
Aleph - Wikipedia
In set theory, the Hebrew aleph glyph is used as the symbol to denote the aleph numbers, which represent the cardinality of infinite sets. This notation was introduced by mathematician Georg …
The Letter Aleph - Hebrew for Christians
Aleph is the first letter of the Hebrew alphabet and Tav the last, so, he reasoned, in the beginning God created the Aleph-Bet. Since God did this before creating the heavens and the earth, the …
ALEPH: Alliance for Jewish Renewal
ALEPH has received a substantial matching grant! For every $2 donated, as a new or increased gift, ALEPH will receive an additional $1. ALEPH is an alliance of organizations, individuals, …
Aleph - The first letter of the Hebrew alphabet - Chabad.org
Every letter of the aleph-bet has a numeric value, or gematria. The gematria of aleph is one, representing the one (or oneness of) G‑d, as we say in the famous prayer: “Hear, O Israel, G‑d …
ALEPH Definition & Meaning - Merriam-Webster
The meaning of ALEPH is the 1st letter of the Hebrew alphabet.
Hebrew: Hebrew Alphabet (Aleph-Bet) - Jewish Virtual Library
Note that Hebrew is written from right to left, rather than left to right as in English, so Alef is the first letter of the Hebrew alphabet and Tav is the last. The Hebrew alphabet is often called the …
The Letter Aleph - א - Hebrew Today
The letter Aleph is one of the most important and noteworthy letters in the Hebrew alphabet for a number of reasons, some spiritual and some practical. Since the letter Aleph is the first letter …
Topical Bible: Aleph
Aleph, as the first letter of the Hebrew alphabet, carries deep symbolic meaning in both Jewish and Christian traditions. Its representation of unity, divinity, and beginnings makes it a …
The Ancient Hebrew Alphabet | AHRC
Within the clan, tribe or family the chief or father is seen as the elder who is yoked to the others as the leader and teacher. The Modern name for this letter is aleph and corresponds to the Greek …
aleph - Wiktionary, the free dictionary
Nov 7, 2025 · (mathematics) The cardinality of an infinite well-ordered (or well-orderable) set. The axiom of choice is equivalent to the proposition that every infinite cardinal is an aleph.