Browse our comprehensive list to see all programs. Online math degrees can be earned at every educational level, from associate to master's. When you are weighing your options and researching schools, be sure to pay close attention to institutional accreditation. Because there is no specific programmatic accrediting agency for mathematics, understanding and assessing institutional accreditation is an important aspect of choosing a quality degree program.

Brief review of multivariate calculus: Inverse and implicit function theorems and their applications. Introduction to calculus on manifolds: Gauss' and Stokes' theorems on manifolds. Students should also have some familiarity with introductory physics even at the advanced high school level.

An introduction to the dynamical processes that drive the circulation of the atmosphere and ocean, and their interaction. This is the core of climate science. Lectures will be guided by consideration of observations and experiments, but the goal is to develop an understanding of the unifying principles of planetary fluid dynamics.

Topics include the global energy balance, convection and radiation the greenhouse effecteffects of planetary rotation the Coriolis forcestructure of the atmospheric circulation the Hadley cell and wind patternsstructure of the oceanic circulation wind-driven currents and the thermohaline circulationclimate and climate variability including El Nino and anthropogenic warming.

Fluid dynamics is the branch of physics that describes motions of fluids as varied as the flow of blood in the human body, the flight of an insect or the motions of weather systems on Earth.

The course introduces the key concepts of fluid dynamics: These concepts are applied to study classic problems in fluid dynamics, such as potential flow around a cylinder, the Stokes flow, the propagation of sound and gravity waves and the onset of instability in shear flow.

This course is intended for math majors and other students with a strong interest in mathematics. An introduction to the mathematical treatment of random phenomena occurring in the natural, physical, and social sciences.

Axioms of mathematical probability, combinatorial analysis, binomial distribution, Poisson and normal approximation, random variables and probability distributions, generating functions, Markov chains applications.

An introduction to the mathematical foundations and techniques of modern statistical analysis for the interpretation of data in the quantitative sciences.

Mathematical theory of sampling; normal populations and distributions; chi-square, t, and F distributions; hypothesis testing; estimation; confidence intervals; sequential analysis; correlation, regression; analysis of variance.

Applications to the sciences.

Techniques for counting and enumeration including generating functions, the principle of inclusion and exclusion, and Polya counting. Modern algorithms and data structures for graph-theoretic problems.

Divisibility theory and prime numbers. Linear and quadratic congruences. The classical number-theoretic functions. Introduction to the mathematics of finance.the effectiveness of differentiated instruction in the elementary mathematics classroom a dissertation submitted to the graduate school in partial fulfillment of the.

What is a Thesis Statement? The thesis statement is the sentence that states the main idea of a writing assignment and helps control the ideas within the paper.

Texas A&M International University (TAMIU) is an international university poised at the Gateway to Mexico and serving as the cultural and intellectual hub of a . COLLEGE OF ARTS & SCIENCES MATHEMATICS Detailed course offerings (Time Schedule) are available for.

Autumn Quarter ; Winter Quarter ; MATH Intermediate Algebra (0) Intermediate algebra equivalent to third semester of high school algebra. Includes linear equations and models, linear systems in two variables, quadratic equations, completing the square, graphing . Mathematics is one of the oldest disciplines of study.

For all its antiquity, however, it is a modern, rapidly growing field.

Only 70 years ago, mathematics might have been said to consist of algebra, analysis, number theory and geometry. Buy Fourier Analysis on Number Fields (Graduate Texts in Mathematics) (v. ) on ashio-midori.com FREE SHIPPING on qualified orders.

Recent M.A. Grads (Arizona Teacher Initiative) - Department of Mathematics