Definition of Abundant number. Meaning of Abundant number. Synonyms of Abundant number
Here you will find one or more explanations in English for the word Abundant number. Also in the bottom left of the page several parts of wikipedia pages related to the word Abundant number and, of course, Abundant number synonyms and on the right images related to the word Abundant number.
Definition of Abundant number
Abundant numberNumber Num"ber, n. [OE. nombre, F. nombre, L. numerus; akin to
Gr. ? that which is dealt out, fr. ? to deal out, distribute.
See Numb, Nomad, and cf. Numerate, Numero,
1. That which admits of being counted or reckoned; a unit, or
an aggregate of units; a numerable aggregate or collection
of individuals; an assemblage made up of distinct things
expressible by figures.
2. A collection of many individuals; a numerous assemblage; a
Ladies are always of great use to the party they
espouse, and never fail to win over numbers.
3. A numeral; a word or character denoting a number; as, to
put a number on a door.
4. Numerousness; multitude.
Number itself importeth not much in armies where the
people are of weak courage. --Bacon.
5. The state or quality of being numerable or countable.
Of whom came nations, tribes, people, and kindreds
out of number. --2 Esdras
6. Quantity, regarded as made up of an aggregate of separate
7. That which is regulated by count; poetic measure, as
divisions of time or number of syllables; hence, poetry,
verse; -- chiefly used in the plural.
I lisped in numbers, for the numbers came. --Pope.
8. (Gram.) The distinction of objects, as one, or more than
one (in some languages, as one, or two, or more than two),
expressed (usually) by a difference in the form of a word;
thus, the singular number and the plural number are the
names of the forms of a word indicating the objects
denoted or referred to by the word as one, or as more than
9. (Math.) The measure of the relation between quantities or
things of the same kind; that abstract species of quantity
which is capable of being expressed by figures; numerical
Abstract number, Abundant number, Cardinal number, etc.
See under Abstract, Abundant, etc.
In numbers, in numbered parts; as, a book published in
numbers. Abundant numberAbundant A*bun"dant, a. [OE. (h)abundant, aboundant, F.
abondant, fr. L. abudans, p. pr. of abundare. See Abound.]
Fully sufficient; plentiful; in copious supply; -- followed
by in, rarely by with. ``Abundant in goodness and truth.'
--Exod. xxxiv. 6.
Abundant number (Math.), a number, the sum of whose aliquot
parts exceeds the number itself. Thus, 1, 2, 3, 4, 6, the
aliquot parts of 12, make the number 16. This is opposed
to a deficient number, as 14, whose aliquot parts are 1,
2, 7, the sum of which is 10; and to a perfect number,
which is equal to the sum of its aliquot parts, as 6,
whose aliquot parts are 1, 2., 3.
Syn: Ample; plentiful; copious; plenteous; exuberant;
overflowing; rich; teeming; profuse; bountiful; liberal.
Meaning of Abundant number from wikipedia
- In number
theory, an abundant number
or excessive number
is a number
the sum of its proper divisors
than the number
itself. The integer...
- In mathematics, a colossally abundant number
as CA) is a natural number
that, in a particular, rigorous
sense, has many divisors...
- In mathematics, a highly abundant number
is a natural number
with the property
that the sum of its divisors
(including itself) is greater
than the sum...
- primitive abundant number
is an abundant number whose proper divisors
are all deficient
numbers. For example, 20 is a primitive abundant number
- A prime number
(or a prime) is a natural number greater
than 1 that cannot
two smaller natural
numbers. A natural number
1,421,280 – harmonic divisor number
1,441,440 – colossally abundant number
, superior highly composite number
1,441,889 – Markov number
599 and preceding
601. Six hundred
is a composite
number, an abundant number
, a pronic number
and a Harshad
number. In the United
States, a credit...
- base 9 232,792,560 – superior highly composite
number; colossally abundant number
; the smallest number divisible
by all the numbers
of 9, smallest
odd abundant number
(divisors less than itself
add up to 975); smallest
odd primitive abundant number
of the (22)q family
in this form. 20 is the smallest primitive abundant number
. An icosahedron
has 20 faces. A dodecahedron
has 20 vertices. 20 can...
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