Next: About this document
Up: Theory and Geometry of
Previous: Exercises
- affine combination
- Linear Combinations
- affine subspace
- Flats
- basis
- Basis for a Subspace
- centroid
- Linear Combinations
- combining coefficients
- Linear Combinations
- congruent subspace
- Flats
- conical combination
- Linear Combinations
- convex sum
- Linear Combinations
- dimension
- Basis for a Subspace
- direct sum
- Orthogonal Basis for a
- flat
- Flats
- Gram-Schmidt Orthogonalization Process
- Orthogonal Basis for a
- half-lines
- LinesHalf-lines, Line Segments,
- line
- LinesHalf-lines, Line Segments,
- line through the origin
- LinesHalf-lines, Line Segments,
- linear combination
- Linear Combinations
- linear variety
- Flats
- linearly dependent
- Linear Independence and Dependence
- linearly independent
- Linear Independence and Dependence
- maximal independent subset
- Basis for a Subspace
- nearly linearly independent
- Near Linear Independence
- origin shift
- Translation
- parametric form
- LinesHalf-lines, Line Segments,
- propagative
- Linear Combinations
- ray direction
- LinesHalf-lines, Line Segments,
- ray origin
- LinesHalf-lines, Line Segments,
- rays
- LinesHalf-lines, Line Segments,
- segments
- LinesHalf-lines, Line Segments,
- span
- Spanning Set for a
- spanning set
- Spanning Set for a
- standard basis
- Basis for a Subspace
- translate
- Translation
- trivial representation
- Representation of a Vector
- trivial translate
- Translation
Richard V. Helgason
Wed Sep 19 10:07:14 CDT 2001