# Search Course Outline

### Showing 25 course outlines from 2938 matches

1576

#### MATHS 765

: Mathematical Modelling2023 Semester Two (1235)

Advanced topics in mathematical modelling, including selected topics in a range of application areas, principally taken from the physical and biological sciences.

Prerequisite: At least B- or better in both MATHS 340 and 361

1577

#### MATHS 765

: Mathematical Modelling2022 Semester Two (1225)

Advanced topics in mathematical modelling, including selected topics in a range of application areas, principally taken from the physical and biological sciences.

Prerequisite: At least B- or better in both MATHS 340 and 361

1578

#### MATHS 765

: Mathematical Modelling2021 Semester Two (1215)

Advanced topics in mathematical modelling, including selected topics in a range of application areas, principally taken from the physical and biological sciences.

Prerequisite: At least B- or better in both MATHS 340 and 361

1579

#### MATHS 765

: Mathematical Modelling2020 Semester Two (1205)

Prerequisite: At least B- or better in both MATHS 340 and 361

1580

#### MATHS 766

: Inverse Problems2020 Semester Two (1205)

Covers the mathematical and statistical theory and modelling of unstable problems that are commonly encountered in mathematics and applied sciences.

Prerequisite: At least B- in both MATHS 340 and 363, or PHYSICS 701

1581

#### MATHS 769

: Stochastic Differential and Difference Equations2020 Semester One (1203)

Differential and difference equations are often used as preliminary models for real world phenomena. The practically relevant models that can explain observations are, however, often the stochastic extensions of differential and difference equations. This course considers stochastic differential and difference equations and applications such as estimation and forecasting.

Prerequisite: B- in both MATHS 340 and 361

1582

#### MATHS 770

: Advanced Numerical Analysis2023 Semester Two (1235)

Covers the use, implementation and analysis of efficient and reliable numerical algorithms for solving several classes of mathematical problems. The course assumes students have done an undergraduate course in numerical methods and can use Matlab or other high-level computational language.

Prerequisite: B- in MATHS 270, 340 and 361

1583

#### MATHS 770

: Advanced Numerical Analysis2022 Semester Two (1225)

Covers the use, implementation and analysis of efficient and reliable numerical algorithms for solving several classes of mathematical problems. The course assumes students have done an undergraduate course in numerical methods and can use Matlab or other high-level computational language.

Prerequisite: B- in MATHS 270, 340 and 361

1584

#### MATHS 770

: Advanced Numerical Analysis2021 Semester Two (1215)

Covers the use, implementation and analysis of efficient and reliable numerical algorithms for solving several classes of mathematical problems. The course assumes students have done an undergraduate course in numerical methods and can use Matlab or other high-level computational language.

Prerequisite: B- in MATHS 270, 340 and 361

1585

#### MATHS 770

: Advanced Numerical Analysis2020 Semester Two (1205)

Prerequisite: B- in MATHS 270, 340 and 361

1586

#### MATHS 776

: Honours Research Project2022 Semester Two (1225)

Restriction: MATHS 791
To complete this course students must enrol in MATHS 776 A and B, or MATHS 776

1587

#### MATHS 776

: Honours Research Project2022 Semester One (1223)

Restriction: MATHS 791
To complete this course students must enrol in MATHS 776 A and B, or MATHS 776

1588

#### MATHS 776

: Honours Research Project2021 Semester Two (1215)

Restriction: MATHS 791
To complete this course students must enrol in MATHS 776 A and B, or MATHS 776

1589

#### MATHS 776

: Honours Research Project2021 Semester One (1213)

1590

#### MATHS 776

: Honours Research Project2020 Semester Two (1205)

1591

#### MATHS 776

: Honours Research Project2020 Semester One (1203)

1592

#### MATHS 776A

: Honours Research Project2022 Semester Two (1225)

1593

#### MATHS 776A

: Honours Research Project2022 Semester One (1223)

1594

#### MATHS 776A

: Honours Research Project2021 Semester Two (1215)

1595

#### MATHS 776A

: Honours Research Project2021 Semester One (1213)

1596

#### MATHS 776A

: Honours Research Project2020 Semester Two (1205)

1597

#### MATHS 776A

: Honours Research Project2020 Semester One (1203)

1598

#### MATHS 787

: Special Topic: Inverse Problems and Stochastic Differential Equations2023 Semester One (1233)

Covers deterministic inverse problems: Hilbert spaces and linear operator theory, singular value decomposition and pseudoinverses, Tikhonov regularisation, nonlinear problems and iterative methods, continuous time processes, stochastic differential equations, random walks and Wiener processes, Itô calculus, and applications of SDE's.

Prerequisite: B- or higher in MATHS 340 and 361

Restriction: MATHS 769, 766

Restriction: MATHS 769, 766

1599

#### MATHS 787

: Special Topic: Inverse Problems and Stochastic Differential Equations2022 Semester One (1223)

Covers deterministic inverse problems: Hilbert spaces and linear operator theory, singular value decomposition and pseudoinverses, Tikhonov regularisation, nonlinear problems and iterative methods, continuous time processes, stochastic differential equations, random walks and Wiener processes, Itô calculus, and applications of SDE's.

Prerequisite: B- or higher in MATHS 340 and 361

Restriction: MATHS 769, 766

Restriction: MATHS 769, 766

1600

#### MATHS 787

: Special Topic: Inverse Problems and Stochastic Differential Equations2021 Semester One (1213)

Covers deterministic inverse problems: Hilbert spaces and linear operator theory, singular value decomposition and pseudoinverses, Tikhonov regularisation, nonlinear problems and iterative methods, continuous time processes, stochastic differential equations, random walks and Wiener processes, Itô calculus, and applications of SDE's.

Prerequisite: B- or higher in MATHS 340 and 361

Restriction: MATHS 769, 766

Restriction: MATHS 769, 766

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