Geometry and angles text

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A

I

  1. Implication.
  2. Intersection (of sets).
  3. Interval (real).

Q

B

  1. Basis (linear).

J

R

  1. Relation.
  2. Roots/zeroes (of a function).

C

  1. Combination (linear, of a finite set).

K

S

  1. Set (compact).
  2. Set (disjoint).
  3. Set (finite/infinite).
  4. Subset.
  5. Subset (Closed, of the real numbers).
  6. Subset (Open, of the real numbers).
  7. Subspace.
  8. System (of sets).

D

  1. Derivative of f(x).
  2. Dependence (linear).
  3. Diagonally dominant matrix.
  4. Dot product.

L

  1. Length (norm) of a vector.
  2. Limit definition (function at x = c).

T

  1. Tuple.

E

  1. Equality (of sets).

M

U

  1. Union (of sets).

F

  1. Field.
  2. Family (of sets).
  3. Function.

N

  1. Neighborhood (epsilon – Neighborhood).
  2. Neighborhood (deleted).

V

  1. Vector space.

G

  1. Group.
  2. Group (Abelian).

O

  1. Operation (on a set).

W

H

  1. Homomorphism.

P

  1. Point (interior, of a real set).
  2. Point (boundary, of a real set).

X

Y

Z