Untitled - University of New Orleans

MATH 4311 Intro Mathematical Statistics
3 cr.
Prerequisite: MATH 2109 or 2112 or consent of department. MATH
4311 is prerequisite to MATH 4312. Axiomatic probability, discrete
and continuous distributions, expectation, estimation, central limit
theorem, confidence intervals and tests of hypotheses, regression,
Bayesian statistics, other topics.
MATH 4311G Intro Mathematical Statistics
3 cr.
Prerequisite: MATH 2109 or 2112 or consent of department. MATH
4311 is prerequisite to MATH 4312. Axiomatic probability, discrete
and continuous distributions, expectation, estimation, central limit
theorem, confidence intervals and tests of hypotheses, regression,
Bayesian statistics, other topics.
MATH 4312 Intro Mathematical Statistics
3 cr.
Prerequisite: MATH 2109 or 2112 or consent of department. MATH
4311 is prerequisite to MATH 4312. Axiomatic probability, discrete
and continuous distributions, expectation, estimation, central limit
theorem, confidence intervals and tests of hypotheses, regression,
Bayesian statistics, other topics.
MATH 4312G Intro Mathematical Statistics
3 cr.
Prerequisite: MATH 2109 or 2112 or consent of department. MATH
4311 is prerequisite to MATH 4312. Axiomatic probability, discrete
and continuous distributions, expectation, estimation, central limit
theorem, confidence intervals and tests of hypotheses, regression,
Bayesian statistics, other topics.
MATH 4341 Nonparametric Statistics
3 cr.
Prerequisite: MATH 4301 or 4304, or consent of department. Organizing
and summarizing data; one-sample, two-sample, and k-sample
tests; tests based on the binomial distribution; confidence intervals;
Wilcoxon type tests; Kruskal-Wallis and Friedman tests; contingency
tables; tests based on ranks; and Kolgoromov-Smirnoff type
statistics.
MATH 4341G Nonparametric Statistics
3 cr.
Prerequisite: MATH 4301 or 4304, or consent of department. Organizing
and summarizing data; one-sample, two-sample, and k-sample
tests; tests based on the binomial distribution; confidence intervals;
Wilcoxon type tests; Kruskal-Wallis and Friedman tests; contingency
tables; tests based on ranks; and Kolgoromov-Smirnoff type
statistics.
MATH 4370 Actuarial Math I
3 cr.
One-Time Waiver
MATH 4370G Actuarial Math I
3 cr.
One-Time Waiver
MATH 4371 Probability Theory
3 cr.
Prerequisite: MATH 2115 or consent of department. Discrete probability
theory, Markov chains, elementary limit laws and theorems.
MATH 4371G Probability Theory
3 cr.
Prerequisite: MATH 2115 or consent of department. Discrete probability
theory, Markov chains, elementary limit laws and theorems.
MATH 4372 App Stochastic Processes
3 cr.
Prerequisite: MATH 4311 or 4371 or consent of department. Introduction
to Poisson processes, Brownian motion, branching processes,
and related topics with applications.
MATH 4372G App Stochastic Processes
3 cr.
Prerequisite: MATH 4311 or 4371 or consent of department. Introduction
to Poisson processes, Brownian motion, branching processes,
and related topics with applications.
MATH 4380 Actuarial Mathematics
3 cr.
Prerequisites: MATH 2115 and MATH 2314 or consent of department.
Deterministic and stochastic actuarial modeling, stochastic
processes, Markov chains, the Poisson process, Brownian motion,
applications of each of the above concepts to actuarial problems.
MATH 4380G Actuarial Mathematics
3 cr.
Prerequisites: MATH 2115 and MATH 2314 or consent of department.
Deterministic and stochastic actuarial modeling, stochastic processes,
Markov chains, the Poisson process, Brownian motion, applications
of each of the above concepts to actuarial problems.
MATH 4411 Intro to Complex Analysis
3 cr.
Prerequisite: MATH 2115 or consent of department. Complex plane,
analytic functions, Cauchy-Riemann equations, mappings by elementary
functions, complex integration, Cauchy’s theorem, Cauchy
integral formula and applications, Taylor series, Laurent series, isolated
singularities, residue theorem and applications.
MATH 4411G Intro to Complex Analysis
3 cr.
Prerequisite: MATH 2115 or consent of department. Complex plane,
analytic functions, Cauchy-Riemann equations, mappings by elementary
functions, complex integration, Cauchy’s theorem, Cauchy
integral formula and applications, Taylor series, Laurent series, isolated
singularities, residue theorem and applications.
MATH 4511 Linear Algebra
3 cr.
Prerequisite: MATH 2511 or 3512. Inner product spaces, dual spaces,
canonical forms, the spectral theorem, quadratic forms, operators,
the classical groups, multilinear algebra and applications.
MATH 4511G Linear Algebra
3 cr.
Prerequisite: MATH 2511 or 3512. Inner product spaces, dual spaces,
canonical forms, the spectral theorem, quadratic forms, operators,
the classical groups, multilinear algebra and applications.
MATH 4512 Abstract Algebra
3 cr.
Prerequisite: MATH 3512. Ideals, Euclidean and principal ideal
domains, finite fields, Sylow theorems, and solvable groups.
MATH 4512G Abstract Algebra
3 cr.
Prerequisite: MATH 3512. Ideals, Euclidean and principal ideal
domains, finite fields, Sylow theorems, and solvable groups.
MATH 4518 Elementary Number Theory
3 cr.
Prerequisite: consent of department. Divisibility, congruences,
power residues, quadratic residues, certain arithmetic functions
and selected topics.
MATH 4518G Elementary Number Theory
3 cr.
Prerequisite: consent of department. Divisibility, congruences,
power residues, quadratic residues, certain arithmetic functions
and selected topics.
MATH 4524 Mathematical Logic
3 cr.
Prerequisite: MATH 2721 or 3512 or consent of department. Propositional
and predicate calculus; formal systems; computability and
decidability.
MATH 4524G Mathematical Logic
3 cr.
Prerequisite: MATH 2721 or 3512 or consent of department. Propositional
and predicate calculus; formal systems; computability and
decidability.
MATH 4611 Topology
3 cr.
Prerequisite: MATH 4101 or consent of department. Topological
spaces, continuous maps and homeomorphisms, product spaces,
connectedness, separation axioms, compactness, and metric spaces.
MATH 4611G Topology
3 cr.
Prerequisite: MATH 4101 or consent of department. Topological
spaces, continuous maps and homeomorphisms, product spaces,
connectedness, separation axioms, compactness, and metric spaces.
University of New Orleans/302