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SEE: Guide to Download The University of New South Wales Video Lecture
Lecture Details :
A basic lecture discussing the divergence of a vector field. I show how to calculate the divergence and present some geometric explanation of what the divergence represents. Several examples are discussed. Such ideas have important applications in fluid flow and are seen in vector calculus.
Course Description :
Topics covered will include important aspects of applied mathematics used in engineering, such as: multivariable calculus; vector calculus; differential equations; Laplace transforms; Fourier series.
Other Resources :
Other Mathematics Courses
- Calculus I by University of Missouri Kansas City
- University Calculus by The University of New South Wales
- Mobius Function by Other
- Linear Algebra by The University of New South Wales
- Advanced Engineering Mathematics by IIT Kharagpur
- California Standards Test: Algebra II by Khan Academy
- Multivariable Calculus by MIT
- ACT 460 / STA 2502 - Stochastic Methods for Actuarial Science by University of Toronto
- Functional Analysis by IIT Kharagpur
- Math 3C: Probability for Math Science by UCLA
» check out the complete list of Mathematics lectures
Mathematics Lecture Notes
- Linear Functional Analysis by Macquarie University
- Math 100: UBC Calculus by University of British Columbia
- First Year Calculus by Macquarie University
- Multivariable and Vector Analysis by Macquarie University
- Course 2BA1 - Mathematics by Trinity College
- Probabilistic Thinking by Princeton University
- Math 231: Partial Differential Equations by UC San Diego
- Linear Algebra by Macquarie University
- Math 735: Stochastic Differential Equations by University of Wisconsin
- Topology Education by University College Galway