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PROJ

  • PROJ
  • PROJ (formerly PROJ.4) is a C/C++ library for performing conversions between cartographic projections. The library is based on the work of Gerald (Jerry)

    PROJ

    PROJ

    PROJ

  • Proj construction
  • Projective analogue of the spectrum of a ring

    In algebraic geometry, Proj is a construction analogous to the spectrum-of-a-ring construction of affine schemes, which produces objects with the typical

    Proj construction

    Proj_construction

  • Vector projection
  • Concept in linear algebra

    to b. The projection of a onto b is often written as proj b ⁡ a {\displaystyle \operatorname {proj} _{\mathbf {b} }\mathbf {a} } or a∥b. The vector component

    Vector projection

    Vector projection

    Vector_projection

  • Series ALFA (Revolvers)
  • Revolvers

    Stainless". alfaproj.cz (in Czech). Retrieved 2026-03-19. "ALFA proj Product Catalog" (PDF). ALFA proj Greece. 2023. Retrieved 2026-03-19. ".38 Special ALFA Steel"

    Series ALFA (Revolvers)

    Series ALFA (Revolvers)

    Series_ALFA_(Revolvers)

  • Journal of Personality Assessment
  • Academic journal

    The Journal of Personality Assessment is a bimonthly peer-reviewed academic journal covering research on measurement issues in the fields of personality

    Journal of Personality Assessment

    Journal_of_Personality_Assessment

  • Miller cylindrical projection
  • Cylindrical compromise map projection

    equator. In GIS applications, this projection is known as: "ESRI:54003" and "+proj=mill". Compact Miller projection is similar to Miller but spacing between

    Miller cylindrical projection

    Miller cylindrical projection

    Miller_cylindrical_projection

  • Gram–Schmidt process
  • Orthonormalization of a set of vectors

    proj u 1 ⁡ ( v 2 ) , e 2 = u 2 ‖ u 2 ‖ u 3 = v 3 − proj u 1 ⁡ ( v 3 ) − proj u 2 ⁡ ( v 3 ) , e 3 = u 3 ‖ u 3 ‖ u 4 = v 4 − proj u 1 ⁡ ( v 4 ) − proj u

    Gram–Schmidt process

    Gram–Schmidt process

    Gram–Schmidt_process

  • Cold War International History Project
  • The Cold War International History Project (CWIHP) is part of the History and Public Policy Program at the Woodrow Wilson International Center for Scholars

    Cold War International History Project

    Cold_War_International_History_Project

  • Series HOLEK
  • Czech gun brand

    Holek is brand of revolvers made by Czech company ALFA - PROJ. This firearm is light and reliable, due to a combination of both a light-alloy frame and

    Series HOLEK

    Series HOLEK

    Series_HOLEK

  • ALFA Combat
  • Semi-automatic pistol

    purposes by ALFA-proj, which is known for its revolver line. The ALFA Combat is one of two series of pistols manufactured by ALFA-proj, with the other

    ALFA Combat

    ALFA_Combat

  • Cone (algebraic geometry)
  • Generalization of a vector bundle

    affine cone of R. Similarly, the relative Proj P ( C ) = Proj X ⁡ R {\displaystyle \mathbb {P} (C)=\operatorname {Proj} _{X}R} is called the projective cone

    Cone (algebraic geometry)

    Cone_(algebraic_geometry)

  • The Journal of Structured Finance
  • Academic journal

    The Journal of Structured Finance is a non-accredited quarterly journal on structuring and investing in all types of structured finance, such as asset-backed

    The Journal of Structured Finance

    The_Journal_of_Structured_Finance

  • Impact Assessment and Project Appraisal
  • Academic journal

    (alt) · Bluebook (alt) NLM (alt) · MathSciNet (alt ) ISO 4 Impact Assess. Proj. Apprais. Indexing CODEN (alt · alt2) · JSTOR (alt) · LCCN (alt) MIAR · NLM

    Impact Assessment and Project Appraisal

    Impact_Assessment_and_Project_Appraisal

  • OpenProj
  • Open-source project management software

    Chretienneau developed OpenProj at Projity in 2007. It moved out of beta with Version 1.0 on January 10, 2008. In late 2008, Projity was acquired by Silver

    OpenProj

    OpenProj

    OpenProj

  • Projected area
  • Two-dimensional area measurement of a three-dimensional object projected onto a plane

    A=L\times W} A proj = L × W cos ⁡ β {\displaystyle A_{\text{proj}}=L\times W\cos {\beta }} Circular disc A = π r 2 {\displaystyle A=\pi r^{2}} A proj = π r 2

    Projected area

    Projected area

    Projected_area

  • One Battle After Another
  • 2025 film by Paul Thomas Anderson

    Archived from the original on June 14, 2024. Retrieved April 11, 2026. @ProjBigScreen (January 28, 2026). "Jacob Batalon reveals to us that he read for

    One Battle After Another

    One_Battle_After_Another

  • Economy of Tuvalu
  • est.); A$90.0 (2025 proj.); A$94.6 (2026 proj.); A$99.7 (2027 proj.); A$104.7 (2028 proj.); A$109.6 (2029 proj.); A$114.4 (2030 proj.). GNI - GNI per capita:

    Economy of Tuvalu

    Economy of Tuvalu

    Economy_of_Tuvalu

  • C (programming language)
  • General-purpose programming language

    OpenCL OpenCV OpenGL OpenGL Utility Library OpenJPEG OpenSSL Pango PCRE PROJ Quartz 2D Raylib Redland RDF S2n-tls Setcontext SFML SDL SQLite systemd Tk

    C (programming language)

    C (programming language)

    C_(programming_language)

  • QR decomposition
  • Matrix decomposition

    = a 2 − proj u 1 ⁡ a 2 , e 2 = u 2 ‖ u 2 ‖ u 3 = a 3 − proj u 1 ⁡ a 3 − proj u 2 ⁡ a 3 , e 3 = u 3 ‖ u 3 ‖ ⋮ ⋮ u k = a k − ∑ j = 1 k − 1 proj u j ⁡ a

    QR decomposition

    QR_decomposition

  • Noncommutative projective geometry
  • degree-one elements, then the Proj of R in this sense is equivalent to the category of coherent sheaves on the usual Proj of R. Hence, the construction

    Noncommutative projective geometry

    Noncommutative_projective_geometry

  • Blowing up
  • Type of geometric transformation

    vector space is Proj of its symmetric algebra, that is, X = Proj ⁡ ⨁ r = 0 ∞ Sym k [ x , y ] r ⁡ m / m 2 . {\displaystyle X=\operatorname {Proj} \bigoplus

    Blowing up

    Blowing up

    Blowing_up

  • List of megaprojects
  • (proj.) World's largest optical to mid infrared telescope. Facility for Antiproton and Ion Research Darmstadt, Germany 2012 In progress 2025 (proj.)

    List of megaprojects

    List_of_megaprojects

  • Avatar (franchise)
  • Disney media franchise

    Imaginative Resistance in James Cameron's Avatar". Projections. 7 (2). doi:10.3167/proj.2013.070203. ISSN 1934-9688. "Avatar Live in Concert Announces Updated Dates

    Avatar (franchise)

    Avatar_(franchise)

  • Portage (software)
  • Gentoo package management system

    open-source software portal pkgsrc List of Linux package management systems "proj/portage.git". 28 April 2024. Retrieved 17 May 2024. "The Gentoo Portage Open

    Portage (software)

    Portage (software)

    Portage_(software)

  • International Journal of Project Management
  • Academic journal

    ISO 4 (alt) · Bluebook (alt) NLM (alt) · MathSciNet (alt ) ISO 4 Int. J. Proj. Manag. Indexing CODEN (alt · alt2) · JSTOR (alt) · LCCN (alt) MIAR · NLM

    International Journal of Project Management

    International_Journal_of_Project_Management

  • Project Baikal
  • Academic journal

    abbreviations ISO 4 (alt) · Bluebook (alt) NLM (alt) · MathSciNet (alt ) ISO 4 Proj. Baikal Indexing CODEN (alt · alt2) · JSTOR (alt) · LCCN (alt) MIAR · NLM

    Project Baikal

    Project_Baikal

  • Complete intersection
  • Term in mathematics

    x 4 5 ) = Proj ( F [ x 0 , … , x 4 ] ( x 0 5 + ⋯ + x 4 5 ) ) → i P F 4 {\displaystyle \mathbb {V} (x_{0}^{5}+\cdots +x_{4}^{5})={\text{Proj}}\left({\frac

    Complete intersection

    Complete_intersection

  • Projectivization
  • Mathematics procedure

    Proj S with a graded commutative algebra S (under some technical restrictions on S). If S is the algebra of polynomials on a vector space V then Proj

    Projectivization

    Projectivization

  • Antarctic Journal of the United States
  • Scientific journal

    The Antarctic Journal of the United States was a scientific journal that covered American research activities in Antarctica and its neighboring regions

    Antarctic Journal of the United States

    Antarctic_Journal_of_the_United_States

  • Mnemosyne (software)
  • Spaced repetition software developed in 2003

    Announcement; torrent index Archived 2016-03-03 at the Wayback Machine. "Mnemosyne-proj-users - Google Groups". "Downloading all user statistics". Wikimedia Commons

    Mnemosyne (software)

    Mnemosyne (software)

    Mnemosyne_(software)

  • List of ships of the Polish Navy
  • Polish Navy". Remontowa Shipbuilding. Retrieved 2026-07-30. "Holowniki (proj. B860)". 8. Flotylla Obrony Wybrzeża. "Gdynia: nowe holowniki w komplecie"

    List of ships of the Polish Navy

    List_of_ships_of_the_Polish_Navy

  • Lisbon Metro Green Line
  • Metro line in Lisbon, Portugal

    branch line → PMO II Calvanas (canc. proj., 1980–1984) Alvalade L. Cintura: Av. Roma (canc. proj., 1947) Roma Madrid (proj.) ⇄ L. Cintura: Roma-Areeiro Areeiro

    Lisbon Metro Green Line

    Lisbon Metro Green Line

    Lisbon_Metro_Green_Line

  • List of firearms (A)
  • manufactured by ALFA-PROJ. Chambered in either 9×19 mm Parabellum, .40 S&W, or .45 ACP.) Revolvers ALFA-PROJ Series ALFA (Czech Republic – ALFA-PROJ – unknown date

    List of firearms (A)

    List_of_firearms_(A)

  • Projective variety
  • Algebraic variety in a projective space

    example, if A is a ring, then P A n = Proj ⁡ A [ x 0 , … , x n ] . {\displaystyle \mathbb {P} _{A}^{n}=\operatorname {Proj} A[x_{0},\ldots ,x_{n}].} If R is

    Projective variety

    Projective variety

    Projective_variety

  • Revolver
  • Firearm with a cylinder holding cartridges

    shooting Smith & Wesson Model 625JM, as designed by Jerry Miculek. Alfa Proj Model Alfa Para 9mm caliber Taurus .357 Magnum Model 605 Taurus .45 Colt/

    Revolver

    Revolver

    Revolver

  • ALFA Defender
  • Semi-automatic pistol

    ALFA - PROJ spol. s r.o. "ALFA - PROJ spol. s r.o." www.epicos.com. Archived from the original on 17 May 2022. Retrieved 1 September 2024. "Alfa-proj, s.

    ALFA Defender

    ALFA_Defender

  • Normal scheme
  • Concept in algebraic geometry

    by the morphism Proj ( ∏ k [ x 0 … , x n ] ( f i , g ) ) → Proj ( k [ x 0 , … , x n ] ( f 1 ⋯ f k , g ) ) {\displaystyle {\text{Proj}}\left(\prod {\frac

    Normal scheme

    Normal_scheme

  • Evelyn Leland
  • American astronomer

    Astronomy Harvard College Observatory Observations. 67: 1017. Bibcode:1921phae.proj.1017L. Retrieved 2023-05-28. Leland, Evelyn F. (1918). "Long Exposure H.S

    Evelyn Leland

    Evelyn Leland

    Evelyn_Leland

  • Perfect ideal
  • Type of ideal relevant for Noetherian rings

    associated quotient ring. grade ( I ) = proj dim ⁡ ( R / I ) . {\displaystyle {\textrm {grade}}(I)={\textrm {proj}}\dim(R/I).} A perfect ideal is unmixed

    Perfect ideal

    Perfect_ideal

  • Aliza Green
  • American chef and writer

    Aliza Green: Green Gazpacho with Garlic, Grapes and Almonds”, GreensgrowPhilaProj “Dawn Stensland and Aliza Green, Making artisan pasta Artisan Pasta”, WMCNTV44

    Aliza Green

    Aliza Green

    Aliza_Green

  • Noncommutative algebraic geometry
  • Branch of mathematics

    One of the basic constructions in commutative algebraic geometry is the Proj construction of a graded commutative ring. This construction builds a projective

    Noncommutative algebraic geometry

    Noncommutative_algebraic_geometry

  • Morphism of schemes
  • Concept in algebraic geometry

    example, Proj ( C [ x , y ] [ a , b , c ] ( a x 2 + b x y + c y 2 ) ) → Proj ( C [ a , b , c ] ) = P a , b , c 2 {\displaystyle {\text{Proj}}\left({\frac

    Morphism of schemes

    Morphism_of_schemes

  • Gong Hyo-jin filmography
  • 2013 Boomerang Family 고령화가족 Oh Mi-yeon 2016 Missing 미씽: 사라진 아이 Han-mae 2017 Proj. Get-up-and-go 프로젝트 패기 Cameo Single Rider 싱글라이더 Soo-jin 2018 Be with You

    Gong Hyo-jin filmography

    Gong Hyo-jin filmography

    Gong_Hyo-jin_filmography

  • Weighted projective space
  • geometry, a weighted projective space P(a0,...,an) is the projective variety Proj(k[x0,...,xn]) associated to the graded ring k[x0,...,xn] where the variable

    Weighted projective space

    Weighted_projective_space

  • Base tunnel
  • Tunnel under a mountain pass at adjoining valley floor level

    7 mi, proj. 2032), France and Italy Brenner Base Tunnel (55 km, 34 mi, proj. 2032), Austria and Italy Semmering Base Tunnel (27.3 km, 17.0 mi, proj. 2030)

    Base tunnel

    Base tunnel

    Base_tunnel

  • List of cities in Peru
  • # Image City Department 2017 population 2025 population (proj.) 1 Lima Lima 9,562,280 10,353,700 2 Arequipa Arequipa 1,008,290 1,195,700 3 Callao Callao

    List of cities in Peru

    List of cities in Peru

    List_of_cities_in_Peru

  • Deformation (mathematics)
  • Branch of mathematics

    field Proj ⁡ ( C [ x 0 , x 1 , x 2 , x 3 ] ( x 0 4 + x 1 4 + x 2 4 + x 3 4 ) ) ↓ Spec ⁡ ( k ) {\displaystyle {\begin{matrix}\operatorname {Proj} \left({\dfrac

    Deformation (mathematics)

    Deformation_(mathematics)

  • Hyperconnected space
  • formula) Proj ( C [ y , z , w ] ( f 4 ( 0 , y , z , w ) ) ) ,   Proj ( C [ x , z , w ] ( f 4 ( x , 0 , z , w ) ) ) {\displaystyle {\text{Proj}}\left({\frac

    Hyperconnected space

    Hyperconnected_space

  • Complex projective space
  • Mathematical concept

    define a topology on Proj S. The ring S, by localization at a prime ideal, determines a sheaf of local rings on Proj S. The space Proj S, together with its

    Complex projective space

    Complex projective space

    Complex_projective_space

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

    take a projective morphism Proj ( C [ x , y , z ] / ( x 5 + y 5 + z 5 ) ) → Proj ( C [ x , y ] ) {\displaystyle {\text{Proj}}(\mathbb {C} [x,y,z]/(x^{5}+y^{5}+z^{5}))\to

    Stack (mathematics)

    Stack_(mathematics)

  • M40 recoilless rifle
  • Recoilless rifle

    Producer Round name Type Proj Weight Proj Filler Filler weight Armor penetration Effective range United States M494 APERS-T N/A N/A N/A N/A 300 m United

    M40 recoilless rifle

    M40 recoilless rifle

    M40_recoilless_rifle

  • QGIS
  • Geographic information system software

    broadly-used open-source GIS format and projection conversion libraries GDAL and proj. Gary Sherman began the development of Quantum GIS in early 2002, and it

    QGIS

    QGIS

    QGIS

  • GIT quotient
  • categorical quotient: any invariant morphism uniquely factors through it. Taking Proj (of a graded ring) instead of Spec {\displaystyle \operatorname {Spec} }

    GIT quotient

    GIT_quotient

  • Branched covering
  • Generalization of covers

    \mathbb {P} ^{n}} with ramification locus Proj ( C [ x 0 , … , x n ] f ( x ) ) {\displaystyle {\text{Proj}}\left({\frac {\mathbb {C} [x_{0},\ldots

    Branched covering

    Branched_covering

  • Ample line bundle
  • Concept in algebraic geometry

    homomorphism ε {\displaystyle \varepsilon } . Applying the Proj {\displaystyle \operatorname {Proj} } functor produces a morphism from an open subscheme of

    Ample line bundle

    Ample_line_bundle

  • Quadrilateralized spherical cube
  • Polyhedral equal-area map projection

    mapping Geodesic grid "Quadrilateralized Spherical Cube — PROJ 9.2.1 documentation". proj.org. Retrieved 2023-06-10. Chan, F.K.; O'Neill, E. M. (1975)

    Quadrilateralized spherical cube

    Quadrilateralized spherical cube

    Quadrilateralized_spherical_cube

  • Fiber bundle
  • Continuous surjection satisfying a local triviality condition

    is, the following diagram should commute: where proj 1 : U × F → U {\displaystyle \operatorname {proj} _{1}:U\times F\to U} is the natural projection

    Fiber bundle

    Fiber bundle

    Fiber_bundle

  • Noncommutative geometry
  • Branch of mathematics

    as an analogue of the category of coherent sheaves on Proj ⁡ A {\displaystyle \operatorname {Proj} A} . This approach, developed by Michael Artin and James

    Noncommutative geometry

    Noncommutative_geometry

  • Mixed volume
  • subspaces in R n {\textstyle \mathbb {R} ^{n}} , and proj E : R n → E {\textstyle \operatorname {proj} _{E}:\mathbb {R} ^{n}\rightarrow E} denotes the orthogonal

    Mixed volume

    Mixed_volume

  • PRO (linguistics)
  • Empty category occupying the subject position in non-finite clauses

    students avant before même even de of PROj   la her rencontrer. to.meet Amélie effraye [les étudiants]j avant même de PROj la rencontrer. Amelie scares the

    PRO (linguistics)

    PRO_(linguistics)

  • Projection (set theory)
  • Operation selecting specific components or columns from a set, tuple, or relation

    {\displaystyle j} th projection map, written p r o j j , {\displaystyle \mathrm {proj} _{j},} that takes an element x → = ( x 1 ,   … ,   x j ,   … ,   x k ) {\displaystyle

    Projection (set theory)

    Projection_(set_theory)

  • Projection (linear algebra)
  • Idempotent linear transformation from a vector space to itself

    y = proj V ⁡ y + z {\displaystyle \mathbf {y} =\operatorname {proj} _{V}\mathbf {y} +\mathbf {z} } . proj V ⁡ y {\displaystyle \operatorname {proj} _{V}\mathbf

    Projection (linear algebra)

    Projection (linear algebra)

    Projection_(linear_algebra)

  • 4 mm Flobert Short
  • Rimfire cartridge

    its short and long versions) are the Alfa series revolvers produced by AlfaProj (Models 420, 440/441 and 461) and the Safari Sport rifle-revolver produced

    4 mm Flobert Short

    4_mm_Flobert_Short

  • Reflection (mathematics)
  • Mapping from a Euclidean space to itself

    be written as Ref l ⁡ ( v ) = 2 Proj l ⁡ ( v ) − v , {\displaystyle \operatorname {Ref} _{l}(v)=2\operatorname {Proj} _{l}(v)-v,} saying that a reflection

    Reflection (mathematics)

    Reflection (mathematics)

    Reflection_(mathematics)

  • Glossary of algebraic geometry
  • , P ( V ) = Proj ⁡ ( k [ V ] ) = Proj ⁡ ( Sym ⁡ ( V ∗ ) ) {\displaystyle \mathbf {P} (V)=\operatorname {Proj} (k[V])=\operatorname {Proj} (\operatorname

    Glossary of algebraic geometry

    Glossary_of_algebraic_geometry

  • Hirzebruch surface
  • Ruled surface over the projective line

    {\mathcal {O}}} Recall that projective bundles can be constructed using Relative Proj, which is formed from the graded sheaf of algebras ⨁ i = 0 ∞ Sym i ⁡ ( O

    Hirzebruch surface

    Hirzebruch_surface

  • Fundamental theorem of algebraic K-theory
  • On the effects of changing the ring of ''K''-groups

    K-theory By definition, K i ( R ) = π i ( B + proj-Mod R ) , i ≥ 0 {\displaystyle K_{i}(R)=\pi _{i}(B^{+}{\text{proj-Mod}}_{R}),\,i\geq 0} . Weibel 2013, Ch

    Fundamental theorem of algebraic K-theory

    Fundamental_theorem_of_algebraic_K-theory

  • Equirectangular projection
  • Cylindrical equidistant map projection

    1993, pp. 7, ISBN 0-226-76747-7. "Equidistant Cylindrical (Plate Carrée)". PROJ coordinate transformation software library. Retrieved 25 August 2020. "Yaw

    Equirectangular projection

    Equirectangular projection

    Equirectangular_projection

  • Scheme-theoretic intersection
  • homogeneous polynomial f in S, then X ∩ H = Proj ⁡ ( S / ( I , f ) ) . {\displaystyle X\cap H=\operatorname {Proj} (S/(I,f)).} If f is linear (deg = 1), it

    Scheme-theoretic intersection

    Scheme-theoretic_intersection

  • Reusens Dam
  • Dam in Virginia, U.S.

    Dams, NIDID VA08701 Order issuing Appalachian Power Co new lic re Resusens Proj under P-2376. FERC Ascension Number 19940329-0351. FERC Project Number P-2376

    Reusens Dam

    Reusens_Dam

  • Warszauera Street
  • Street in Kraków, Kazimierz

    Tenement house, formerly Talmud Torah Synagogue, currently Hotel Estera (proj. Leopold Tlachna, 1909) 8 Warszauera Street Kupa Synagogue "Kazimierz.com"

    Warszauera Street

    Warszauera Street

    Warszauera_Street

  • Grade (ring theory)
  • Invariant for finitely generated modules over a Noetherian ring

    we have the inequality grade R I ≤ proj dim ⁡ ( R / I ) {\displaystyle {\textrm {grade}}_{R}\,I\leq {\textrm {proj}}\dim(R/I)} where the projective dimension

    Grade (ring theory)

    Grade_(ring_theory)

  • CZ 75
  • Semi-automatic pistol made by ČZUB

    Martin Tůma. ALFA Combat A polymer framed CZ 75 clone manufactured by ALFA-proj s.r.o. from 2002 to around 2023. Just like the CZ-TT, the Combat uses Tanfoglio

    CZ 75

    CZ 75

    CZ_75

  • Zariski topology
  • Topology on prime ideals and algebraic varieties

    where they both make sense. Just as Spec replaces affine varieties, the Proj construction replaces projective varieties in modern algebraic geometry.

    Zariski topology

    Zariski topology

    Zariski_topology

  • Ramal de Portalegre
  • Portuguese railway line

    (cancelled proj.) R. Cáceres → Marvão-Beirã (closed 2012) 239,200 Castelo de Vide R. Cáceres → T. Vargens (closed 2012) Portalegre-cidade (cancelled proj.) L

    Ramal de Portalegre

    Ramal de Portalegre

    Ramal_de_Portalegre

  • Calcasieu River Bridge
  • Bridge in Louisiana, United States

    June 2011, the Louisiana DOTD began a $5.7 million repair project (State Proj. No.: H.006783) on the bridge. Safety and structural repairs included replacing

    Calcasieu River Bridge

    Calcasieu River Bridge

    Calcasieu_River_Bridge

  • Abelian variety
  • Projective variety that is also an algebraic group

    {Spec} \mathbb {Z} } . Then Proj ⁡ R [ x , y , z ] / ( y 2 z − x 3 − A x z 2 − B z 3 ) {\displaystyle \operatorname {Proj} R[x,y,z]/(y^{2}z-x^{3}-Axz^{2}-Bz^{3})}

    Abelian variety

    Abelian variety

    Abelian_variety

  • Circle bundle
  • Principal fiber bundle

    {\displaystyle X} a complex plane curve Proj ( C [ x , y , z ] x n + y n + z n ) {\displaystyle {\text{Proj}}\left({\frac {\mathbb {C} [x,y

    Circle bundle

    Circle_bundle

  • Caustic (mathematics)
  • Envelope of rays either reflected or refracted by a manifold

    reflection of the direction vector is (normal needs special normalization) 2 proj n d − d = 2 n n ⋅ n n ⋅ d n ⋅ n − d = 2 n n ⋅ d n ⋅ n − d = ( a v ′ 2 − 2

    Caustic (mathematics)

    Caustic (mathematics)

    Caustic_(mathematics)

  • Symmetric algebra
  • "Smallest" commutative algebra that contains a vector space

    quantum deformation of the exterior algebra by a quadratic form Proj construction § Proj of a quasi-coherent sheaf, an application of symmetric algebras

    Symmetric algebra

    Symmetric_algebra

  • Stable curve
  • Asymptotically stable in the sense of geometric invariant theory

    curves Proj ⁡ ( Q [ t ] [ x , y , z ] y 2 z − x ( x − z ) ( x − t z ) ) ↓ Spec ⁡ ( Q [ t ] ) {\displaystyle {\begin{matrix}\operatorname {Proj} \left({\frac

    Stable curve

    Stable_curve

  • Sydney Metro
  • Transit system in New South Wales, Australia

    NSW Sydney Metro Marquee at the Sydney Royal Easter Show 2016 - Proj-X Design". www.proj-x.com.au. Archived from the original on 28 March 2019. Retrieved

    Sydney Metro

    Sydney Metro

    Sydney_Metro

  • Horror film
  • Film genre

    "Neurocinematics: The Neuroscience of Film". Projections. 2 (1): 1–26. doi:10.3167/proj.2008.020102. ISSN 1934-9696. S2CID 5680951. Greene, John O.; Sparks, Glenn

    Horror film

    Horror film

    Horror_film

  • Motive (algebraic geometry)
  • Structure in algebraic geometry

    {\displaystyle f:X\to Y} ): F : { SmProj ⁡ ( k ) ⟶ Corr ⁡ ( k ) X ⟼ X f ⟼ Γ f {\displaystyle F:{\begin{cases}\operatorname {SmProj} (k)\longrightarrow \operatorname

    Motive (algebraic geometry)

    Motive_(algebraic_geometry)

  • Economy of Algeria
  • -3.08% (of GDP) (2023) Revenue DZD 8 trillion (2026 proj.) Spending DZD 17.626 trillion (2026 proj.) All values, unless otherwise stated, are in US dollars

    Economy of Algeria

    Economy of Algeria

    Economy_of_Algeria

  • John P. Snyder
  • American cartographer (1926–1997)

    10–21. doi:10.3138/27H7-8K88-4882-1752. "Icosahedral Snyder Equal Area". PROJ. Proj Contributors. 2004-04-04 [n.d.] Retrieved 2024-04-09. Carr, D.; Kahn,

    John P. Snyder

    John P. Snyder

    John_P._Snyder

  • Kähler differential
  • Differential form in commutative algebra

    consider the complex curve Proj ⁡ ( C [ x , y , z ] ( x n + y n − z n ) ) = Proj ⁡ ( R ) {\displaystyle \operatorname {Proj} \left({\frac {\mathbb {C}

    Kähler differential

    Kähler_differential

  • Santa Rosa Island (California)
  • Island of the Channel Islands in California, United States

    California, southwest of Santa Rosa Island [Scale 1:250,000 ; transverse Mercator proj. (W 140°—W 120°/N 56°—N 48°)]. Washington, D.C.: author. Statement of Timothy

    Santa Rosa Island (California)

    Santa Rosa Island (California)

    Santa_Rosa_Island_(California)

  • Business capability model
  • CENTERIS 2018 - International Conference on ENTERprise Information Systems / ProjMAN 2018 - International Conference on Project MANagement / HCist 2018 - International

    Business capability model

    Business_capability_model

  • Sheaf of modules
  • Sheaf consisting of modules on a ringed space; generalizing vector bundles

    associated sheaf) in a natural way. Similarly, if R is a graded ring and X is the Proj of R, then any graded module defines an OX-module in a natural way. O-modules

    Sheaf of modules

    Sheaf_of_modules

  • Valimai
  • 2022 Indian film by H. Vinoth

    the big screens!💥🔥" (Tweet) – via Twitter. BayViewProjectsLLP [@BayViewProjOffl] (23 December 2021). "We are happy to announce our association with E4

    Valimai

    Valimai

  • MapServer
  • Web mapping application development tool

    vector format supported by GDAL, and reprojections on-the-fly are handled by PROJ. MapServer was originally developed by Steve Lime, then working at the University

    MapServer

    MapServer

  • Ramal do Seixal
  • Portuguese railway line

    (cancelled proj.) × Tagus Cacilhas L. Cap. → Caparica (cancelled proj.) MST → Univ. (Monte da Caparica) L. Oceano → Setúbal (cancelled proj.) Lisbon Naval

    Ramal do Seixal

    Ramal do Seixal

    Ramal_do_Seixal

  • 1876 in animation
  • Visual Effects" (PDF). Projections. 4 (2). Berghahn Journals. doi:10.3167/proj.2010.040203. ISSN 1934-9688. Bendazzi, Giannalberto (1994). Cartoons: One

    1876 in animation

    1876_in_animation

  • List of lakes of Oklahoma
  • Topozone. Accessed May 28, 2018 http://www.usbr.gov/projects/Project.jsp?proj_Name= Norman%20Project [1]- Retrieved 2019-09-23 Oklahoma Lakes information

    List of lakes of Oklahoma

    List_of_lakes_of_Oklahoma

  • Corgo line
  • Portuguese closed railway line

    Campo Portugal⇄ Spain (cancelled proj.) 96.167 Chaves (museum) 94.343 Fonte Nova 89.489 Tâmega L. T. → Livr. (cancelled proj.) Tâmega Bridge × Tâmega R. 87

    Corgo line

    Corgo line

    Corgo_line

  • Linha de Vendas Novas
  • Portuguese railway line

    Avis → Avis (canc. proj.) × EN251 L. Sorraia → Ponte de Sor (canc. proj.) 34,096 Quinta Grande (closed) L. Sorraia → Lisbon (canc. proj.) × C. do Sorraia

    Linha de Vendas Novas

    Linha de Vendas Novas

    Linha_de_Vendas_Novas

  • Bertrand of Orléans-Braganza
  • Claimant to the Brazilian throne

    Judiciário prestigia comemoração do Dia do Exército (in Portuguese). [«Proj. Lei 2015/2019 - Proj. de Resolução». Assembleia Legislativa do Estado do Rio de Janeiro

    Bertrand of Orléans-Braganza

    Bertrand of Orléans-Braganza

    Bertrand_of_Orléans-Braganza

  • List of Lisbon metro stations
  • Este Falagueira (proj.)   Blue Line Amadora 2004.05.15 central concourse 38° 45′ 28″ N 9° 13′ 05″ W 95 m ?  AX  Ameixoeira Carriche (proj.)   Yellow Line

    List of Lisbon metro stations

    List_of_Lisbon_metro_stations

  • List of C software and tools
  • perf (Linux) — performance analyzing tool PCRE — regular expression library PROJ — library for map projections and coordinate transforms Quartz 2D — 2D graphics

    List of C software and tools

    List_of_C_software_and_tools

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PROJ

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