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Introduction to University Mathematics (2026), Lecture 0. First Year Student Lecture

1:14:56
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Introduction to University Mathematics (2026), Lecture 1. First Year Student Lecture

1:52:56
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Introduction to University Mathematics (2026), Lecture 2. First Year Student Lecture

42:36
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Introduction to University Mathematics (2026), Lecture 3. First Year Student Lecture

1:33:11
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Introduction to University Mathematics (2026), Lecture 4. First Year Student Lecture

2:14:26
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Introduction to University Mathematics (2026), Lecture 5. First Year Student Lecture

45:16
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Introduction to University Mathematics (2021), Lecture 1: Natural Numbers and Induction (OXF-MATH)

47:48
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Introduction to University Mathematics (2021), Lecture 2: Binomial Theorem and Sets (OXF-MATH)

41:50
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Introduction to University Mathematics (2021), Lecture 3: Algebra of Sets, Truth Tables, and Cardinality (OXF-MATH)

52:50
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Introduction to University Mathematics (2021), Lecture 4: Relations and Equivalence Relations (OXF-MATH)

49:04
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Introduction to University Mathematics (2021), Lecture 5: Functions (OXF-MATH)

53:16
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Introduction to University Mathematics (2021), Lecture 6: Logical Notation and Quantifiers (OXF-MATH)

44:20
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Introduction to University Mathematics (2021), Lecture 7: Constructing Statements and Proofs (OXF-MATH)

46:33
14

Introduction to Complex Numbers, Lecture 1 (OXF-MATH)

46:06
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Introduction to Complex Numbers, Lecture 2 (OXF-MATH)

50:04
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Introductory Calculus: First Year Student Lecture (OXF-MATH)

58:03
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Multivariable Calculus, Lecture 1: Multiple Integrals in 2D (OXF-MATH)

46:39
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Multivariable Calculus, Lecture 2: Multiple Integrals in 2D; Change of Variables and Jacobians (OXF-MATH)

48:06
19

Multivariable Calculus, Lecture 3: Volume Integrals (OXF-MATH)

52:22
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Multivariable Calculus, Lecture 4: Surface Integrals (OXF-MATH)

48:03

Introduction to Complex Numbers, Lecture 1 (OXF-MATH)

Professor

46:06·2024·undergraduate level

This lecture provides an essential recap of fundamental concepts in complex numbers, preparing students for advanced topics by reinforcing core algebraic manipulations and definitions.

To make sure our students, who come from all over the world, are up to speed for the challenges ahead, this lecture recaps much of the work they should have done at high school, providing a short description of some of the basics of complex numbers.

But even in an recap there are subtle differences and pointers to what's to come.

Seminar notes & discussion

No public seminar notes on this lecture yet.