- is
perpendicular to line B"),
orthogonal is
commonly used
without to (e.g., "
orthogonal lines A and B").
Orthogonality is also used with
various meanings...
-
number λn. The
interval of
orthogonality is
bounded by
whatever roots Q has. The root of L is
inside the
interval of
orthogonality.
Letting R ( x ) = e ∫...
- most-frequently used
regarding ****embly
instruction sets, as
orthogonal instruction set.
Orthogonality in a
programming language means that a
relatively small...
-
orthogonality in the
usual way,
namely that two
polynomials are
orthogonal if
their inner product is zero. Then the
sequence (Pn)∞ n=0 of
orthogonal polynomials...
- \langle f,g\rangle _{w}=0.}
Orthogonality of two
functions with
respect to one
inner product does not
imply orthogonality with
respect to
another inner...
- not true;
having a
determinant of ±1 is no
guarantee of
orthogonality, even with
orthogonal columns, as
shown by the
following counterexample. [ 2 0...
- In mathematics, an
orthogonal array (more specifically, a fixed-level
orthogonal array) is a "table" (array)
whose entries come from a
fixed finite set...
- 1/m and the
slopes of
hyperbolic orthogonal lines are
reciprocals of each other. The
relation of
hyperbolic orthogonality actually applies to
classes of...
- In mathematics, the
orthogonal group in
dimension n,
denoted O(n), is the
group of distance-preserving
transformations of a
Euclidean space of dimension...
- ⟨ ⋅ , ⋅ ⟩ {\displaystyle \langle \cdot ,\cdot \rangle } ,
where orthogonality of two
vectors v {\displaystyle v} and w {\displaystyle w}
means ⟨...
