, eigenvectors, etc.

MAT 333. Abstract Algebra. (3 Units)

Prerequisite: MAT 271 or equivalent with a grade of C or better. The theory of groups, rings, ideals, integral domains, fields and related results.

MAT 337. Mathematical Logic. (3 Units)

Prerequisite: MAT 191 or equivalent with a grade of C or better. Topics covered include propositional calculus, classical and intuitionistic; completeness and consistency theorems; first order predicate calculus with equality; axiomatic arithmetic; Godel's incompleteness theorem.

MAT 347. Modern Geometry. (3 Units)

Prerequisite: MAT 271 or equivalent with a grade of C or better. Topics in synthetic and analytic geometry; transformations, similarity, congruence, distance, angles, constructions; introduction to projective and/or non-Euclidean geometry.

MAT 351. Probability Theory. (3 Units)

Prerequisite: MAT 193 or equivalent with a grade of C or better. Probability as a mathematical system, set theory, conditional probability and independent events, random variables, distribution and density functions, covariance and correlation, limit theorems, convolutions, computer generation of random numbers.

MAT 353. Stochastic Processes. (3 Units)

Prerequisite: MAT 351 or equivalent with a grade of C or better. A selection from among several topics, including Markov chains; Markov processes; queuing, branching, Poisson, and Gaussian processes; stationary processes.

MAT 361. Finite Automata. (3 Units)

Prerequisite: MAT 281 or equivalent with a grade of C or better. Study of the abstract formalization of digital computers. Applications to computation theory and formal linguistics.

MAT 367. Numerical Analysis I. (3 Units)

Prerequisites: Experience in BASIC, FORTRAN or Pascal and MAT 211 or equivalent with a grade of C or better. Approximation of roots of functions, interpolation formulas, numerical solutions of systems of equations, numerical differentiation and integration, numerical solutions to ordinary differential equations.

MAT 369. Numerical Analysis II. (3 Units)

Prerequisite: MAT 367 or equivalent with a grade of C or better. A continuation of MAT 367, including approximation of eigenvalues and eigenvectors, approximation by splines, numerical solutions of parabolic, elliptic, and hyperbolic partial differential equations.

MAT 395. Selected Topics in Math. (1-4 Units)

Prerequisites: MAT 211 and consent of instructor. A course in a topic of special interest to both faculty and students for which no current course exists. Topic will be announced in schedule of classes. Repeatable for credit. One to four hours of lecture per week.

MAT 396. Practicum in Mathematics. (3 Units)

Prerequisites: Consent on Department Chair or Instructor is required. Supervised work experience, emphasizing hands-on training and application of practical and/or technical skills in mathematics, in a suitable setting. Students will submit a comprehensive report or portfolio. CR/NC grading. Repeatable course.

MAT 398S. Directed Research. (1-3 Units)

MAT 401. Advanced Analysis I. (3 Units)

Prerequisites: MAT 211 and MAT 271, or equivalent with a grade of C or better. Elements of set theory, numerical sequences and series, continuity and differentiability of functions of one and several variables.

MAT 403. Advanced Analysis II. (3 Units)

Prerequisite: MAT 401 or equivalent with a grade of C or better. Integration of functions of one and several variables, sequences and series of functions, uniform convergence, power series, differentiation of functions of several variables.

MAT 411. Mathematical Modeling. (3 Units)

Prerequisite: MAT 211, MAT 241, and MAT 271 or CSC 121 or CSC 111. Flexible course content depending on interest of instructor and students. Possible topics are: epidemic and predator-prey models from differential equations; linear programming models; Arrow's theorem; and probability models.

MAT 413. An Introduction to Partial Differential Equations. (3 Units)

Prerequisites: MAT 311 with a grade of C or better is required; MAT 213 is recommended. Solutions to partial differential equations by separation of variables and Fourier series. Applications to heat flow and diffusion, wave motion, and potentials. Some discussion of existence and uniqueness of solutions.

MAT 421. Complex Analysis. (3 Units)

Prerequisites: MAT 211 and MAT 271 with a grade of C or better. MAT 331 and MAT 401 (may be taken concurrently) are recommended. Complex numbers; point sets, sequences and mappings; analytic functions; elementary functions; integration; power series; the calculus of residues; and applications.

MAT 443. History Of Mathematics. (3 Units)

Prerequisite: MAT 193 with a grade of C or better. Traces the growth and development of mathematics from primitive origins to present, uses methods and concepts of mathematics to present the topics.

MAT 447. Number Theory. (3 Units)

Prerequisite: MAT 271 with a grade of C or better. Divisibility, congruencies, prime number theory, Diophantine Equations, and other topics from elementary number theory.

MAT 448. Cryptography. (3 Units)

Prerequisites: MAT 271 with a grade of C or better is required. CSC 115 or CSC 121 with a grade of C or better is recommended. Congruencies and number theory, history and early cryptosystems, cryptographic data structures, public key cryptography, additional cryptosystems such as DES, AES, and elliptic curve cryptography. Computer implementations will also be covered, as well any needed additional mathematical topics (e.g. finite fields.)

MAT 451. Mathematical Statistics. (3 Units)

Prerequisite: MAT 351 or equivalent with a grade of C or better. Sums of independent random variables; functions of random variables; chi-square, F, and t distributions; estimation of parameters; maximum-likelihood, unbiased, consistent, minimum-variance, and minimum-mean- square error estimators; confidence intervals; central limit theorem.

MAT 460. Graph Theory and Algorithms. (3 Units)

Prerequisites: MAT 211, MAT 271, and MAT 241, or CSC 121, or CSC 115 or equivalent with a grade of C or better are required. MAT 281 with a grade of C or better is recommended. Graphs, digraphs, multigraphs, graph modeling, degrees and degree sequences, subgraphs, isomorphisms of graphs, and digraphs, distance concepts and applications, trees, and tree algorithms, Hamiltonian and Eulerean graphs. The viewpoints will be conceptual, theoretical and algorithmic.

MAT 489. Fundamental Mathematics and Teaching in Secondary Schools. (4 Units)

Prerequisite: 9 units of 300/400-level mathematics with a grade of C or better; In order to begin the hours for fieldwork in this course, you will need a valid Certificate of Clearance (fingerprints) and proof of a negative TB (within 4 months of the fieldwork course beginning). For information on submitting these documents, contact the Center for Teaching Careers. Synthesis and analysis of secondary mathematics and its teaching. Emphasis will be placed on algebraic thinking and its teaching in high school. Forty hours of secondary classroom observations will be a required activity in this course. A Certificate of Clearance is required.

MAT 490. Seminar in Mathematics Education. (3 Units)

Prerequisite: 9 units of 300/400 mathematics courses with a grade of C or better. The synthesis and analysis of the secondary mathematics curriculum from an advanced standpoint. Emphasis will be on the integration of problem solving, investigations, reasoning, and communication as recommended in state and national standards.

MAT 495. Selected Topics In Math. (1-4 Units)

Prerequisites: Consent of instructor and MAT 271. A course in a topic of special interest to both faculty and students for which no current course exists. Topic will be announced in schedule of classes. Repeatable for credit. One to four hours of lecture per week.

MAT 497. Independent Study. (1-4 Units)

Prerequisites: MAT 211, consent of instructor and consent of department chair. A reading program of selected topics not covered by regularly offered courses conducted under the supervision of a faculty member.

MAT 500. Mathematics Education Research Design and Statistics. (3 Units)

Prerequisites: Students must have graduate standing and must have completed one year of full time secondary mathematics teaching. Includes topics such as normal distribution, confidence intervals, t, F, chi-squared tests, linear regression, and correlation. These topics are presented in the context of mathematics education research in typical classrooms.

MAT 501. Foundations of Geometric Thinking. (3 Units)

Prerequisites: MAT 543 or concurrent enrollment. Students must have graduate standing and must have completed one year of full time secondary mathematics teaching. Research on Various topics in geometry. Focus on developing notions of rigorous proof and grade-appropriate explanations. Topics are chosen from the Geometry areas and standards emphasized in K-12.

MAT 505. Foundations of Mathematical Structures. (3 Units)

Prerequisites: MAT 543 or concurrent enrollment. Students must have graduate standing and must have completed one year of full time secondary mathematics teaching. Topics include the algebraic properties of sets and operations applied to classical number systems, equivalence, modular arithmetic, Diophantine equations, decomposition of natural numbers, special families of natural numbers, current research on understanding and learning these topics.

MAT 506. Foundations of Rational Numbers. (3 Units)

Prerequisites: MAT 543 or concurrent enrollment. Students must have graduate standing and must have completed one year of full time secondary mathematics teaching. Covers theory and applications of Rational numbers. Focus on number systems, representation of numbers, equivalence classes, rationality and irrationality, properties of the rational numbers system, central ideas of proportional reasoning, and developing intuitive models of standard rules and algorithms.

MAT 515. Topics in Advanced Finite Math. (3 Units)

Prerequisites: Possession of a baccalaureate degree and one year of full-time secondary mathematics teaching. Topics from areas of Modern Mathematics which relate to the high school mathematics curriculum such as: algorithms, graph theory, coding theory, game theory, finite probability theory, difference equations, voting, recursion.

MAT 517. Fractals for Teachers. (3 Units)

Prerequisites: Possession of a baccalaureate degree and one year of full-time secondary mathematics teaching. Topics from Fractal and Chaos Theory including: the Cantor Set, Koch Curve, Julia Sets, space filing curves. Brownian motion and Chaotic behavior. Selections to relate to the high school mathematics curriculum.

MAT 521. Geometry For Teachers. (3 Units)

Prerequisites: MAT 543, graduate standing and one year of full time secondary mathematics teaching. Topics from Geometry including: points and lines in a triangle, properties of circles, collinearity, concurrence, transformations, arithmetic and geometric means, isoperimetric theorems, reflection principle.

MAT 522. Foundations of Algebraic Thinking. (3 Units)

Prerequisites: Students must have graduate standing and must have completed one year of full time secondary mathematics teaching. Patterns, functions, and multiple representations; independent and dependent variables; discrete and continuous functions; linear and nonlinear relationships in context; connections to arithmetic operations; algebraic expressions and equations. Examines current research on the understanding and learning of these topics.

MAT 523. Theory of Function. (3 Units)

Prerequisites: MAT 543, graduate standing and one year of full time secondary mathematics teaching.Topics from Function Theory including: mathematical models, linear functions, non-linear functions, transformations, limits, continuity, functions of several variables.

MAT 525. Algebraic Structures for Teachers. (3 Units)

Prerequisites: MAT 543, graduate standing and one year of full time secondary mathematics teaching. Topics relating to the high school Algebra curriculum from an advanced standpoint including algorithms, fields, polynomials, groups, fields, and rings.

MAT 543. Advanced Problem Solving. (3 Units)

Problem solving using non-routine strategies. Problems to be representative of several branches of mathematics and mathematically based disciplines.

MAT 545. History of Math Education. (3 Units)

Prerequisites: Graduate standing and one year of full time secondary teaching. Traces the development of the mathematics curriculum K-12 in the United States and internationally, concentrating both on content taught at different stages and the teaching methods employed. Reviews the various mathematics reform efforts over the past 170 years.

MAT 555. Research in Mathematics Education. (3 Units)

Prerequisites: GED 500 and consent of program. Integrates previous work and experience by emphasizing the application of theoretical models and research designs to the field of mathematics education. Special emphasis will be given to analyzing, organizing, and evaluating findings, and communicating the results.

MAT 557. Research in Math Education I. (3 Units)

Prerequisites: MAT 500 and 15 units of program. Overview of the current research literature pertaining to mathematics education in elementary and secondary schools. Topics such as mathematical reasoning, communication, problem solving, algebra, and geometry will be discussed and analyzed.

MAT 559. Research in Math Education II. (3 Units)

Prerequisite: MAT 557. Overview of the current research literature pertaining to mathematics education in elementary and secondary schools. Topics such as mathematical reasoning, communication, problem solving, algebra, and geometry will be discussed and analyzed.

MAT 590. Graduate Seminar in Mathematics Education. (1-4 Units)

Prerequisites: Possession of a baccalaureate degree and one year of full-time secondary mathematics teaching. Presentation and discussion of selected topics in Mathematics Education. Repeatable course.

MAT 594S. Independent Study. (1-4 Units)

Prerequisites: Consent of instructor and department chair. In consultation with a faculty member, the student will investigate in detail current scholarship in some area. Repeatable course.

MAT 595. Selected Topics:. (1-4 Units)

An intensive study of selected issues in mathematics education. Repeatable course.

MAT 597S. Directed Reading. (1-4 Units)

Prerequisites: Consent of instructor and department chair. Extensive reading in selected areas under the guidance of faculty mentor. Repeatable course.

MAT 598S. Directed Research. (1-4 Units)

Prerequisite: Classified graduate standing. Students will design and conduct research projects under the direct supervision of the instructor. Repeatable course.

MAT 599. Masters Project. (6 Units)

Prerequisite: Advancement to Candidacy. Completion of classroom based project under the guidance of faculty advisor. The culminating learning experience of the program which emphasizes the application of the mathematics education curriculum in the classroom.

MAT 600. Graduate Continuation Course. (1 Unit)

Graduate students who have completed their course work but not their thesis, project, or comprehensive examination, or who have other requirements remaining for the completion of their degree, may maintain continuous attendance by enrolling in this course. Signature of graduate program coordinator required.