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Algebraic structure
In mathematics, a Tate module of an abelian group, named for John Tate, is a module constructed from an abelian group A. Often, this construction is made
Tate_module
Hodge–Tate module is an analogue of a Hodge structure over p-adic fields. Serre (1967) introduced and named Hodge–Tate structures using the results of Tate (1967)
Hodge–Tate_module
American mathematician (1925–2019)
John Torrence Tate Jr. (March 13, 1925 – October 16, 2019) was an American mathematician distinguished for many fundamental contributions in algebraic
John_Tate_(mathematician)
Mathematical operation on Galois modules
number theory and algebraic geometry, the Tate twist, named after John Tate, is an operation on Galois modules. For example, if K is a field, GK is its
Tate_twist
Frobenius endomorphism on the first cohomology group or Tate module) have absolute value √q. Tate (1966) showed that the map taking an isogeny class to
Honda–Tate_theorem
Duality for Galois modules for the absolute Galois group of a non-archimedean local field
In Galois cohomology, local Tate duality (or simply local duality) is a duality for Galois modules for the absolute Galois group of a non-archimedean local
Local_Tate_duality
Conjecture in algebraic geometry
determined up to isogeny by the Galois representation on its Tate module H1(Aks, Zℓ). The Tate conjecture also holds for K3 surfaces over finitely generated
Tate_conjecture
Sheaf cohomology on the étale site
sheaves of coefficients can be predicted (via Galois cohomology and Tate modules). For any scheme X the category Et(X) is the category of all étale morphisms
Étale_cohomology
Mathematics concept
Mumford's construction for Hodge–Tate modules, using the work of Tate (1967) on p-divisible groups, and named them Mumford–Tate groups. The algebraic torus
Mumford–Tate_group
Theorem in algebraic geometry
Tate's isogeny theorem, proved by Tate (1966), states that two abelian varieties over a finite field are isogeneous if and only if their Tate modules
Tate's_isogeny_theorem
Mathematical terminology
Zℓ-module (where Zℓ is the integral closure of Zℓ in Qℓ). The first examples to arise were the ℓ-adic cyclotomic character and the ℓ-adic Tate modules of
Galois_representation
elementary Tate modules to be topological R-modules of the form P ⊕ Q ∗ {\displaystyle P\oplus Q^{*}} where P and Q are projective R-modules (of possibly
Tate_vector_space
Binary function non degenerative defined between the point of twist of an abelian variety
Tℓ(E) → Tℓ(μ) on the Tate module Tℓ(E) of the elliptic curve E (the inverse limit of the ℓn-torsion points) to the Tate module Tℓ(μ) of the multiplicative
Weil_pairing
an induced G module (meaning, induced from a module for the trivial group) then all Tate cohomology groups of A vanish. The zeroth Tate cohomology group
Tate_cohomology_group
only if the ℓ-adic Tate module Tℓ of A is unramified. Andrew Ogg (1967) introduced the criterion for elliptic curves. Serre and Tate (1968) used the results
Néron–Ogg–Shafarevich criterion
Néron–Ogg–Shafarevich_criterion
their Tate modules as Galois modules. It also makes them harder to deal with in terms of the conjectural algebraic geometry (Hodge conjecture and Tate conjecture)
Arithmetic of abelian varieties
Arithmetic_of_abelian_varieties
Mathematical concept
{\displaystyle p:X\to \{pt\}} . One of the first mixed Hodge modules available is the weight 0 Tate object, denoted Q _ X H d g {\displaystyle {\underline {\mathbb
Mixed_Hodge_module
ℓ-adic representations. The p-adic cyclotomic character is the p-adic Tate module of the multiplicative group scheme Gm,Q over Q. As such, its representation
Cyclotomic_character
In mathematics, Tate duality or Poitou–Tate duality is a duality theorem for Galois cohomology groups of modules over the Galois group of an algebraic
Tate_duality
Study of objects of arithmetic interest over infinite towers of number fields
posted a preprint (Skinner & Urban 2010). Ferrero–Washington theorem Tate module of a number field Sources Coates, J.; Sujatha, R. (2006), Cyclotomic
Iwasawa_theory
Mathematician
especially the theory of automorphic forms, through the notions of elliptic module and the theory of the geometric Langlands correspondence. Drinfeld introduced
Vladimir_Drinfeld
Mathematical theory
Jean-Pierre Serre and John Tate's study of Tate modules of abelian varieties and the notion of Hodge–Tate representation. Hodge–Tate representations are related
P-adic_Hodge_theory
mathematics, a Koszul–Tate resolution or Koszul–Tate complex of the quotient ring R/M is a projective resolution of it as an R-module which also has a structure
Koszul–Tate_resolution
group by taking the direct sum of the Witt vector cohomology and the Tate module of the Picard variety. Serre, J.P. (1958), "Sur la topologie des variétés
Witt_vector_cohomology
Hodge star operator Hodge structure Mixed Hodge structure Hodge–Tate module Hodge theory Mixed Hodge module Hodge–Arakelov theory p-adic Hodge theory
List of things named after W. V. D. Hodge
List_of_things_named_after_W._V._D._Hodge
Direct summand of a free module (mathematics)
projective modules enlarges the class of free modules (that is, modules with basis vectors) over a ring, keeping some of the main properties of free modules. Various
Projective_module
Curves of genus > 1 over the rationals have only finitely many rational points
rational points; Tate's isogeny theorem that abelian varieties with isomorphic Tate modules (as Q ℓ {\displaystyle \mathbb {Q} _{\ell }} -modules with Galois
Faltings'_theorem
Number system extending the rational numbers
Jean-Pierre Serre and John Tate's study of Tate modules of abelian varieties and the notion of Hodge–Tate representation. Hodge–Tate representations are related
P-adic_number
Problem about mathematical number fields
general. The question of which extensions can be found is that of the Tate modules of such varieties, as Galois representations. Since this is the most
Hilbert's_twelfth_problem
Iwasawa's μ-invariant is 0 for cyclotomic extensions of abelian algebraic number fields
abelian p-extension of K ^ {\displaystyle {\hat {K}}} by A(p). Let the Tate module T p ( K ) = G a l ( A ( p ) / K ^ ) . {\displaystyle T_{p}(K)=\mathrm
Ferrero–Washington_theorem
Arakelov divisor. Sato–Tate conjecture The Sato–Tate conjecture describes the distribution of Frobenius elements in the Tate modules of the elliptic curves
Glossary of arithmetic and diophantine geometry
Glossary_of_arithmetic_and_diophantine_geometry
Mathematical formal group law
compositum of all fields formed by adjoining such modules to the original field gives the ramified part. A Lubin–Tate extension of a local field K is an abelian
Lubin–Tate_formal_group_law
Mathematical arithmetic dynamics function
functions can be seen as a wide generalization of Galois representations on Tate modules of abelian varieties. The simplest non-trivial case is that of monic
Arboreal Galois representation
Arboreal_Galois_representation
all ℓ. Prototypical examples include the cyclotomic character and the Tate module of an abelian variety. A slightly more restrictive notion is that of
Compatible system of ℓ-adic representations
Compatible_system_of_ℓ-adic_representations
German mathematician (born 1958)
of the fundamental group of the curve X with representations of the Tate module of the Jacobian variety of X. In 2007 and 2010 they continued this work
Christopher_Deninger
H2(G,Z). (If instead we use the Tate cohomology groups then the periodicity extends down to n=0.) A Herbrand module is an A for which the cohomology
Herbrand_quotient
algebra" and "finite" means "finitely generated module".) The lemma was introduced by E. Artin and J. Tate in 1951 to give a proof of Hilbert's Nullstellensatz
Artin–Tate_lemma
module satisfying certain conditions. Class formations were introduced by Emil Artin and John Tate to organize the various Galois groups and modules that
Class_formation
the Tate conjecture (relating the homomorphisms between two abelian varieties over a number field to the homomorphisms between their Tate modules) and
List of publications in mathematics
List_of_publications_in_mathematics
Monster and modular connection
known to be underlain by a vertex operator algebra called the moonshine module (or monster vertex algebra) constructed by Igor Frenkel, James Lepowsky
Monstrous_moonshine
this way one recovers Tate cohomology. An exact sequence 0 → X → E → Y → 0 {\displaystyle 0\to X\to E\to Y\to 0} in the usual module category defines an
Stable_module_category
{\displaystyle A\subset B} such that B {\displaystyle B} is finitely generated as a module over A {\displaystyle A} , if B {\displaystyle B} is a Noetherian ring,
Eakin–Nagata_theorem
Module over the non-commutative Dieudonné ring
In mathematics, a Dieudonné module introduced by Jean Dieudonné (1954, 1957b), is a module over the non-commutative Dieudonné ring, which is generated
Dieudonné_module
induced characters Artin–Zorn theorem Artinian ideal Artinian module Artinian ring Artin–Tate lemma Artin–Tits group Fox–Artin arc Wedderburn–Artin theorem
List of things named after Emil Artin
List_of_things_named_after_Emil_Artin
Tools for studying groups based on techniques from algebraic topology
actions of a group G in an associated G-module M to elucidate the properties of the group. By treating the G-module as a kind of topological space with elements
Group_cohomology
Fictional character in The Catherine Tate Show
fictional character in The Catherine Tate Show. Lauren is one of the show's main characters and is portrayed by Catherine Tate. The character was "killed off"
Lauren_Cooper
Astronauts from NASA's Apollo program
The corresponding Block II titles were: Commander, Command Module Pilot, and Lunar Module Pilot. The second seat pilot was given secondary responsibility
List_of_Apollo_astronauts
Local theory of several complex variables
formal power series. There is also a Weierstrass preparation theorem for Tate algebras T n ( k ) = { ∑ ν 1 , … , ν n ≥ 0 a ν 1 , … , ν n X 1 ν 1 ⋯ X n
Weierstrass preparation theorem
Weierstrass_preparation_theorem
British curator
January 1959) is an English art curator who served as the director of the Tate Modern from January 2016 to February 2023. She had succeeded Chris Dercon
Frances_Morris_(curator)
Database management system
as Vulcan for PTDOS in 1978, the CP/M port caught the attention of Ashton-Tate in 1980. They licensed it, re-released it as dBASE II, and later ported it
DBase
Algebraic structure also called skew field
left module, row vectors must be used, which can be multiplied on the left by scalars, and on the right by matrices. The dual of a right module is a left
Division_ring
Software by Ashton-Tate
Unlike other integrated products, Framework was not created as "plug-in" modules with a similar look and feel, but as a single windowing workspace representing
Framework_(office_suite)
German mathematician
associated to Tate motives – Matthias Flach and D. Burns, King's College London On the Equivariant Tamagawa Number Conjecture for Tate Motives, Part II
Matthias Flach (mathematician)
Matthias_Flach_(mathematician)
automorphism group; see Fundamental theorem of Galois theory. Along with a module of covariants, the ring of invariants is a central object of study in invariant
Fixed-point_subring
Construct in mathematics
the p {\displaystyle p} -component of the Tate–Shafarevich group is finite. It is conjectured that the Tate–Shafarevich group is in fact finite, in which
Selmer_group
Zbl 0949.11002. Tate, John, Brumer–Stark–Stickelberger, Séminaire de Théorie des Nombres, Univ. Bordeaux I Talence, (1980-81), exposé no. 24. Tate, John, "Les
Brumer–Stark_conjecture
Genus of grasses
Boca Raton, FL: CRC Press. ISBN 978-0-8493-7857-7. Wikibooks Cookbook has a recipe/module on Lemongrass Media related to Cymbopogon at Wikimedia Commons
Cymbopogon
Number
theory (class field theory, non-abelian class field theory, Iwasawa theory, Tate's thesis, Kummer theory, ramification theory) Analytic number theory (analytic
0
Corporate task of optimizing the existing resources in a company
activities. The finance module in particular is essential to a suite of applications meeting the definition of an ERP system. The finance module provides the system
Enterprise_resource_planning
with Frobenius automorphism σ. Over the field k, an F-crystal is a free module M of finite rank over the ring W of Witt vectors of k, together with a σ-linear
F-crystal
English proficiency tests developed by Oxford University Press
at the 53rd IATEFL Conference in Liverpool, including a launch event at Tate Liverpool. In 2020, the Oxford test of English was shortlisted for “Best
Oxford_Test_of_English
(1911–1996) Marina Scriabina (1911–1998) Julia Smith (1911–1989) Phyllis Tate (1911–1987) Margaret Jones Wiles (1911–2000) Ilse Gerda Wunsch (1911–2003)
List of women composers by birth date
List_of_women_composers_by_birth_date
Keeper-class coastal buoy tender of the United States Coast Guard
USCGC William Tate (WLM-560) is a Keeper-class coastal buoy tender of the United States Coast Guard. Launched in 1999, she is home-ported in Philadelphia
USCGC_William_Tate
Programming method
automatically. Multics, likewise, does not require specific overlays, because each module is a separate segment, which the supervisor loads, deletes, or swaps out
Overlay_(programming)
Japanese mathematician (1928–2023)
Grassmannians of infinite dimension. In number theory, he and John Tate independently posed the Sato–Tate conjecture on L-functions around 1960. Pierre Schapira remarked
Mikio_Sato
French mathematician (born 1959)
conjecture that any finite extension of a regular commutative ring splits as a module. In 2011, André received the Prix Paul Doistau–Émile Blutet of the Académie
Yves_André
First space station launched and operated by NASA (1973–1979)
1996; the central Orbital Workshop, at 270 m3, dwarfed subsequent station modules, including the largest on the International Space Station (ISS), Kibō,
Skylab
Structure in algebraic geometry
a unifying framework for open problems such as the Hodge conjecture and Tate conjecture. The theory of motives was originally conjectured as an attempt
Motive_(algebraic_geometry)
represented in analytic geometry and it is generalized in operator theory and in module theory. Sometimes matrix theory is considered a branch, although linear
Glossary of areas of mathematics
Glossary_of_areas_of_mathematics
Compartmental and kinetic modeling software
interface that eliminates the need for coding. Within the compartmental module, users can construct models effortlessly by drag-and-dropping various model
SAAM_II
Starting with an unreasonable offer to make the next one more appealing
door-in-the-face". Teaching and Teacher Education. 27 (6): 982–985. doi:10.1016/j.tate.2011.04.007. hdl:10722/134713. Guéguen, N. (2003). "Fund-raising on the web:
Door-in-the-face_technique
Metaphor for a choice of truth or illusion
manospheric communities, argued as one of the most notable being Andrew Tate. Tate first gained traction in misogynistic communities around 2016, after making
Red_pill_and_blue_pill
2025 internet meme
"increasingly being co-opted into the right-wing agenda by the likes of Andrew Tate"; it also celebrated men earnestly pursuing supposedly progressive or feminine
Performative_male
2025 crime drama TV series
modern male rage" and examine the influence of public figures, such as Andrew Tate on boys. The series was announced in March 2024, with the working title Adolescence
Adolescence_(TV_series)
1990s art movement in Brooklyn, New York City
Urbana-Champaign, 1993, p. 50. "Max Ernst: Pietà or Revolution by Night, 1923". Tate.org. Ebon Fisher, "You Sub Mod," Nerve Circle handout, 1988, Ebon Fisher
Brooklyn_Immersionists
Extreme benchmarks set off Earth by astronauts, launchers and probes
Saturn V Apollo CSM, two Space Shuttle) and from the Moon once (Apollo Lunar Module Ascent Stage) (1965–1983) Jerry L. Ross (USA), Space Shuttle (1985–2002)
List_of_spaceflight_records
Collection of masculist and misogynistic websites and forums
within the manosphere include various social media influencers such as Andrew Tate, Myron Gaines, Rollo Tomassi, and Jordan Peterson. The roots of the manosphere
Manosphere
Matrix 4-channel quadraphonic sound system
SQ-II Sony SQD-2050 Lafayette SQ-L, SQ-W Marantz SQA-2 Module Sony SQD-2020/2010 Fosgate/Tate II 101a Tesla AZQ 100 ^i The 90° phase-shift is applied
Stereo_Quadraphonic
submodules of the vector space or module V. 2. Direct sum: if E and F are two abelian groups, vector spaces, or modules, then their direct sum, denoted
Glossary of mathematical symbols
Glossary_of_mathematical_symbols
as they came off the production line. Bender was built without a backup module, but Hermes' compassion for the baby robot led him to override Bender's
List_of_Futurama_characters
Widespread deliberate fabrication presented as truth
Brian Howard, Evelyn Waugh, Bryan Guinness, John Banting and Tom Mitford Nat Tate: An American Artist 1928-1960: a 1998 art world hoax, by William Boyd Disumbrationism:
Hoax
International art movement
as part of the Liverpool Biennial. The group has demonstrated annually at Tate Britain against the Turner Prize since 2000, sometimes dressed in clown costumes
Stuckism
Algebraic structure
The Tate–Hodge structure Z ( 1 ) {\displaystyle \mathbb {Z} (1)} is the Hodge structure with underlying Z {\displaystyle \mathbb {Z} } module given
Hodge_structure
1998 hate crime in Texas
massacre (1923) Jim and Mark Fox (1927) Thomas Shipp and Abram Smith (1930) Tate County, MS (1932) Thomas Harold Thurmond and John M. Holmes (1933) Roosevelt
Murder_of_James_Byrd_Jr.
Dancer
series Cardcaptor Sakura. Bunty Carmichael (Catherine Tate) from the TV series The Catherine Tate Show. Aqua (Willa Holland) from the video game Kingdom
Majorette
Queen of England and Ireland from 1558 to 1603
28 February 2009 at the Wayback Machine Tate Gallery exhibition "East-West: Objects between cultures", Tate.org.uk Archived 26 December 2013 at the Wayback
Elizabeth_I
American painter (1912–1956)
work was honored with large-scale retrospective exhibitions at MoMA and the Tate Gallery in London. Paul Jackson Pollock was born in Cody, Wyoming, on January
Jackson_Pollock
Differential form in commutative algebra
the module Ω S / R {\displaystyle \Omega _{S/R}} of differentials in different, but equivalent ways. An R-linear derivation on S is an R-module homomorphism
Kähler_differential
Database manager part of the Microsoft 365 package
methods and properties in the VBA programming environment, and VBA code modules may declare and call Windows operating system operations. In the 1980s
Microsoft_Access
Alleged anti-Spanish historiography
attention away from the negative actions of other nations. Historian John Tate Lanning argued that the most detrimental impact of the Black Legend was to
Black_Legend
Prime Minister of Israel (1996–1999; 2009–2021; 2022–present)
Archived from the original on 23 October 2015. Retrieved 23 October 2015. Tate, Emily (22 October 2015). "Under-fire Netanyahu criticised over 'a form of
Benjamin_Netanyahu
1984 science fiction novel by William Gibson
will find himself crippled again. Armitage has Case and Molly steal a ROM module that contains a personality construct of Case's mentor, legendary hacker
Neuromancer
8th episode of the 1st series of Space: 1999
male castmates — especially Tate — receiving any significant exposure) influenced the production staff to rewrite Tate's part as a one-off guest role
Dragon's_Domain
2024 American musical teen fantasy comedy
2024. Archived from the original on July 31, 2024. Retrieved July 31, 2024. Tate, Sarah (July 16, 2024). "Magical New Film Breaks Impressive Viewership Record
Descendants:_The_Rise_of_Red
American astronaut and lunar explorer (1928–2023)
module, the senior pilot (later known as the command module pilot) would also be an experienced astronaut, as he would have to fly the command module
Frank_Borman
Connection between computers or programs
implementation details of the modules so that users of modules need not understand the complexities inside the modules. Thus, the design of an API attempts
API
British science fiction TV series (1975–1977)
episode "Guardian of Piri". The programme also brought Australian actor Nick Tate to public attention. Roy Dotrice appeared in the first episode as Commissioner
Space:_1999
Topics referred to by the same term
duality may refer to: Local Tate duality of modules over a Galois group of a local field Grothendieck local duality of modules over local rings This disambiguation
Local_duality
Integrated software package
The main modules were written from the ground up to share as much code as possible so that, for example, a field in the write or database module would call
Ability_Plus
cohomology, the local Euler characteristic formula is a result due to John Tate that computes the Euler characteristic of the group cohomology of the absolute
Local Euler characteristic formula
Local_Euler_characteristic_formula
TATE MODULE
TATE MODULE
Female
English
Pet form of English Katherine, KATE means "pure."
Surname or Lastname
English
English : unexplained.Possibly from one of the many variants of Dutch kat ‘cat’. See also Kath, Catt.
Male
Finnish
Pet form of Finnish Taneli, TATU means "God is my judge."
Male
Hebrew
Short form of Hebrew Nathan, NATE means "a giver" or "whom God gave."
Girl/Female
Greek
Destiny.
Girl/Female
American, Anglo, Australian, British, English, Finnish, Irish, Scandinavian
Light Hearted; Cheerful; Pleasant and Bright; Brings Joy; Bright; Great; Measure of Land
Surname or Lastname
English (Northamptonshire)
English (Northamptonshire) : from the Old French form of the Latin personal name Titus. Compare Tito.French : from the Germanic personal name Tito, derived from theudo ‘people’, ‘race’.
Surname or Lastname
English
English : from the Old English personal name TÄta, possibly a short form of various compound names with the obscure first element tÄt, or else a nursery formation. This surname is common and widespread in Britain; the chief area of concentration is northeastern England, followed by northern Ireland.
Female
English
Variant spelling of English Kate, CATE means "pure."
Female
French
Feminine form of French Gaëtan, GAËTANE means "from Caieta (Gaeta, Italy)."
Male
English
English surname transferred to unisex forename use, TATE means "cheerful."
Surname or Lastname
English
English : patronymic from the Old English personal name TÄt, an unrecorded variant of TÄta (see Tate).
Boy/Male
American, Anglo, Australian, British, Chinese, Christian, English, Finnish, German, Indian, Irish, Norse, Scandinavian
To be Cheerful; Great; Measure of Land; Great Talker
Surname or Lastname
English and Scottish
English and Scottish : from the personal name Pat(t), Pate, a short form of Patrick.English and Scottish : nickname for a man with a bald head, from Middle English pate ‘head’, ‘skull’.French (Paté) : from Old French pat(t)é ‘with paws’, ‘pawed’ (from pat(t)e ‘paw’), a nickname, applied presumably to a man with large and clumsy hands and feet.German : nickname for a trustworthy man, from Middle High German pate, Middle Low German pade ‘godfather’, ‘male relative’ (see Paeth), or alternatively from a personal name Bado, probably meaning ‘battle’, ‘fight’.
Surname or Lastname
English
English : variant of Tatham.
Boy/Male
Norse English
Happy.
Boy/Male
English Scandinavian American Irish Native American
Cheerful.
Surname or Lastname
English
English : variant spelling of Tart.French : metonymic occupational name for a maker and seller of fine pastries,
from Old French tarte ‘tart’, ‘pastry’.Possibly
an altered form of Tartre, a regional variant of Tertre,
a habitational name from a common place name meaning ‘height’,
‘hill’.A Tartre with the secondary surname
Surname or Lastname
English and Scottish
English and Scottish : from the Middle English personal name Bat(t)e, a pet form of Bartholomew.
Girl/Female
English Scandinavian Anglo Saxon Irish
Brings joy.
TATE MODULE
TATE MODULE
Boy/Male
Gujarati, Hindu, Indian, Marathi
The First Ray of Light; Part of Parents; Gift of God
Boy/Male
British, English
Stag Meadow
Girl/Female
Hindu, Indian
Lovable; Cute
Girl/Female
Latin
Favor; blessing. The three mythological graces were nature goddesses: Aglaia: (brilliance);...
Boy/Male
Muslim
Gift. Grant.
Male
English
Short form of English Thomas, TOM means "twin."
Boy/Male
Muslim
The one who praise
Boy/Male
Indian, Tamil
Lord Shiva
Male
African
honor, worship; or, thunder.
Female
Egyptian
, a lady of the blood royal of Panki.
TATE MODULE
TATE MODULE
TATE MODULE
TATE MODULE
TATE MODULE
n.
Rank; condition; quality; as, the state of honor.
a.
Belonging to the state, or body politic; public.
v. t.
To settle the relative scale, rank, position, amount, value, or quality of; as, to rate a ship; to rate a seaman; to rate a pension.
n.
The point of time at which a transaction or event takes place, or is appointed to take place; a given point of time; epoch; as, the date of a battle.
v.
Not long past; happening not long ago; recent; as, the late rains; we have received late intelligence.
v.
Continuing or doing until an advanced hour of the night; as, late revels; a late watcher.
superl.
Deficient in spirit or animation; spiritless; dull; flat; insipid; as, a tame poem; tame scenery.
superl.
Reduced from a state of native wildness and shyness; accustomed to man; domesticated; domestic; as, a tame deer, a tame bird.
v. t.
To remove; to withdraw; to deduct; -- with from; as, to take the breath from one; to take two from four.
v.
Far advanced toward the end or close; as, a late hour of the day; a late period of life.
v. t.
To supply with a gate.
v. i.
To be or become a mate or mates, especially in sexual companionship; as, some birds mate for life; this bird will not mate with that one.
n.
The fruit of the date palm; also, the date palm itself.
a.
To reduce from a wild to a domestic state; to make gentle and familiar; to reclaim; to domesticate; as, to tame a wild beast.
v. i.
To take sparingly.
obs.
3d pers. sing. pres. of Ta, to take.
n.
A gate. See 1st Gate.
v. t.
To ascertain or mark the tare of (goods).
n.
An officer in a merchant vessel ranking next below the captain. If there are more than one bearing the title, they are called, respectively, first mate, second mate, third mate, etc. In the navy, a subordinate officer or assistant; as, master's mate; surgeon's mate.
n.
The gain or loss of a timepiece in a unit of time; as, daily rate; hourly rate; etc.