The perspective part of the homogeneous transformation matrix is
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In linear algebra, linear transformations can be represented by matrices. If
T
T is a linear transformation mapping
R
n
\mathbb {R} ^{n} to
R
m
\mathbb {R} ^{m} and
x
→
{\vec {x}} is a column vector with
n
n entries, then
T
T is a linear transformation mapping
R
n
\mathbb {R} ^{n} to
R
m
\mathbb {R} ^{m} and
x
→
{\vec {x}} is a column vector with
n
n entries, then
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