1
Q
Difference Quotient
A
2
Q
Derivative
A
3
Q
Differentiable & Differential
A
4
Q
Corner
A
5
Q
Cuspial
A
6
Q
Convex / Concave
A
Recall def of differentiable
7
Q
Taylor’s Theorem
A
8
Q
Maclaurins Formulae
A
9
Q
Derivative R^n
A
10
Q
Saddle Point
A
11
Q
Stationary Point
A
12
Q
Auxiliary Langrangean Function
A
13
Q
Linear Subspace
A
14
Q
Span of a Set
A
15
Q
Linear Independent
A
16
Q
Linear Dependent
A
17
Q
Basis of R^n
A
18
Q
Basis of Linear Subspace of R^n
A
19
Q
Dimensions of a Linear Subspace
A
20
Q
Linear Function
A
21
Q
Image / Image Space
A
22
Q
Kernel
A
23
Q
Nullity of f
A
24
Q
Surjective
A
25
Injective
26
Bijective
27
Rank by Columns / Rows
28
Possible Solutions Ax = b
29
Set of Solutions
30
Identity Matrix
31
Inverse Matrix
Recall def of adjoint matrix
32
Adjoint Matrix
33
Cofactor
34
Laplaces Definition (Determinant)
35
Minor
36
Cramer's Theorem
37
Non-Homogeneous Linear Systems
38
Homogeneous Linear Systems
39
Riesz-Markov Representation Theorem
40
Increasing (Strongly, Strictly);
Positive (Strictly, Strongly)
41
A function is Lipschnitz if
Corollary: derivative is bounded < or equal L (comes directly from mean value theorem, supposing f(x) less than or equal L)
Math 1
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