If someone wants information on 'aleph' then it is worth looking on various information websites. As well as the ones most people would think of it is also worth checking Encyclopedia Britannica. This is because that is an excellent source of information.
Sets are classified according to their cardinality: a measure of the number of elements that it contains. The cardinality of a set may be finite, aleph-null or aleph-one. Aleph-null is the number of integers (or rational numbers). Aleph-one
Aleph Zadik Aleph was created in 1924-05.
Also infinity. If you are concerned about the size of sets, it is a higher-level (larger) infinity. For example, 2 to the power aleph-zero, or aleph-zero to the power aleph-zero, is equal to aleph-one.
An aleph-one is the second of the transfinite cardinal numbers, which, according to the continuum hypothesis, corresponds to the number of real numbers.
No. Have a crack at "large numbers" in Wikipedia, and you'll find fascinating information. And of course there are things even bigger than numbers, such as the concept of infinity. Of which there may be several orders! named aleph null, aleph one and so on. All genuine and useful concepts. Do go to "Large Numbers'.
Yes.The set of {Aleph-null, Aleph-one, ...}, which is the set of the different infinities, has infinity as an element.Aleph-null is the countable infinity.
Aleph Samach was created in 1893.
Aleph-null (a listable infinity).
An aleph number is any of a sequence of numbers used to represent the cardinality of infinite sets, denoted by the Hebrew letter aleph.
Aleph is the name of a Hebrew letter, not a person. All 150 psalms in the Bible include the letter aleph (א).
The Aleph - short story - was created in 1945-09.
There are several infinities--one is "aleph null" which is a one to one correspondence with the set of natural numbers. It is written in Hebrew and I don't have the font. There is "aleph one" which may correspond to the continuum of real numbers--a "higher level of infinity". There may be more....