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In set theory, , pronounced aleph-naught, aleph-zero, or aleph-null, is used to mark the cardinal number of an infinite countable set, such as , the set of all integers. More generally, the ℵ α {\displaystyle \aleph _{\alpha }} aleph number notation marks the ordered sequence of all distinct infinite cardinal numbers.
There are several prefixes in the Hebrew language which are appended to regular words to introduce a new meaning. In Hebrew, the letters that form those prefixes are called "formative letters" (Hebrew: אוֹתִיּוֹת הַשִּׁמּוּשׁ, Otiyot HaShimush).
Version B is a compilation of allegoric and mystic Aggadahs suggested by the names of the various letters, the component consonants being used as acrostics (). [1]Aleph (אלף = אמת למד פיך, "thy mouth learned truth") suggests truth, praise of God, faithfulness (אמונה = emunah), or the creative Word of God (אמרה = imrah) or God Himself as Aleph, Prince and Prime of all ...
In the Sefer Yetzirah, the letter aleph is king over breath, formed air in the universe, temperate in the year, and the chest in the soul. Aleph is also the first letter of the Hebrew word emet (אֱמֶת ), which means truth. In Judaism, it was the letter aleph that was carved into the head of the golem that ultimately gave it life.
The entries are sorted according to the Hebrew alphabet. Prefixes indicating prepositions, conjunctions and articles (such as ב, ד, ה, ו, כ, ל, ש ) have generally been removed, with the following exceptions:
This letter is named bet and vet, following the modern Israeli Hebrew pronunciation, bet and vet (/bet/), in Israel and by most Jews familiar with Hebrew, although some non-Israeli Ashkenazi speakers pronounce it beis (or bais) [3] and veis (/bejs/) (or vais or vaiz). [4] It is also named beth, following the Tiberian Hebrew pronunciation, in ...
The cardinality of any infinite ordinal number is an aleph number. Every aleph is the cardinality of some ordinal. The least of these is its initial ordinal. Any set whose cardinality is an aleph is equinumerous with an ordinal and is thus well-orderable. Each finite set is well-orderable, but does not have an aleph as its cardinality.
The Paleo-Hebrew script (Hebrew: הכתב העברי הקדום), also Palaeo-Hebrew, Proto-Hebrew or Old Hebrew, is the writing system found in Canaanite and Aramaic inscriptions, including pre-Biblical and Biblical Hebrew, from southern Canaan, also known as the biblical kingdoms of Israel (Samaria) and Judah.
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