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inverzní

Inverzní is a Czech adjective meaning inverted, reversed, or opposite. It is derived from the Latin inversus and is used across disciplines to denote a reversal, inverse relationship, or transformation from an original state. The term often appears with nouns such as funkce, pořadí, proces or mechanism, indicating that something has been turned or undone in relation to its ordinary form.

In mathematics and related fields, inverse describes items that undo each other. Examples include the multiplicative

Beyond pure math, inverzní describes reversal processes in science and engineering. Inverse problems aim to infer

Overall, inverzní serves as a versatile term for indicating reversal, undoing, or opposite relation across disciplines.

inverse
a^{-1}
of
a
nonzero
number
a,
where
a
·
a^{-1}
=
1,
and
the
additive
inverse
-a,
where
a
+
(-a)
=
0.
An
inverse
function
f^{-1}
reverses
the
mapping
of
a
function
f,
so
that
if
f(x)
=
y
then
f^{-1}(y)
=
x.
The
inverse
of
a
matrix
A,
when
it
exists,
is
A^{-1}
with
AA^{-1}
=
I.
Inverse
concepts
also
encompass
inverse
operations,
such
as
subtraction
being
the
inverse
of
addition
and
taking
a
square
root
acting
as
a
partial
inverse
to
squaring.
the
causes
that
produced
observed
effects,
common
in
imaging,
geophysics,
and
signal
processing.
In
genetics,
inverze
(chromosome
inversion)
refers
to
a
structural
rearrangement
where
a
chromosome
segment
is
reversed
end
to
end;
the
adjective
inverzní
can
describe
related
features.
In
linguistics
and
syntax,
inversion
(inverze)
denotes
a
reversal
of
typical
word
order,
often
used
in
questions
or
stylistic
constructions.