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PULLBACK

  • Pullback
  • Process in mathematics

    In mathematics, a pullback is either of two related processes: precomposition and fiber-product; precomposition is a special case of the general fiber-product

    Pullback

    Pullback

  • Pullback (category theory)
  • Most general completion of a commutative square given two morphisms with same codomain

    In category theory, a branch of mathematics, a pullback (also called a fiber product, fibre product, fibered product or Cartesian square) is the limit

    Pullback (category theory)

    Pullback_(category_theory)

  • Pullback motor
  • Simple clockwork motor used in toy cars

    A pullback motor (also pull back, pull back and go or pull-back) is a simple clockwork motor used in toy cars. A patent for them was granted to Bertrand

    Pullback motor

    Pullback motor

    Pullback_motor

  • Pullback bundle
  • Fiber bundle induced by a map of its base space

    In mathematics, a pullback bundle or induced bundle is the fiber bundle that is induced by a map of its base-space. Given a fiber bundle π : E → B {\displaystyle

    Pullback bundle

    Pullback_bundle

  • Pullback (differential geometry)
  • Mathematical operation

    space of 1-forms on M {\displaystyle M} . This linear map is known as the pullback (by ϕ {\displaystyle \phi } ), and is frequently denoted by ϕ ∗ {\displaystyle

    Pullback (differential geometry)

    Pullback_(differential_geometry)

  • Pullback (cohomology)
  • given a continuous map f: X → Y of topological spaces and a ring R, the pullback along f on cohomology theory is a grade-preserving R-algebra homomorphism:

    Pullback (cohomology)

    Pullback_(cohomology)

  • Inverse image functor
  • Construction in algebraic topology

    {\displaystyle f\colon X\to Y} . We will call the result the inverse image or pullback sheaf f − 1 G {\displaystyle f^{-1}{\mathcal {G}}} . If we try to imitate

    Inverse image functor

    Inverse_image_functor

  • Differential form
  • Expression that may be integrated over a region

    forms along with the exterior derivative defined on it is preserved by the pullback under smooth functions between two manifolds. This feature allows geometrically

    Differential form

    Differential_form

  • Pullback attractor
  • non-autonomous. This requires one to consider the notion of a pullback attractor or attractor in the pullback sense. Consider a random dynamical system φ {\displaystyle

    Pullback attractor

    Pullback_attractor

  • Topos
  • Mathematical category

    morphism A ′ → A {\displaystyle A'\to A} , the pullback is an I {\displaystyle I} -indexed coproduct of the pullbacks: ( ∐ i ∈ I B i ) × A A ′ ≅ ∐ i ∈ I ( B i

    Topos

    Topos

  • Pushout (category theory)
  • Most general completion of a commutative square given two morphisms with same domain

    {\displaystyle P=X+_{Z}Y} . The pushout is the categorical dual of the pullback. Explicitly, the pushout of the morphisms f and g consists of an object

    Pushout (category theory)

    Pushout_(category_theory)

  • Ample line bundle
  • Concept in algebraic geometry

    of modules#Operations). The pullback of a vector bundle is a vector bundle of the same rank. In particular, the pullback of a line bundle is a line bundle

    Ample line bundle

    Ample_line_bundle

  • Homotopy colimit and limit
  • Concepts in algebraic topology

    A homotopy pullback (or homotopy fiber-product) is the dual concept of a homotopy pushout.It satisfies the universal property of a pullback up to homotopy

    Homotopy colimit and limit

    Homotopy_colimit_and_limit

  • Sieve (category theory)
  • and for all arrows f:c″→c′, S(f) is the restriction of Hom(f, c), the pullback by f (in the sense of precomposition, not of fiber products), to S(c′);

    Sieve (category theory)

    Sieve_(category_theory)

  • Change of variables
  • Mathematical technique for simplification

    Radon–Nikodym derivatives of both the pullback and pushforward measures of m {\displaystyle m} under T {\displaystyle T} . The pullback measure in terms of a transformation

    Change of variables

    Change_of_variables

  • Token maxxing
  • Intentionally maximizing the use of AI service tokens

    agentic AI eats up to 1,000x more tokens than standard AI, sparks corporate pullback at Microsoft, Meta, and Amazon". Tom's Hardware. Retrieved 2026-05-28.

    Token maxxing

    Token_maxxing

  • Choro-Q
  • Japanese toy line released in the US as Penny Racers

    Choro-Q is a line of Japanese 3–4 cm pullback car toys produced by Takara Tomy (formerly Takara). Known in North America as Penny Racers, they were introduced

    Choro-Q

    Choro-Q

    Choro-Q

  • Iijima Bishop Pullback
  • Shogi opening

    In shogi, Iijima Bishop Pullback or Iijima's Back Bishop (飯島流引き角 Iijima-ryuu hiki kaku) is a less common defensive Static Rook opening used against a Ranging

    Iijima Bishop Pullback

    Iijima_Bishop_Pullback

  • Algebraic cycle
  • In mathematics, an algebraic cycle on an algebraic variety V is a formal linear combination of subvarieties of V. These are the part of the algebraic topology

    Algebraic cycle

    Algebraic_cycle

  • Cartesian closed category
  • Type of category in category theory

    c_{X,Y,Z}(g,f)=g\circ f.} For a morphism p:X → Y, suppose the following pullback square exists, which defines the subobject of XY corresponding to maps

    Cartesian closed category

    Cartesian_closed_category

  • Limit (category theory)
  • Mathematical concept

    the essential properties of universal constructions such as products, pullbacks and inverse limits. The dual notion of a colimit generalizes constructions

    Limit (category theory)

    Limit_(category_theory)

  • Dow Jones Industrial Average
  • American stock market index composed of 30 industry leaders

    possibly coming to an end. For the decade, the Dow saw a rather substantial pullback for a negative return from 11,497.12 to 10,428.05, a loss of a 9.3%. During

    Dow Jones Industrial Average

    Dow Jones Industrial Average

    Dow_Jones_Industrial_Average

  • Bust-a-Move DS
  • 2005 video game

    Bust-a-Move DS, known as Hippatte!! Puzzle Bobble (Japanese: ひっぱって!!パズルボブル, Hepburn: Hippatte!! Pazuru Boburu; "Pull Back!! Puzzle Bobble") in Japan, is

    Bust-a-Move DS

    Bust-a-Move_DS

  • Equaliser (mathematics)
  • Set of arguments where two or more functions have the same value

    denotes the category-theoretic kernel. Any category with fibre products (pullbacks) and products has equalisers. In Top where objects are topological spaces

    Equaliser (mathematics)

    Equaliser_(mathematics)

  • General Catalyst
  • American venture capital firm

    December 23, 2013. Retrieved June 13, 2023. Jennings, Katie. "Defying Pullback In Investments, General Catalyst Launches $670 Million Healthcare Fund"

    General Catalyst

    General_Catalyst

  • Fibration
  • Concept in algebraic topology

    } {\displaystyle f^{*}(E)=\{(a,e)\in A\times E\ |\ f(a)=p(e)\}} is the pullback and the projections of f ∗ ( E ) {\displaystyle f^{*}(E)} onto A {\displaystyle

    Fibration

    Fibration

  • Applied category theory
  • Applications of category theory

    Universal constructions Limits Terminal objects Products Equalizers Kernels Pullbacks Inverse limit Colimits Initial objects Coproducts Coequalizers Cokernels

    Applied category theory

    Applied_category_theory

  • Monomorphism
  • Injective homomorphism

    categories. A morphism is a monomorphism if it is idempotent with respect to pullbacks. The categorical dual of a monomorphism is an epimorphism, that is, a

    Monomorphism

    Monomorphism

    Monomorphism

  • Pushforward
  • Topics referred to by the same term

    dictionary. The notion of pushforward in mathematics is "dual" to the notion of pullback, and can mean a number of different but closely related things. Pushforward

    Pushforward

    Pushforward

  • Cotangent space
  • Dual space to the tangent space in differential geometry

    f_{*}^{}\colon T_{x}M\to T_{f(x)}N} every such map induces a linear map (called the pullback) between the cotangent spaces, only this time in the reverse direction:

    Cotangent space

    Cotangent_space

  • Complete category
  • Category in which all small limits exist

    from pullbacks and binary products (consider the pullback of (f, g) along the diagonal Δ), a category is complete if and only if it has pullbacks and products

    Complete category

    Complete_category

  • Tensor–hom adjunction
  • Concept in mathematics

    Universal constructions Limits Terminal objects Products Equalizers Kernels Pullbacks Inverse limit Colimits Initial objects Coproducts Coequalizers Cokernels

    Tensor–hom adjunction

    Tensor–hom_adjunction

  • Product
  • Topics referred to by the same term

    (category theory), a generalization of mathematical products Fibre product or pullback Coproduct or pushout Wick product of random variables Graph product Product

    Product

    Product

  • Fundamental theorem of topos theory
  • pullback square, and the morphism which goes from the domain of f × g {\displaystyle f\times g} to the domain of f is opposite to g in the pullback square

    Fundamental theorem of topos theory

    Fundamental_theorem_of_topos_theory

  • Stokes' theorem
  • Theorem in vector calculus

    v)={P_{u}}(u,v)\mathbf {e} _{u}+{P_{v}}(u,v)\mathbf {e} _{v}.} This is the pullback of F along ψ, and, by the above, it satisfies ∮ ∂ Σ F ( x ) ⋅ d l = ∮ γ

    Stokes' theorem

    Stokes' theorem

    Stokes'_theorem

  • Adhesive category
  • all pullbacks, it has pushouts along monomorphisms, and pushout squares of monomorphisms are also pullback squares and are stable under pullback. C has

    Adhesive category

    Adhesive_category

  • Pushforward (differential)
  • Linear approximation of smooth maps on tangent spaces

    {\displaystyle d\varphi _{x}} is invertible, and the inverse gives the pullback of T φ ( x ) N . {\displaystyle T_{\varphi (x)}N.} The differential is

    Pushforward (differential)

    Pushforward (differential)

    Pushforward_(differential)

  • Fiber product of schemes
  • Construction in algebraic geometry

    variety over one field determines a variety over a bigger field, or the pullback of a family of varieties, or a fiber of a family of varieties. Base change

    Fiber product of schemes

    Fiber_product_of_schemes

  • Tomica (toy line)
  • Line of toy vehicles made by Takara Tomy

    there were six models at that time. In the year 2002, Tomy again produced pullback models. From time to time, Tomy produces shorter runs of cars with sound

    Tomica (toy line)

    Tomica (toy line)

    Tomica_(toy_line)

  • Divisor (algebraic geometry)
  • Generalizations of codimension-1 subvarieties of algebraic varieties

    {\mathcal {M}}_{X}} , then this pullback can be used to define pullback of Cartier divisors. In terms of local sections, the pullback of { ( U i , f i ) } {\displaystyle

    Divisor (algebraic geometry)

    Divisor_(algebraic_geometry)

  • Closing milestones of the Nasdaq Composite
  • US stockmarket milestones

    the close. This was repeated the next trading day before another major pullback for the year. It took until Monday, June 4, 2018 (nearly three months)

    Closing milestones of the Nasdaq Composite

    Closing_milestones_of_the_Nasdaq_Composite

  • Universal bundle
  • BG, such that every bundle with the given structure group G over M is a pullback by means of a continuous map M → BG. When the definition of the classifying

    Universal bundle

    Universal_bundle

  • Static Rook
  • Shogi opening in which the rook does not move

    Bishop Pullback (hiki kaku), Gangi Castle Static Rook Anaguma (with Bishop Pullback, Static Bishop, or Bishop Exchange) Left Mino (with Bishop Pullback, Static

    Static Rook

    Static_Rook

  • Tap dance technique
  • Overview of tap dance steps

    landing on the foot/feet. Notable variations are single pullback, double pullback, alternating pullback, and other variations including other steps. riff:

    Tap dance technique

    Tap_dance_technique

  • Step Up (franchise)
  • American dance drama multi-media franchise

    'Wayne', Pilot 'Dark Cargo' Seek New Homes As YouTube Steps Up Scripted Pullback". Deadline Hollywood. Archived from the original on August 17, 2019. Retrieved

    Step Up (franchise)

    Step_Up_(franchise)

  • Valuation (geometry)
  • most important one is the product of two smooth valuations. Together with pullback and pushforward, this operation extends to valuations on manifolds. Let

    Valuation (geometry)

    Valuation_(geometry)

  • Fourier–Mukai transform
  • D(X×Y). Most natural functors, including basic ones like pushforwards and pullbacks, are of this type. These kinds of functors were introduced by Mukai (1981)

    Fourier–Mukai transform

    Fourier–Mukai_transform

  • Kent Brantly
  • American doctor

    fighters in their own words, Dec. 10, 2014 Medical Missionaries' Ebola Pullback: No More Kent Brantlys?, Deann Alford/ Nov. 21, 2014 Tryggestad, Erik (2015-02-06)

    Kent Brantly

    Kent Brantly

    Kent_Brantly

  • Stack (mathematics)
  • Generalisation of a sheaf; a fibered category that admits effective descent

    topological basis. In a more general set-up the restrictions are replaced with pullbacks; fibred categories then make a good framework to discuss the possibility

    Stack (mathematics)

    Stack_(mathematics)

  • List of YouTube Premium original programming
  • 'Wayne', Pilot 'Dark Cargo' Seek New Homes As YouTube Steps Up Scripted Pullback". Deadline Hollywood. August 16, 2019. Archived from the original on August

    List of YouTube Premium original programming

    List of YouTube Premium original programming

    List_of_YouTube_Premium_original_programming

  • Fundamental groupoid
  • Universal constructions Limits Terminal objects Products Equalizers Kernels Pullbacks Inverse limit Colimits Initial objects Coproducts Coequalizers Cokernels

    Fundamental groupoid

    Fundamental_groupoid

  • MacMillan Yard
  • exit by way of the southern end. Rutherford Road passes over the two hump pullback tracks at the north end of the yard, which curve to the west to end at

    MacMillan Yard

    MacMillan Yard

    MacMillan_Yard

  • Fourth File Rook
  • Black's King's Head Vanguard Pawn (玉頭位取り gyokutou kuraidori). Iijima Bishop Pullback ☖ pieces in hand: – ☗ pieces in hand: – The Bishop-Exchange Fourth File

    Fourth File Rook

    Fourth_File_Rook

  • Seesaw theorem
  • on X×t is closed. Moreover if this set is the whole of T then L is the pullback of a line bundle on T. Mumford (2008, section 10) also gave a more precise

    Seesaw theorem

    Seesaw_theorem

  • Eilenberg–Moore spectral sequence
  • spectral sequence addresses the calculation of the homology groups of a pullback over a fibration. The spectral sequence formulates the calculation from

    Eilenberg–Moore spectral sequence

    Eilenberg–Moore_spectral_sequence

  • Symplectic vector space
  • Mathematical concept

    → W is called a symplectic map if the pullback preserves the symplectic form, i.e. f∗ρ = ω, where the pullback form is defined by (f∗ρ)(u, v) = ρ(f(u)

    Symplectic vector space

    Symplectic_vector_space

  • Commutative diagram
  • Collection of maps which give the same result

    Universal constructions Limits Terminal objects Products Equalizers Kernels Pullbacks Inverse limit Colimits Initial objects Coproducts Coequalizers Cokernels

    Commutative diagram

    Commutative diagram

    Commutative_diagram

  • Measure-preserving dynamical system
  • Subject of study in ergodic theory

    whereas μ ( T ( A ) ) {\displaystyle \mu (T(A))} is generically called a pullback. Almost all properties and behaviors of dynamical systems are defined in

    Measure-preserving dynamical system

    Measure-preserving_dynamical_system

  • Bitensor
  • Tensorial object depending on two points in a manifold

    M\times M} , and p r i ∗ {\displaystyle \mathrm {pr} _{i}^{*}} denotes the pullback of the respective bundles. In coordinate notation, a bitensor T {\displaystyle

    Bitensor

    Bitensor

  • Splitting principle
  • Mathematical technique for vector bundles

    {\displaystyle p^{*}\colon H^{*}(X)\rightarrow H^{*}(Y)} is injective, and the pullback bundle p ∗ ξ : p ∗ E → Y {\displaystyle p^{*}\xi \colon p^{*}E\rightarrow

    Splitting principle

    Splitting_principle

  • Isogeny
  • Type of map between algebraic groups

    f : A → B be isogeny between two algebraic groups. This mapping induces a pullback mapping f* : K(B) → K(A) between their rational function fields. Since

    Isogeny

    Isogeny

  • Cotangent bundle
  • Vector bundle of cotangent spaces at every point in a manifold

    diagonal modulo higher order terms. The cotangent sheaf is defined as the pullback of this sheaf to M {\displaystyle M} : Γ T ∗ M = Δ ∗ ( I / I 2 ) . {\displaystyle

    Cotangent bundle

    Cotangent_bundle

  • Development of Blade (Marvel Studios film)
  • reportedly did not feel a sense of urgency in making the film amidst a wider "pullback" of the superhero genre. Feige confirmed that three or four iterations

    Development of Blade (Marvel Studios film)

    Development_of_Blade_(Marvel_Studios_film)

  • Cohomology
  • Algebraic structure used in topology

    many applications. At a basic level, this has to do with functions and pullbacks in geometric situations: given spaces X {\displaystyle X} and Y {\displaystyle

    Cohomology

    Cohomology

    Cohomology

  • Additive category
  • Type of category in category theory

    Universal constructions Limits Terminal objects Products Equalizers Kernels Pullbacks Inverse limit Colimits Initial objects Coproducts Coequalizers Cokernels

    Additive category

    Additive_category

  • Ehresmann connection
  • Differential geometry construct on fiber bundles

    field to γ generates a horizontal vector field in the total space of the pullback bundle γ*E. By the Picard–Lindelöf theorem, this vector field is integrable

    Ehresmann connection

    Ehresmann_connection

  • Monoidal functor
  • Concept in category theory

    Universal constructions Limits Terminal objects Products Equalizers Kernels Pullbacks Inverse limit Colimits Initial objects Coproducts Coequalizers Cokernels

    Monoidal functor

    Monoidal_functor

  • Democratic Republic of the Congo
  • Country in Central Africa

    original on 22 November 2018. Retrieved 21 November 2018. "The [Ivanhoe] pullback investors have been waiting for". Mining Journal. London, UK: Aspermont

    Democratic Republic of the Congo

    Democratic Republic of the Congo

    Democratic_Republic_of_the_Congo

  • Monoidal category
  • Category admitting tensor products

    Universal constructions Limits Terminal objects Products Equalizers Kernels Pullbacks Inverse limit Colimits Initial objects Coproducts Coequalizers Cokernels

    Monoidal category

    Monoidal_category

  • Maxie Ford
  • Tap dance step

    step, shuffle, leap, toe. The Maxie Ford is famous for its use of the pullback (or graboff) after the shuffle and best known as the Maxie Ford Break:

    Maxie Ford

    Maxie_Ford

  • Minkowski spacetime
  • Mathematical description of spacetime used in relativity

    R 1 ( n ) = ι ∗ η , {\displaystyle h_{R}^{1(n)}=\iota ^{*}\eta ,} the pullback of the Minkowski metric η {\displaystyle \eta } under inclusion, is a Riemannian

    Minkowski spacetime

    Minkowski spacetime

    Minkowski_spacetime

  • Classifying space
  • Quotient of a weakly contractible space by a free action

    any G principal bundle over a paracompact manifold is isomorphic to a pullback of the principal bundle E G → B G {\displaystyle EG\to BG} . As explained

    Classifying space

    Classifying_space

  • Picard group
  • Mathematical group occurring in algebraic geometry and the theory of complex manifolds

    pullback. We say an L in Pic X / S ⁡ ( T ) {\displaystyle \operatorname {Pic} _{X/S}(T)} has degree r if for any geometric point s → T the pullback s

    Picard group

    Picard_group

  • Gaza–Jericho Agreement
  • 1994 follow-up treaty to the Oslo I Accord

    Gaza Strip," "... Mr. Arafat had asked the Israelis to delay their total pullback for the 21 days allowed in the accord because the Palestinians were not

    Gaza–Jericho Agreement

    Gaza–Jericho_Agreement

  • Myanmar civil war (2021–present)
  • Ongoing armed conflict in Southeast Asia

    The Irrawaddy. 2 October 2025. "Resource, manpower shortages drove TNLA pullback from Mogok and Momeik, senior leader says". Nora Pyae (21 April 2025).

    Myanmar civil war (2021–present)

    Myanmar civil war (2021–present)

    Myanmar_civil_war_(2021–present)

  • Fight Club
  • 1999 psychological thriller film by David Fincher

    detailed using renderings by medical illustrator Katherine Jones. The pullback sequence from within the brain to the outside of the skull included neurons

    Fight Club

    Fight_Club

  • Vector-valued differential form
  • isomorphism. One can define the pullback of vector-valued forms by smooth maps just as for ordinary forms. The pullback of an E-valued form on N by a smooth

    Vector-valued differential form

    Vector-valued_differential_form

  • Parallel transport
  • System of moving vectors in differential geometry

    that X {\displaystyle X} is parallel with respect to the pullback connection on the pullback bundle ⁠ γ ∗ T M {\displaystyle \gamma ^{*}TM} ⁠. However

    Parallel transport

    Parallel transport

    Parallel_transport

  • Point-surjective morphism
  • Concept in category theory

    Universal constructions Limits Terminal objects Products Equalizers Kernels Pullbacks Inverse limit Colimits Initial objects Coproducts Coequalizers Cokernels

    Point-surjective morphism

    Point-surjective_morphism

  • Kosmann lift
  • embedding, then Z | Q {\displaystyle Z\vert _{Q}\,} is a section of the pullback bundle i Q ∗ ( T E ) → Q {\displaystyle i_{Q}^{\ast }(TE)\to Q\,} , where

    Kosmann lift

    Kosmann_lift

  • Functor represented by a scheme
  • principal G-bundle over a space S is (up to natural isomorphisms) the pullback of the universal bundle E G → B G {\displaystyle EG\to BG} along some map

    Functor represented by a scheme

    Functor_represented_by_a_scheme

  • Tetracategory
  • Universal constructions Limits Terminal objects Products Equalizers Kernels Pullbacks Inverse limit Colimits Initial objects Coproducts Coequalizers Cokernels

    Tetracategory

    Tetracategory

  • Christoffel symbols
  • Array of numbers describing a metric connection

    called a pullback because it "pulls back" the gradient on R n {\displaystyle \mathbb {R} ^{n}} to a gradient on M {\displaystyle M} . The pullback is independent

    Christoffel symbols

    Christoffel_symbols

  • Grothendieck topology
  • Mathematical structure

    by f {\displaystyle f} gives a sieve on Y {\displaystyle Y} called the pullback of S {\displaystyle S} along f {\displaystyle f} , denoted by f ∗ S {\displaystyle

    Grothendieck topology

    Grothendieck_topology

  • Kharab al-Jir base
  • Syrian military installment in the Rmelan base

    al-Jir Base". Welat TV. 2025-10-29. "Syria takes control of Shaddadi as US pullback reshapes power balance". Middle East Online. 15 February 2026. "Syrian

    Kharab al-Jir base

    Kharab_al-Jir_base

  • Joyal model structure
  • Model structure on the category of simplicial sets

    _{1}^{2}\hookrightarrow \Delta ^{2}} is a weak categorical equivalence, but its pullback along the isofibration Δ 1 ≅ { 0 → 2 } ↪ Δ 2 {\displaystyle \Delta ^{1}\cong

    Joyal model structure

    Joyal_model_structure

  • Honda Sabre
  • Motorcycle made by Honda from 1982 to 1985

    Fury design by adding larger, more highway friendly front rubber, more pullback on the handle bars and classic, cruiser styled fenders; and the Interstate

    Honda Sabre

    Honda Sabre

    Honda_Sabre

  • Complex projective space
  • Mathematical concept

    represented as a pullback of the universal line bundle on C P ∞ {\displaystyle \mathbf {CP} ^{\infty }} , meaning there is a pullback square L → L ↓ ↓

    Complex projective space

    Complex projective space

    Complex_projective_space

  • Projected normal distribution
  • Probability distribution

    {\displaystyle {\tilde {p}}} is defined w.r.t. scaled Hausdorff measure. The pullback and Hausdorff measures agree, so that: p ( θ ∣ μ , Σ ) = p ~ ( v ∣ μ ,

    Projected normal distribution

    Projected_normal_distribution

  • Natural transformation
  • Central object of study in category theory

    Universal constructions Limits Terminal objects Products Equalizers Kernels Pullbacks Inverse limit Colimits Initial objects Coproducts Coequalizers Cokernels

    Natural transformation

    Natural_transformation

  • Deformation (mathematics)
  • Branch of mathematics

    {\mathfrak {X}}\to B} such that any deformation can be found as a unique pullback square X → X ↓ ↓ S → B {\displaystyle {\begin{matrix}X&\to &{\mathfrak

    Deformation (mathematics)

    Deformation_(mathematics)

  • Isomorphism of categories
  • Relation of categories in category theory

    Universal constructions Limits Terminal objects Products Equalizers Kernels Pullbacks Inverse limit Colimits Initial objects Coproducts Coequalizers Cokernels

    Isomorphism of categories

    Isomorphism_of_categories

  • Simplicial space
  • Simplicial object in the category of topological spaces

    Graeme Segal in 1974. A Segal space is a simplicial space satisfying some pullback conditions, making it look like a homotopical version of a category. More

    Simplicial space

    Simplicial_space

  • Absorbing set (random dynamical systems)
  • many concepts related to random dynamical systems, it is defined in the pullback sense, which means they are understood through their long-term behavior

    Absorbing set (random dynamical systems)

    Absorbing_set_(random_dynamical_systems)

  • Initial and terminal objects
  • Special objects used in (mathematical) category theory

    Universal constructions Limits Terminal objects Products Equalizers Kernels Pullbacks Inverse limit Colimits Initial objects Coproducts Coequalizers Cokernels

    Initial and terminal objects

    Initial_and_terminal_objects

  • Instantaneous wave-free ratio
  • Tool for determining arterial narrowing

    is also feasible with during manual pullback.[citation needed] Advanced computer processing can utilise iFR-pullback data to predict the hemodynamic consequences

    Instantaneous wave-free ratio

    Instantaneous_wave-free_ratio

  • Embedding
  • Inclusion of one mathematical structure in another, preserving properties of interest

    (pseudo-)metric in the sense that g {\displaystyle g} is equal to the pullback of h {\displaystyle h} by f {\displaystyle f} , i.e. g = f ∗ h {\displaystyle

    Embedding

    Embedding

  • Harley-Davidson VRSC
  • Harley-Davidson cruiser motorcycle

    shield; split five-spoke cast aluminum wheels with diamond cut highlights; pullback handlebar with polished finish; inverted front forks in silver and polished

    Harley-Davidson VRSC

    Harley-Davidson VRSC

    Harley-Davidson_VRSC

  • Marine Serre
  • French fashion designer (born 1991)

    Retrieved 2025-06-27. "The Best of BoF 2024: Fashion's Sustainability Pullback". The Business of Fashion. 2024-12-26. Retrieved 2025-02-12. Guilbault

    Marine Serre

    Marine_Serre

  • Goddess of Victory: Nikke
  • 2022 action role-playing game

    Thai fans who were unhappy with the portrayal of the playerbase. This pullback, however, faced another backlash from a different portion of fans who were

    Goddess of Victory: Nikke

    Goddess of Victory: Nikke

    Goddess_of_Victory:_Nikke

AI & ChatGPT searchs for online references containing PULLBACK

PULLBACK

AI search references containing PULLBACK

PULLBACK

AI search queriess for Facebook and twitter posts, hashtags with PULLBACK

PULLBACK

Follow users with usernames @PULLBACK or posting hashtags containing #PULLBACK

PULLBACK

Online names & meanings

  • Dorika
  • Girl/Female

    Latin Hungarian

    Dorika

    God's gift.

  • CRISPIN
  • Male

    English

    CRISPIN

    English name derived from Latin Crispinus, CRISPIN means "curly(-headed)."

  • Padnuni
  • Girl/Female

    Gujarati, Hindu, Indian, Kannada, Malayalam, Marathi, Sindhi, Telugu

    Padnuni

    Lotus

  • Hanna |
  • Girl/Female

    Muslim

    Hanna |

    Compassion, Sympathy, Pity

  • Lull
  • Surname or Lastname

    English

    Lull

    English : from an Old English personal name, Lulla.German (Lüll) : from a short form of any of the Germanic personal names formed with liut- ‘people’ as the first element.Catalan (also Llull) : from the personal name Lullus, probably of Germanic origin.

  • Machpelah
  • Girl/Female

    Biblical

    Machpelah

    Double.

  • Muhab |
  • Boy/Male

    Muslim

    Muhab |

    Dignified

  • Tweety | Tweety
  • Girl/Female

    Tamil

    Tweety | Tweety

    Singing bird

  • Hargobinda
  • Boy/Male

    Hindu, Indian, Traditional

    Hargobinda

    Lord Krishna

  • Rudge
  • Surname or Lastname

    English (West Midlands)

    Rudge

    English (West Midlands) : topographic name from West Midland Middle English rugge, a variant of rigge ‘ridge’, or a habitational name from the village of Rudge in Shropshire, which is named with this word.English (West Midlands) : from a medieval personal name, a pet form of Roger.English (West Midlands) : nickname for a person with red hair or a ruddy complexion, from Old French r(o)uge ‘red’ (Latin rubeus).

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PULLBACK

  • Pullback
  • n.

    That which holds back, or causes to recede; a drawback; a hindrance.

  • Pullback
  • n.

    The iron hook fixed to a casement to pull it shut, or to hold it party open at a fixed point.