MATH 5101:
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Summary MATH 5101: Linear Mathematics in Finite Dimensions
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Chapter 1
VECTOR SPACES
1.1Lecture 1 (Wednesday)
1.1.1Three archetypical equations of linear algebra
1.1.2Vector as an aggregate of entities
1.1.3Vector space: Definition and Examples
1.1.4Subspace of a vector space
1.2Lecture 2 (Friday)
1.2.1The Subspace Theorem
1.2.2Spanning set
1.2.3Linear independence (material for next lecture)
1.2.4Basis; coordinates (material for next lecture)
1.2.5Basis-induced isomorphism (material for next lec-
ture)
1.3Lecture 3 (Monday)
1.3.1Spanning s...
Summary
Summary MATH 5101: Linear Mathematics in Finite Dimensions
Last document update:
ago
Chapter 1 VECTOR SPACES 1.1Lecture 1 (Wednesday) 1.1.1Three archetypical equations of linear algebra 1.1.2Vector as an aggregate of entities 1.1.3Vector space: Definition and Examples 1.1.4Subspace of a vector space 1.2Lecture 2 (Friday) 1.2.1The Subspace Theorem 1.2.2Spanning set 1.2.3Linear independence (material for next lecture) 1.2.4Basis; coordinates (material for next lecture) 1.2.5Basis-induced isomorphism (material for next lec- ture) 1.3Lecture 3 (Monday) 1.3.1Spanning s...
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