- In mathematics, a
complex number is an
element of a
number system that
extends the real
numbers with a
specific element denoted i,
called the imaginary...
-
lines through the
origin of a real
Euclidean space, the
points of a
complex projective space label the
complex lines through the
origin of a
complex Euclidean...
- The
Nazca lines (/ˈnɑːzkə/, /-kɑː/) are a
group of over 700
geoglyphs made in the soil
of the
Nazca Desert in
southern Peru. They were
created between...
- are two
interlinked stations in the City
of London that form a
public transport complex served by five
lines of the
London Underground as well as the Docklands...
-
coinciding lines or the
union of a line and the line at infinity), a
single point (in fact, two
complex conjugate lines), or the null set (twice the line...
- In geometry, a set
of lines is
called equiangular if all the
lines intersect at a
single point, and
every pair
of lines makes the same angle. Computing...
-
Complex analysis,
traditionally known as the
theory of functions of a
complex variable, is the
branch of mathematical analysis that
investigates functions...
- In mathematics, a
complex logarithm is a
generalization of the
natural logarithm to
nonzero complex numbers. The term
refers to one
of the following, which...
-
complex polytope may be
understood as a
collection of complex points,
lines, planes, and so on,
where every point is the
junction of multiple lines,...
- and Nova
Scotia was, from the Bay
of Fundy; up the
Missaguash River to a post near
Black Island; then a
complex of lines through and past
Black Island, eventually...
