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ALEPH OBJECTS

  • Aleph Objects
  • American manufacturer of 3D printers

    Aleph Objects, Inc. was a small manufacturing company based in Loveland, Colorado. Their business model focused around the development of open-source

    Aleph Objects

    Aleph_Objects

  • Aleph number
  • Infinite cardinal number

    In mathematics, particularly in set theory, the aleph numbers are a sequence of numbers used to represent the cardinality (or size) of infinite sets.

    Aleph number

    Aleph number

    Aleph_number

  • The Aleph (short story)
  • 1945 short story by Jorge Luis Borges

    "The Aleph" (Spanish: El Aleph) is a short story by Argentine writer and poet Jorge Luis Borges. First published in September 1945, it was reprinted in

    The Aleph (short story)

    The_Aleph_(short_story)

  • Marlin (firmware)
  • Open source firmware for 3D printers

    project. Early machines included the Ultimaker 1, the TAZ series by Aleph Objects and the Prusa i3 by Prusa Research. By 2018 manufacturers had begun

    Marlin (firmware)

    Marlin_(firmware)

  • Continuum hypothesis
  • Proposition in mathematical logic

    is equivalent to the following equation in aleph numbers: 2 ℵ 0 = ℵ 1 {\displaystyle 2^{\aleph _{0}}=\aleph _{1}} , or even shorter with beth numbers:

    Continuum hypothesis

    Continuum_hypothesis

  • Fused filament fabrication
  • 3D printing process that melts thermoplastic material from a spool of filament

    prices in the US$2,000 range. The LulzBot 3D printers manufactured by Aleph Objects are another example of an open-source application of fused deposition

    Fused filament fabrication

    Fused filament fabrication

    Fused_filament_fabrication

  • List of 3D printer manufacturers
  • Los Angeles, California, USA Airwolf 3D – Costa Mesa, California, USA Aleph Objects – Loveland, Colorado, USA – (Lulzbot printers), (owned by FAME 3D) Bambu

    List of 3D printer manufacturers

    List_of_3D_printer_manufacturers

  • Aum Shinrikyo
  • Japanese cult and terrorist organization

    Aleph (Japanese: アレフ, Hepburn: Arefu), better known by their former name Aum Shinrikyo (オウム真理教, Ōmu Shinrikyō; lit. 'religion of Aum Supreme Truth'),

    Aum Shinrikyo

    Aum Shinrikyo

    Aum_Shinrikyo

  • Cardinality
  • Size of a set in mathematics

    individual objects they contain, which may be infinite. The concept is understood through one-to-one correspondences between sets. That is, if their objects can

    Cardinality

    Cardinality

    Cardinality

  • List of open-source hardware projects
  • extruder, provide the filament for RepRaps LulzBot – 3D printer design by Aleph Objects; is Respects Your Freedom certified by the Free Software Foundation

    List of open-source hardware projects

    List_of_open-source_hardware_projects

  • Cardinal number
  • Size of a possibly infinite set

    denoted by ⁠ ℵ 0 {\displaystyle \aleph _{0}} ⁠ (aleph-null), since it is the smallest aleph number. The properties of other aleph numbers and of infinite cardinal

    Cardinal number

    Cardinal number

    Cardinal_number

  • Aleph Institute
  • Jewish humanitarian organization

    The Aleph Institute is an American non-profit organization affiliated with the Chabad-Lubavitch movement that provides support services to the approximately

    Aleph Institute

    Aleph Institute

    Aleph_Institute

  • Alpha
  • First letter of the Greek alphabet

    numerals, it has a value of one. Alpha is derived from the Phoenician letter aleph ⟨𐤀⟩, whose name comes from the West Semitic word for 'ox'. Letters that

    Alpha

    Alpha

  • Mathematical object
  • Commonly encountered mathematical objects include numbers, expressions, shapes, functions, and sets. Mathematical objects can be very complex; for example

    Mathematical object

    Mathematical object

    Mathematical_object

  • Marathon (series)
  • Video game series

    Voice chat can be used to communicate with other players. Using the modern Aleph One engine, games can be played over TCP/IP networks (LAN or Internet),

    Marathon (series)

    Marathon (series)

    Marathon_(series)

  • Beth number
  • Infinite Cardinal number

    beth. The beth numbers are related to the aleph numbers ( ℵ 0 , ℵ 1 , … {\displaystyle \aleph _{0},\aleph _{1},\dots } ), but unless the generalized

    Beth number

    Beth_number

  • Codex Sinaiticus
  • 4th-century handwritten Bible copy in Greek

    and the Shepherd of Hermas included. It is designated by the siglum א [Aleph] or 01 in the Gregory-Aland numbering of New Testament manuscripts, and

    Codex Sinaiticus

    Codex Sinaiticus

    Codex_Sinaiticus

  • Uncountable set
  • Infinite set that is not countable

    equal to ℵ 0 {\displaystyle \aleph _{0}} (aleph-null). The set X has cardinality strictly greater than ℵ 0 {\displaystyle \aleph _{0}} . The first three of

    Uncountable set

    Uncountable_set

  • Open coopetition
  • Blender Foundation, Google, NASA, Valve, Sony Interactive Entertainment, Aleph Objects, Nvidia, Intel, AMD EdX Massive open online courses Massachusetts Institute

    Open coopetition

    Open coopetition

    Open_coopetition

  • Accessible category
  • {\displaystyle \aleph _{0}} -presentable object is called finitely presentable. In the category Set of all sets, the finitely presentable objects coincide with

    Accessible category

    Accessible_category

  • Dowker space
  • is a very large space (of cardinality ℵ ω ℵ 0 {\displaystyle \aleph _{\omega }^{\aleph _{0}}} ). Zoltán Balogh gave the first ZFC construction of a small

    Dowker space

    Dowker_space

  • A
  • First letter of the Latin alphabet

    letter's pronunciation in open syllables. The earliest known ancestor of A is aleph—the first letter of the Phoenician alphabet—where it represented a glottal

    A

    A

    A

  • Successor cardinal
  • Smallest cardinal strictly greater in size than another cardinal

    {\displaystyle \aleph _{\alpha +1}=\aleph _{\alpha }^{+}} and for λ an infinite limit ordinal, ℵ λ = ⋃ β < λ ℵ β {\displaystyle \aleph _{\lambda }=\bigcup

    Successor cardinal

    Successor_cardinal

  • Regular cardinal
  • Type of cardinal number in mathematics

    ℵ 0 {\displaystyle \aleph _{0}} , ℵ 1 {\displaystyle \aleph _{1}} , ℵ 2 {\displaystyle \aleph _{2}} , ℵ 3 {\displaystyle \aleph _{3}} , and so on. Its

    Regular cardinal

    Regular_cardinal

  • Set (mathematics)
  • Collection of mathematical objects

    foundational objects whose behavior is described by axioms modeled on intuition about collections, and then essentially all other mathematical objects are rigorously

    Set (mathematics)

    Set (mathematics)

    Set_(mathematics)

  • Absolute infinite
  • Concept in philosophy and set theory

    describe these objects. In his Grundlagen 1883, prior to the discovery of any of these paradoxes, Cantor noticed these kinds of objects (universe of sets

    Absolute infinite

    Absolute_infinite

  • Infinity symbol
  • Mathematical symbol representing infinity

    other kinds of infinite values. For example, ℵ 0 {\displaystyle \aleph _{0}} (aleph-nought) denotes the smallest infinite cardinal number (representing

    Infinity symbol

    Infinity_symbol

  • Generic filter
  • that codes more than ℵ 1 {\displaystyle \aleph _{1}} reals, without changing the value of ℵ 1 {\displaystyle \aleph _{1}} . Formally, let P be a partially

    Generic filter

    Generic_filter

  • Jorge Luis Borges
  • Argentine writer (1899–1986)

    literature. His best-known works, Ficciones (transl. Fictions) and El Aleph (transl. The Aleph), published in the 1940s, are collections of short stories exploring

    Jorge Luis Borges

    Jorge Luis Borges

    Jorge_Luis_Borges

  • Set-theoretic topology
  • Intersection of Set Theory and General Topology

    is a very large space (of cardinality ℵ ω ℵ 0 {\displaystyle \aleph _{\omega }^{\aleph _{0}}} ) and is generally not well-behaved. Zoltán Balogh gave

    Set-theoretic topology

    Set-theoretic_topology

  • Lawvere theory
  • Concept in mathematics

    associative) finite products and a strict identity-on-objects functor I : ℵ 0 op → L {\displaystyle I:\aleph _{0}^{\text{op}}\rightarrow L} preserving finite

    Lawvere theory

    Lawvere_theory

  • Gematria
  • Numerological practice of reading a word or phrase as a number

    standard values of the resulting string. For example, the letter aleph is spelled aleph lamed peh [אלף], giving it a value of 1 + 30 + 80 = 111 {\displaystyle

    Gematria

    Gematria

  • Infinity
  • Mathematical concept

    concept, and infinite mathematical objects can be studied, manipulated, and used just like any other mathematical object. The mathematical concept of infinity

    Infinity

    Infinity

    Infinity

  • Set theory
  • Branch of mathematics that studies sets

    studies sets, which can be informally described as collections of objects. Although objects of any kind can be collected into a set, set theory – as a branch

    Set theory

    Set theory

    Set_theory

  • The Zahir
  • Short story by Jorge Luis Borges

    writer and poet Jorge Luis Borges. It is one of the stories in the book The Aleph and Other Stories, first published in 1949, and revised by the author in

    The Zahir

    The_Zahir

  • Glossary of mathematical symbols
  • used to represent a mathematical object, an action on mathematical objects, a relation between mathematical objects, or for structuring the other symbols

    Glossary of mathematical symbols

    Glossary_of_mathematical_symbols

  • Mathematical notation
  • System of symbolic representation

    alphabets are also used sporadically, such as the Hebrew ⁠ ℵ {\displaystyle \aleph } ⁠, Cyrillic Ш, and Hiragana よ. Uppercase and lowercase letters are considered

    Mathematical notation

    Mathematical notation

    Mathematical_notation

  • Georg Cantor
  • Mathematician (1845–1918)

    then its cardinality is an aleph since the alephs are the cardinals of well-ordered sets. If a set's cardinality is an aleph, then it can be well-ordered

    Georg Cantor

    Georg Cantor

    Georg_Cantor

  • The House of Asterion
  • 1947 short story by Jorge Luis Borges

    de Buenos Aires and republished in Borges's short story collection The Aleph in 1949. It is based on the Greek myth of Theseus and the Minotaur and is

    The House of Asterion

    The_House_of_Asterion

  • Jacob's staff
  • Measurement tool

    Gerson and the Cross Staff Revisted". Aleph. 11 (2): 365–385. doi:10.2979/aleph.11.2.365. JSTOR 10.2979/aleph.11.2.365.pdf?refreqid=excelsior:a08ab1

    Jacob's staff

    Jacob's staff

    Jacob's_staff

  • Real number
  • Number representing a continuous quantity

    set of all natural numbers, denoted ℵ 0 {\displaystyle \aleph _{0}} and called aleph-zero or aleph-nought. The cardinality of the continuum equals the cardinality

    Real number

    Real number

    Real_number

  • Science of value
  • Philosophical theory

    with their own cardinality: finite, ℵ 0 {\displaystyle \aleph _{0}} and ℵ 1 {\displaystyle \aleph _{1}} . In practice, the terms "good" and "bad" apply

    Science of value

    Science_of_value

  • Beitza
  • Tractate of the Talmud

    Steinsaltz, Rabbi Adin Even-Israel; Society, The Aleph (2014-04-01). "The Aleph Society- Let My People Know". The Aleph Society. Retrieved 2024-06-25. "Torah Texts

    Beitza

    Beitza

  • List of species that have landed on the Moon
  • number of some species is not specified due to inadequate information. ALEPH-1 is the mission, Beresheet 2 is the spacecraft. "Apollo 11 Mission Overview

    List of species that have landed on the Moon

    List_of_species_that_have_landed_on_the_Moon

  • The Alphabet Versus the Goddess
  • 1998 book by Leonard Shlain

    historical periods, such as Image vs. Word; Hunters vs. Gatherers; and Aleph vs. Bet. Criticism has been leveled at the book for multiple reasons. One

    The Alphabet Versus the Goddess

    The_Alphabet_Versus_the_Goddess

  • Ordinal number
  • Generalization of "n-th" to infinite cases

    written ⁠ ℵ α {\displaystyle \aleph _{\alpha }} ⁠. For example, the cardinality of ω0 = ω is ⁠ ℵ 0 {\displaystyle \aleph _{0}} ⁠, which is also the cardinality

    Ordinal number

    Ordinal number

    Ordinal_number

  • Greek alphabet
  • Script used to write the Greek language

    for [i] (Ι, iota) and [u] (Υ, upsilon); the glottal stop consonant /ʔ/ (aleph) was used for [a] (Α, alpha); the pharyngeal /ʕ/ (ʿayin) was turned into

    Greek alphabet

    Greek_alphabet

  • Russell's paradox
  • Paradox in set theory

    is an arbitrary collection of objects, absolutely no restriction being placed on the nature and number of these objects, the elements of the set in question

    Russell's paradox

    Russell's_paradox

  • Golden Sun (video game)
  • 2001 video game

    Aleph, which is guarded by the town of Vale at the mountain's base. In the game's prologue, Saturos and Menardi lead a raiding party into Mt. Aleph to

    Golden Sun (video game)

    Golden_Sun_(video_game)

  • Shin Megami Tensei: Strange Journey
  • 2009 role-playing game

    will to create a united utopia. Key items are the Cosmic Eggs, objects created by Mem Aleph that can reshape the world when combined with the core of the

    Shin Megami Tensei: Strange Journey

    Shin_Megami_Tensei:_Strange_Journey

  • Spectrum of a theory
  • Model theory concept

    {\displaystyle \textstyle I(T,\aleph _{\xi })<\beth _{\omega _{1}}(|\xi |+\aleph _{0})} for all ordinals ξ (See Aleph number and Beth number for an explanation

    Spectrum of a theory

    Spectrum_of_a_theory

  • Abstract elementary class
  • {\displaystyle \aleph _{1}} -saturated models of T, together with elementary substructure, is an AEC with Löwenheim–Skolem number 2 ℵ 0 {\displaystyle 2^{\aleph _{0}}}

    Abstract elementary class

    Abstract_elementary_class

  • Kolmogorov complexity
  • Measure of algorithmic complexity

    an object, such as a piece of text, is the length of a shortest computer program (in a predetermined programming language) that produces the object as

    Kolmogorov complexity

    Kolmogorov complexity

    Kolmogorov_complexity

  • Saturated model
  • Model for mathematical theories

    For example, an ultrapower model of the hyperreals is ℵ 1 {\displaystyle \aleph _{1}} -saturated, meaning that every descending nested sequence of internal

    Saturated model

    Saturated_model

  • Countable set
  • Mathematical set that can be enumerated

    {\displaystyle |S|} is less than or equal to ℵ 0 {\displaystyle \aleph _{0}} (aleph-null), the cardinality of the set of natural numbers N {\displaystyle

    Countable set

    Countable_set

  • Zermelo–Fraenkel set theory
  • Standard system of axiomatic set theory

    set theorists of the time, notably the cardinal number aleph-omega ( ℵ ω {\displaystyle \aleph _{\omega }} ) and the set { Z 0 , P ( Z 0 ) , P ( P ( Z

    Zermelo–Fraenkel set theory

    Zermelo–Fraenkel set theory

    Zermelo–Fraenkel_set_theory

  • Inaccessible cardinal
  • Type of infinite number in set theory

    (1930); in the latter they were referred to along with ℵ 0 {\displaystyle \aleph _{0}} as Grenzzahlen (English "limit numbers"). Every strongly inaccessible

    Inaccessible cardinal

    Inaccessible_cardinal

  • Hebrew language
  • Northwest Semitic language

    language". The Guardian. ISSN 0261-3077. Retrieved 5 August 2024. "'Kometz Aleph – Au': How many Hebrew speakers are there in the world?". Nachman Gur for

    Hebrew language

    Hebrew language

    Hebrew_language

  • Sasha Grey
  • American former pornographic actress (born 1988)

    2009. The same year, Grey also contributed vocals to the Current 93 album Aleph at Hallucinatory Mountain. In 2010, aTelecine released its first album,

    Sasha Grey

    Sasha Grey

    Sasha_Grey

  • Condensation point
  • Type of accumulation point

    of S. Thus "condensation point" is synonymous with " ℵ 1 {\displaystyle \aleph _{1}} -accumulation point". If S = (0,1) is the open unit interval, a subset

    Condensation point

    Condensation_point

  • Taurus (constellation)
  • Zodiac constellation straddling the celestial equator

    consequently it was represented by the first letter in their alphabet, Aleph. In Greek mythology, Taurus was identified with Zeus, who assumed the form

    Taurus (constellation)

    Taurus (constellation)

    Taurus_(constellation)

  • Ideogram
  • Symbol that represents an idea or concept

    language, such as the adaptation of the logogram for ʾālep 'ox' as the letter aleph representing the initial glottal stop. However, some logograms still meaningfully

    Ideogram

    Ideogram

  • Kőnig's theorem (set theory)
  • Theorem in set theory

    index set I is the natural numbers, yields the sum ℵ 0 {\displaystyle \aleph _{0}} for both sides, and we have an equality. If κ {\displaystyle \kappa

    Kőnig's theorem (set theory)

    Kőnig's_theorem_(set_theory)

  • Phoenician alphabet
  • Writing system used c. 1050 to 146 BC

    list of inscribed objects from different time periods that together illustrate the evolution of the Phoenician alphabet. The objects are Lebanese state

    Phoenician alphabet

    Phoenician_alphabet

  • List of numbers
  • infinite. Aleph-null: ℵ0, the smallest infinite cardinal, and the cardinality of N {\displaystyle \mathbb {N} } , the set of natural numbers Aleph-one: ℵ1

    List of numbers

    List_of_numbers

  • Magical Hat
  • Japanese anime television series

    King Aleph. Aleph's brother in-law, Guwaru the Ziarc, opposes him and has plans to seize the throne. When Hat enters the Underworld, Guwaru and Aleph are

    Magical Hat

    Magical_Hat

  • Almost disjoint sets
  • Two sets with a small overlap

    definition of disjoint sets; the case of κ = ℵ 0 {\displaystyle \kappa =\aleph _{0}} is simply the definition of almost disjoint given above, where the

    Almost disjoint sets

    Almost_disjoint_sets

  • The Gold at the Starbow's End
  • 1972 novella by Frederik Pohl

    Alpha-Aleph is a source of hope for a better future. As the story progresses, the reader is told that the existence of the planet Alpha-Aleph is a hoax

    The Gold at the Starbow's End

    The_Gold_at_the_Starbow's_End

  • Banach–Tarski paradox
  • Theorem in set-theoretic geometry

    many pieces as there are real numbers (that is, 2 ℵ 0 {\displaystyle 2^{\aleph _{0}}} pieces), so that each piece is equidecomposable with two pieces to

    Banach–Tarski paradox

    Banach–Tarski_paradox

  • Bastet
  • Ancient Egyptian goddess

    second t marks a feminine ending but usually was not pronounced, and the aleph ꜣ () may have moved to a position before the accented syllable, ꜣbst. By

    Bastet

    Bastet

    Bastet

  • He (letter)
  • Fifth letter of many Semitic alphabets

    a-vowel, usually that of qamatz ( ָ ), and in this sense functions like Aleph, Vav, and Yud as a mater lectionis, indicating the presence of a long vowel

    He (letter)

    He_(letter)

  • The Theologians
  • Short story by Jorge Luis Borges

    Aires in April 1947 and appears in the 1949 short story collection The Aleph. The story follows Aurelian and John of Pannonia, who compete with one another

    The Theologians

    The_Theologians

  • General set theory
  • System of mathematical set theory

    infinite set, that is, of a set whose cardinality is ℵ 0 {\displaystyle \aleph _{0}} . Even if GST did afford a countably infinite set, GST could not prove

    General set theory

    General_set_theory

  • Ezov
  • Plant mentioned in the Bible

    Rabbi Jonah ibn Janah (Sefer HaShorashim - Book of the Roots, s.v. אזב - aleph, zayn, bet), Maimonides (in his Mishnah Commentary, Nega'im 14:6) and Nathan

    Ezov

    Ezov

    Ezov

  • Inverse limit
  • Construction in category theory

    "glue together" several related objects, the precise gluing process being specified by morphisms between the objects. Inverse limits can be defined in

    Inverse limit

    Inverse_limit

  • Cantor's diagonal argument
  • Proof in set theory

    denoted by c {\displaystyle {\mathfrak {c}}} or 2 ℵ 0 {\displaystyle 2^{\aleph _{0}}} . An injection from T to R is given by mapping binary strings in

    Cantor's diagonal argument

    Cantor's diagonal argument

    Cantor's_diagonal_argument

  • Romila Thapar
  • Indian historian (born 1931)

    Through History, 2014; Aleph, ISBN 93-83064-01-3 Which of Us are Aryans?: Rethinking the Concept of Our Origins. 2019, Aleph. ISBN 978-93-88292-38-2

    Romila Thapar

    Romila Thapar

    Romila_Thapar

  • Prime model
  • As simple a model as possible, in model theory

    {\displaystyle T} of cardinality max ( κ , ℵ 0 ) . {\displaystyle \max(\kappa ,\aleph _{0}).} Therefore, no prime model of T {\displaystyle T} can have larger

    Prime model

    Prime_model

  • Welcome to Demon School! Iruma-kun
  • Japanese manga series by Osamu Nishi

    Prophecy instead of a rank badge, so he was placed in the lowest rank: Aleph (Rank 1). Also, Iruma accidentally made his homeroom teacher, Kalego, his

    Welcome to Demon School! Iruma-kun

    Welcome_to_Demon_School!_Iruma-kun

  • Euclid's Elements
  • Mathematical treatise by Euclid

    Elements". Aleph: Historical Studies in Science and Judaism. 21 (1). Indiana University Press: 123–148. doi:10.2979/aleph.21.1.0123. JSTOR 10.2979/aleph.21.1

    Euclid's Elements

    Euclid's Elements

    Euclid's_Elements

  • Felix Hausdorff
  • German mathematician (1868–1942)

    α = ℵ μ ℵ μ − 1 ℵ α . {\displaystyle \aleph _{\mu }^{\aleph _{\alpha }}=\aleph _{\mu }\;\aleph _{\mu -1}^{\aleph _{\alpha }}.} This formula was, together

    Felix Hausdorff

    Felix Hausdorff

    Felix_Hausdorff

  • Large numbers
  • Numbers significantly larger than those used regularly

    which quantifies permutations of a fixed set of objects, grows superexponentially as the number of objects increases. Stirling's formula provides a precise

    Large numbers

    Large_numbers

  • Grothendieck universe
  • Set-theoretic concept

    U ) {\displaystyle \mathbf {c} (U)} is either zero, ℵ 0 {\displaystyle \aleph _{0}} , or strongly inaccessible. Assuming it is uncountable, it is a strong

    Grothendieck universe

    Grothendieck_universe

  • History of the Greek alphabet
  • they remained so in Greek. Since the names of the letters ʼāleph and hē were pronounced [alepʰ] and [e] by the Greeks, with initial vowels due to the silent

    History of the Greek alphabet

    History of the Greek alphabet

    History_of_the_Greek_alphabet

  • Rule of inference
  • Method of deriving conclusions

    for this modification is the idea that proofs should demonstrate that an object exists or can be constructed, not merely that its nonexistence would lead

    Rule of inference

    Rule of inference

    Rule_of_inference

  • Philosophy of mathematics
  • or not mathematical objects are purely abstract entities or are in some way concrete, and in what the relationship such objects have with physical reality

    Philosophy of mathematics

    Philosophy_of_mathematics

  • Model theory
  • Area of mathematical logic

    {\displaystyle \lambda ^{\aleph _{0}}=\lambda } (see Cardinal exponentiation for an explanation of λ ℵ 0 {\displaystyle \lambda ^{\aleph _{0}}} ). T is λ {\displaystyle

    Model theory

    Model_theory

  • Universal set
  • Mathematical set containing all objects

    In set theory, a universal set is a set that contains all of the objects in the theory, including itself. In set theory as usually formulated, it can

    Universal set

    Universal_set

  • Glossary of mathematical jargon
  • a mathematical object whose main component is a set, it means that the cardinality of the set is less than ℵ 0 {\displaystyle \aleph _{0}} . frequently

    Glossary of mathematical jargon

    Glossary_of_mathematical_jargon

  • Satellogic
  • American space technology company

    Emiliano Kargieman and Gerardo Richarte. Satellogic began launching their Aleph-1 constellation of ÑuSat satellites in May 2016 and has, as of September

    Satellogic

    Satellogic

  • Cross
  • Geometrical figure

    "and" (introduced by Johannes Widmann in the late 15th century). The letter Aleph is cross-shaped in Aramaic and paleo-Hebrew. Egyptian hieroglyphs with cross-shapes

    Cross

    Cross

    Cross

  • Article (grammar)
  • Word used with a noun to indicate the type of reference being made by the noun

    (shalma), the peace Note: Aramaic is written from right to left, so an Aleph is added to the end of the word. ם becomes מ when it is not the final letter

    Article (grammar)

    Article_(grammar)

  • Sefer Yetzirah
  • Hebrew book on Jewish mysticism

    shin" Aspirates, such as Aleph, which holds a position between the mutes and sibilants, and is designated as the "airy Aleph, which holds the balance

    Sefer Yetzirah

    Sefer_Yetzirah

  • Pathways into Darkness
  • 1993 video game

    News. Retrieved July 18, 2024. "Aleph One: Pathways Into Darkness - A full port of the 1993 mac game to the Aleph One engine". Indie Retro News. February

    Pathways into Darkness

    Pathways_into_Darkness

  • List of statements independent of ZFC
  • {\displaystyle \aleph _{1}} -dense if every open interval contains ℵ 1 {\displaystyle \aleph _{1}} -many elements of X. Whether all ℵ 1 {\displaystyle \aleph _{1}}

    List of statements independent of ZFC

    List_of_statements_independent_of_ZFC

  • Zermelo set theory
  • System of mathematical set theory

    Zermelo set theory are stated for objects, some of which (but not necessarily all) are sets, and the remaining objects are urelements and not sets. Zermelo's

    Zermelo set theory

    Zermelo_set_theory

  • List of TCP and UDP port numbers
  • Numbers Authority. Retrieved 2024-11-12. "Open Microscopy Environment Remote Objects Documentation — Server Security". Open Microscopy Environment. Retrieved

    List of TCP and UDP port numbers

    List_of_TCP_and_UDP_port_numbers

  • Necromancy
  • Magic involving communication with the deceased

    18:9–12. cf. Tanakh, Torah, Vayikra 20:27. cf. Tanakh, Nevi'im, Shmu'el Aleph 28:3–25 Archived 2012-05-09 at the Wayback Machine. William Godwin (1876)

    Necromancy

    Necromancy

    Necromancy

  • 2020 in spaceflight
  • Retrieved 21 June 2020. Krebs, Gunter (12 June 2020). "ÑuSat 1, ..., 98 (Aleph-1 1, ..., 98)". Gunter's Space Page. Archived from the original on 3 December

    2020 in spaceflight

    2020 in spaceflight

    2020_in_spaceflight

  • Forcing (mathematics)
  • Technique invented by Paul Cohen for proving consistency and independence results

    universe might contain many new real numbers (at least ℵ 2 {\displaystyle \aleph _{2}} of them), identified with subsets of the set N {\displaystyle \mathbb

    Forcing (mathematics)

    Forcing_(mathematics)

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ALEPH OBJECTS

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ALEPH OBJECTS

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ALEPH OBJECTS

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ALEPH OBJECTS

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ALEPH OBJECTS