Mathematics

• 16:642:561 Introduction to Mathematical Physics I Michael Kiessling Classical physics, Newton's and Einstein's, done with mathematical rigor: Hilbert's 6th problem in updated form.
• 16:640:551 Abstract Algebra I Vladimir Retakh In progress First semester of Graduate Algebra.
• 16:640:501 Theory of Functions of a Real Variable I Mariusz Mirek In progress The foundations of modern analysis, from functions of a real variable to more general and abstract theory, with applications.

Combinatorics & Discrete Mathematics

• 16:640:640 Experimental Mathematics: Algorithmic Enumerative and Algebraic Combinatorics Doron Zeilberger Coursework Maple and how to program with it, with a focus on algorithmic enumerative and algebraic combinatorics and elegant bijective proofs.
• 16:640:591 Combinatorial Game Theory David Molnar Two-player games with no hidden information, impartial (Nim) and partizan (Hackenbush), from specific games to general theory.
• 16:642:587 Probability in Discrete Mathematics Jeffry Kahn Probabilistic methods in combinatorics: the machinery, applications where no probability seems called for, and random graphs.
• 16:642:582 Combinatorics I Swee Hong Chan In progress A graduate survey of combinatorics: enumeration, matchings, posets, extremal set theory, Ramsey theory, and probabilistic methods.
• 16:642:581 Graph Theory Bhargav Narayanan Coursework A graduate course in graph theory, following Bollobás's Modern Graph Theory.

Quantitative Finance

• 16:958:591 Algorithmic Trading and Portfolio Management Mhamed Bettaieb In progress Algorithmic trading strategies and portfolio theory: CAPM, factor models, covariance estimation, optimization with transaction costs, and backtesting.
• 16:958:590 Foundations of Financial Statistics and Risk Management Mhamed Bettaieb In progress Banking, market and risk-management concepts, and discrete stochastic models and optimization for portfolios, derivatives pricing and risk.

Mathematics

• 01:640:461 Mathematical Logic Sentential and predicate calculus; consistency, completeness, and independence; Gödel's incompleteness theorems.
• 01:640:354 Linear Optimization Linear programming, the simplex method, duality, sensitivity analysis, integer programming, and network flows.
• 01:640:350 Linear Algebra Proof-based linear algebra: abstract vector spaces, linear transformations, diagonalization, Jordan form, and inner product spaces.
• 01:640:311 Introduction to Real Analysis I The fundamental concepts of analysis: real numbers, sequences, limits, continuity, and differentiation in one variable.
• 01:640:300 Introduction to Mathematical Reasoning Abstract concepts common to all of mathematics, with emphasis on understanding and constructing rigorous proofs.
• 01:198:111 Introduction to Computer Science Problem solving through decomposition; writing, debugging, and analyzing Java programs; sorting, searching, data structures, and recursion.

Probability & Statistics

• 01:640:481 Mathematical Theory of Statistics Moulik Kallupalam Balasubramanian Coursework Fundamental principles of mathematical statistics, sampling distributions, estimation, testing hypotheses, correlation analysis, regression.
• 01:640:478 Introduction to Stochastic Processes Discrete- and continuous-time Markov chains, Poisson processes, queuing theory, and renewal processes.
• 01:640:477 Mathematical Theory of Probability The foundations of probability and the basic tools needed to make informed choices.

Economics

• ECON460 Industrial Organization Models of firm behavior under varying market power, applied to specific industries and how market structure evolves.
• ECON442 Globalization and Capital Markets Open-economy macroeconomics of international capital flows, speculative currency attacks, and sudden reversals of capital inflows.
• ECON423 Advanced Topics in Econometrics Autocorrelation, heteroscedasticity, functional form, simultaneous equations, logit and probit models, and instrumental variables.
• ECON422 Econometrics Ethan Kaplan Formulating, estimating, and testing economic models: single- and multiple-variable regression, identification, and inference.
• ECON414 Game Theory Competitive and cooperative behavior when outcomes are jointly determined, applied to economics, business, and political science.
• ECON406 Advanced Microeconomics More realistic models of decision-making than intermediate micro: uncertainty, intertemporal choice, strategic interaction, and fairness.
• ECON326 Intermediate Microeconomic Analysis Rigorous analysis of consumer and firm decisions: utility, competition and market power, risk, externalities, and asymmetric information.
• ECON325 Intermediate Macroeconomic Analysis Rigorous analysis of macroeconomic behavior and policy: growth, unemployment, inflation, and international economic flows.
• ECON201 Principles of Macroeconomics How market economies behave in aggregate: national income and output, unemployment, inflation, and monetary and fiscal policy.

Probability & Statistics

• STAT430 Introduction to Statistical Computing with SAS Statistics in SAS: data summaries and handling, least squares and regression diagnostics, categorical, lifetime, and time-series data.
• STAT401 Applied Probability and Statistics II Point estimation - unbiased and consistent estimators. Interval estimation. Minimum variance and maximum likelihood estimators. Testing of hypotheses. Regression, correlation and analysis of variance. Sampling distributions. Elements of non-parametric methods.
• STAT400 Applied Probability and Statistics I Random variables, standard distributions, moments, law of large numbers and central limit theorem. Sampling methods, estimation of parameters, testing of hypotheses.

Mathematics

• PHYS274 Mathematical Methods for Physics I Linear algebra, curvilinear coordinates, and vector analysis for physics.
• PHIL271 Symbolic Logic Modern symbolic logic through classical first-order logic with identity: natural deduction proofs and semantic models.
• MATH246 Differential Equations for Scientists and Engineers Solving ordinary differential equations: first- and second-order and linear equations, Laplace transforms, numerical methods, and qualitative theory.
• MATH241 Calculus III Multivariable calculus: vectors, partial derivatives and Lagrange multipliers, multiple integrals, and the theorems of Green, Stokes and Gauss.
• MATH240 Introduction to Linear Algebra Vector spaces, linear equations and matrices, linear transformations, eigenvalues, determinants, and quadratic forms.
• PHIL170 Introduction to Symbolic Logic Translating between ordinary language and logical notation, and testing arguments with truth tables, deductions, and countermodels.

Physics

• PHYS271 General Physics: Electrodynamics, Light, Relativity and Modern Physics (Laboratory) Laboratory experiments in AC circuits, magnetism, light, and modern physics.
• PHYS270 General Physics: Waves, Optics, Relativity and Modern Physics Waves, sound, electromagnetic waves, optics, special theory of relativity, and modern physics.
• PHYS261 General Physics: Mechanics, Vibrations, Waves, Heat (Laboratory) Laboratory experiments in mechanics, vibrations, waves, and heat.
• PHYS260 General Physics: Electricity, Magnetism and Thermodynamics Electrostatics, magnetism, induction, DC and AC circuits; Maxwell's Equations, heat, and thermodynamics.
• PHYS199M The Manhattan Project Introduction to some critical ideas of nuclear physics and a review of some key historical developments starting at the end of the 19th century.
• PHYS161 General Physics: Mechanics and Particle Dynamics Laws of motion, force, and energy; principles of mechanics, collisions, linear momentum, rotation, and gravitation.
• CHEM135 General Chemistry for Engineers The nature and composition of matter, solutions, chemical reactions, equilibria, and electrochemistry with applications to various fields of engineering.

Business

• ENGL394 Business Writing Intensive practice in the forms of written communication common in the business world: letters, memos, short reports, and proposals. Focus on the principles of rhetoric and effective style.
• BMGT220 Principles of Accounting I Basic theory and techniques of contemporary financial accounting.
• ENES140 Discovering New Ventures Designing a new venture in teams: assessing feasibility, and planning, launching, and managing a startup.

Other Courses and Equivalencies

Other Courses

• 05:300:350 Education and Computers Rutgers Using computers across educational settings: programming, application programs, computer-based instruction, and social issues.
• 37:575:300 Writing in Labor Studies and Employment Relations Rutgers Construction of a well-written argument in labor studies and employment relations; application of sound writing principles to contemporary labor policy issues; intensive practice.
• 01:450:101 Earth Systems Rutgers Earth's physical processes: earth-sun relations, weather and climate, the hydrologic cycle, earth materials, and landforms.
• HIST289R Pocketbook Politics: A History of American Buying and Selling Maryland Provides a thematic approach to consumerism as it emerged in the United States over the course of three centuries.
• KNES214 Science and Methods of Personal Fitness Instruction Maryland Basic concepts of human anatomy, exercise physiology, applied kinesiology, nutrition and the physiology of exercise training. Includes the CORE knowledge required for the American Council on Exercise (ACE) Personal Trainer certification.
• PHIL209N Know Thyself: Wisdom Through Cognitive Science Maryland The biases and fallacies cognitive science has found in decision-making, and strategies for making wiser choices.
• HIST201 Interpreting American History: From 1865 to the Present Maryland The United States from the end of the Civil War to the present.
• HIST111 The Medieval World Maryland The development of Europe in the Middle Ages; the role of religious values in shaping new social, economic, and political institutions; medieval literature, art and architecture.
• COMM107 Oral Communication: Principles and Practices Maryland A study of and practice in oral communication, including principles of interviewing, group discussion, listening, informative briefings, and persuasive speeches.
• ENGL101 Academic Writing Maryland An introductory course in expository writing.

AP Equivalencies

• MATH140, MATH141 AP Calculus BC Maryland credit: Calculus I and Calculus II
• STAT100 AP Statistics Maryland credit: Elementary Statistics and Probability
• PHYS121 AP Physics 1 Maryland credit: Fundamentals of Physics I
• ECON200 AP Microeconomics Maryland credit: Principles of Microeconomics