hypercomplex

As a noun terms

is .

As an adjective hypercomplex is

(mathematics) describing any of several types of higher-dimensional numbers having some characteristics of complex numbers.

In mathematics|lang=en terms the difference between complex and hypercomplex

is that complex is (mathematics) of a number, of the form a + bi'', where ''a'' and ''b'' are real numbers and ''i is a square root of −1 while hypercomplex is (mathematics) describing any of several types of higher-dimensional numbers having some characteristics of complex numbers.

As adjectives the difference between complex and hypercomplex

is that complex is made up of multiple parts; composite; not simple while hypercomplex is (mathematics) describing any of several types of higher-dimensional numbers having some characteristics of complex numbers.

As a noun complex

is a problem.

As a verb complex

is (chemistry|intransitive) to form a complex with another substance.

As adjectives the difference between number and hypercomplex

is that number is (numb) while hypercomplex is (mathematics) describing any of several types of higher-dimensional numbers having some characteristics of complex numbers.

As a noun number

is (countable) an abstract entity used to describe quantity.

As a verb number

is to label (items) with numbers; to assign numbers to (items).

In mathematics terms the difference between dimensional and hypercomplex

is that dimensional is appended to cardinal numbers or algebraic symbols to form adjectives meaning "having the stated number of dimensions" while hypercomplex is describing any of several types of higher-dimensional numbers having some characteristics of complex numbers.

As adjectives the difference between dimensional and hypercomplex

is that dimensional is of or pertaining to dimensions while hypercomplex is describing any of several types of higher-dimensional numbers having some characteristics of complex numbers.