terms |
ultradiscrete |
As a noun terms
is .
As an adjective ultradiscrete is
(mathematics) describing any discrete system whose dependent variables also take discrete values.
wikidiffcom |
ultradiscrete |
As an adjective ultradiscrete is
(mathematics) describing any discrete system whose dependent variables also take discrete values.
ultradiscreet |
ultradiscrete |
As adjectives the difference between ultradiscreet and ultradiscrete
is that
ultradiscreet is very discreet while
ultradiscrete is describing any discrete system whose dependent variables also take discrete values.
taxonomy |
ultradiscrete |
As a noun taxonomy
is the science or the technique used to make a classification.
As an adjective ultradiscrete is
describing any discrete system whose dependent variables also take discrete values.
variable |
ultradiscrete |
In mathematics terms the difference between variable and ultradiscrete
is that
variable is a symbol representing a variable while
ultradiscrete is describing any discrete system whose dependent variables also take discrete values.
As adjectives the difference between variable and ultradiscrete
is that
variable is able to vary while
ultradiscrete is describing any discrete system whose dependent variables also take discrete values.
As a noun variable
is something that is variable.
dependent |
ultradiscrete |
As adjectives the difference between dependent and ultradiscrete
is that
dependent is relying upon; depending upon while
ultradiscrete is describing any discrete system whose dependent variables also take discrete values.
As a noun dependent
is one who relies on another for support.
discrete |
ultradiscrete |
As adjectives the difference between discrete and ultradiscrete
is that
discrete is separate; distinct; individual; non-continuous while
ultradiscrete is describing any discrete system whose dependent variables also take discrete values.
ultradiscrete |
ultradiscretizing |
In mathematics terms the difference between ultradiscrete and ultradiscretizing
is that
ultradiscrete is describing any discrete system whose dependent variables also take discrete values while
ultradiscretizing is any procedure that transforms a discrete system into an ultradiscrete one.
As an adjective ultradiscrete
is describing any discrete system whose dependent variables also take discrete values.
As a noun ultradiscretizing is
any procedure that transforms a discrete system into an ultradiscrete one.