-
point is zero, of a line is one, etc., and that
irregular sets can have
noninteger Hausdorff dimensions. For instance, the Koch
snowflake shown at right...
-
applications are in
Sobolev spaces,
where spaces of
functions that have a
noninteger number of
derivatives are
interpolated from the
spaces of
functions with...
-
different m****es.
Before the
discovery of isotopes,
empirically determined noninteger values of
atomic m****
confounded scientists. For example, a
sample of...
-
Daniel Geisler,
Tetration Ioannis Galidakis, On
extending hyper4 to
nonintegers (undated, 2006 or earlier) (A simpler,
easier to read
review of the next...
-
summarized as follows: mode = { ⌊ ( n + 1 ) p ⌋ if ( n + 1 ) p is 0 or a
noninteger , ( n + 1 ) p and ( n + 1 ) p − 1 if ( n + 1 ) p ∈ { 1 , … , n...
- grew by
integer multiplication. A
mutant bamboo plant flowering at a
noninteger multiple of its po****tion's
flowering interval would release its seeds...
- this
formula requires a
little care,
because noninteger complex powers are multivalued; when n is
noninteger, the
correct branch must be
determined via...
-
definition of
Lyapunov dimension are used.
Remark that the
attractors with
noninteger Hausdorff dimension are
called strange attractors.
Since the
direct numerical...
- A(z)\propto z^{l(E^{2})}}
where l ( E 2 ) {\displaystyle l(E^{2})} is the
noninteger value of the
angular momentum of a would-be
bound state with
energy E...
-
generally known as
Legendre functions of the
first and
second kind of
noninteger degree, with the
additional qualifier '****ociated' if μ is non-zero. A...
