AI & ChatGPT searches , social queriess for FANO SURFACE
Search references for FANO SURFACE. Phrases containing FANO SURFACE
See searches and references containing FANO SURFACE!
Search references for FANO SURFACE. Phrases containing FANO SURFACE
See searches and references containing FANO SURFACE!FANO SURFACE
In algebraic geometry, a Fano surface is a surface of general type (in particular, not a Fano variety) whose points index the lines on a non-singular cubic
Fano_surface
Concept in algebraic geometry
mathematics, a del Pezzo surface or Fano surface is a two-dimensional Fano variety, in other words a non-singular projective algebraic surface with ample anticanonical
Del_Pezzo_surface
Concept in algebraic geometry
In algebraic geometry, a Fano variety, introduced by Gino Fano (Fano 1934, 1942), is an algebraic variety that generalizes certain aspects of complete
Fano_variety
complex manifolds. K-stability is of particular importance for the case of Fano varieties, where it is the correct stability condition to allow the formation
K-stability_of_Fano_varieties
Italian mathematician (1871–1952)
Gino Fano (5 January 1871 – 8 November 1952) was an Italian mathematician, best known as the founder of finite geometry. He was born to a wealthy Jewish
Gino_Fano
isomorphic to it Fano surface of lines on a non-singular 3-fold; sometimes, this term is taken to mean del Pezzo surface Godeaux surfaces; surfaces of general
List of complex and algebraic surfaces
List_of_complex_and_algebraic_surfaces
Surface in algebraic geometry
the Cayley cubic surface, and the Clebsch diagonal surface. del Pezzo surfaces (Fano surfaces) Enneper surface Hirzebruch surfaces Σn P1×P1 The product
Rational_surface
not rational. The space of lines on a non-singular cubic 3-fold is a Fano surface. Geometric invariant theory (GIT) gives a moduli space of smooth cubic
Cubic_threefold
Ancient Greek bronze statue
The Victorious Youth, also known as the Atleta di Fano, the Lisippo di Fano or the Getty Bronze, is a Greek bronze sculpture, made between 300 and 100
Victorious_Youth
Smallest 3D projective space
three-dimensional projective space. It can be thought of as an extension of the Fano plane, PG(2, 2). It has 15 points, 35 lines, and 15 planes. Each point is
PG(3,2)
rational). Fano surfaces of lines on a cubic 3-fold. Hilbert modular surfaces are mostly of general type. Horikawa surfaces are surfaces with q = 0 and
Surface_of_general_type
2D surface which extends indefinitely
infinite, such as the complex projective plane, and finite, such as the Fano plane. A projective plane is a 2-dimensional projective space. Not all projective
Plane_(mathematics)
Field of algebraic geometry
most similar to projective space. In dimension 2, every Fano variety (known as a Del Pezzo surface) over an algebraically closed field is rational. A major
Birational_geometry
Chinese-American mathematician
student Song Sun, for proving a long-standing conjecture on Fano manifolds, which states "that a Fano manifold admits a Kähler–Einstein metric if and only if
Xiuxiong_Chen
English mathematician (born 1957)
algebraic geometry and in global differential geometry, both for bundles and for Fano varieties." In January 2019, he was awarded the Oswald Veblen Prize in Geometry
Simon_Donaldson
Manifold with Riemannian, complex and symplectic structure
are called Fano, Calabi–Yau, or with ample canonical bundle (which implies general type), respectively. By the Kodaira embedding theorem, Fano manifolds
Kähler_manifold
Effort to birationally classify algebraic varieties
the surface, and the resulting variety Y is either a (unique) minimal model with K nef, or a ruled surface (which is the same as a 2-dimensional Fano fiber
Minimal_model_program
Algebraic surface defined by a cubic polynomial
automorphism groups of singular cubic surfaces with no parameters. Algebraic surface Enriques–Kodaira classification Fano variety Schubert calculus Reid (1988)
Cubic_surface
Study of complex manifolds and several complex variables
Calabi–Yau manifolds are given by elliptic curves, K3 surfaces, and complex Abelian varieties. A complex Fano variety is a complex algebraic variety with ample
Complex_geometry
Italian tennis player (born 2002)
became Luciano's coach as well. His paternal grandfather was originally from Fano, in the Marche region of Italy, located about 300 km from Rome, and emigrated
Luciano_Darderi
Automorphism group of the Klein quartic
automorphism group of the Klein quartic as well as the symmetry group of the Fano plane. With 168 elements, PSL(2, 7) is the smallest nonabelian simple group
PSL(2,7)
Algebro-geometric stability condition
comparison to geometric invariant theory (GIT) stability. In the special case of Fano varieties, K-stability precisely characterises the existence of Kähler–Einstein
K-stability
Russian mathematician (born 1950)
Noether–Enriques–Petri theorem, the cone theorem, the existence of a line on smooth Fano varieties and the existence of log flips are several of Shokurov's contributions
Vyacheslav_Shokurov
28 lines which touch a general quartic plane curve in two places
the 28 triangles of the Fano plane. The Levi graph of the Fano plane is the Heawood graph, in which the triangles of the Fano plane are represented by
Bitangents_of_a_quartic
Material which alters light reflection or transmission on optics
polarization filters. Fano-resonant optical coatings (FROCs) represent a new category of optical coatings. FROCs exhibit the photonic Fano resonance by coupling
Optical_coating
Geometric model of the physical space
tested with finite geometry. The simplest instance is PG(3,2), which has Fano planes as its 2-dimensional subspaces. It is an instance of Galois geometry
Three-dimensional_space
Mathematical classification
an embedded (complementary) Fano plane as a 7-element set (order 2 biplane), and PSL(2,11) the buckminsterfullerene surface (genus 70) with embedded Paley
ADE_classification
Geometric system with a finite number of points
contains three points. This particular projective plane is sometimes called the Fano plane. If any of the lines is removed from the plane, along with the points
Finite_geometry
Topics referred to by the same term
America Secure function evaluation, in cryptography Sigma Phi Epsilon Shannon-Fano-Elias coding, a lossless data compression algorithm Society of Fuse Engineers
SFE
Compact Riemann surface of genus 3
graph for the projective Fano plane; indeed, the automorphism group of the Klein quartic is isomorphic to that of the Fano plane. Little has been proved
Klein_quartic
Japanese mathematician (born 1951)
JSTOR 1971241. Mori, Shigefumi; Mukai, Shigeru (1981). "Classification of Fano 3-folds with B2 ≥ 2". Manuscripta Mathematica. 36 (2): 147–162. doi:10.1007/BF01170131
Shigefumi_Mori
Anomalous diffraction at metallic gratings
1941, Ugo Fano reexamined the effect by incorporating the complex refractive index of the grating, which led to the identification of a surface wave mode
Wood's_anomaly
shifts in wavelength, to determine measurements. Some nanorulers utilize Fano resonances, which are asymmetric line curves resulting from the interference
Nanoruler
Concept in algebraic geometry
known that every uniruled variety in characteristic zero is birational to a Fano fiber space. The minimal model and abundance conjectures would imply that
Kodaira_dimension
Highly sensitive semiconductor electronic device
energy resolution obtainable. The noise term for an APD may also contain a Fano factor, which is a multiplicative correction applied to the Poisson noise
Avalanche_photodiode
Specific structure observed in X-ray absorption spectroscopy
it was established that the broad asymmetric absorption peaks are due to Fano resonances above the atomic ionization potential where the final states are
X-ray absorption fine structure
X-ray_absorption_fine_structure
Unsolved problem in number theory
varieties. Their main conjecture is as follows. Let V {\displaystyle V} be a Fano variety defined over a number field K {\displaystyle K} , let H {\displaystyle
Manin_conjecture
Vector bundles theorem
Yau–Tian–Donaldson conjecture about the existence of Kähler–Einstein metrics on Fano varieties, and the Thomas–Yau conjecture about existence of special Lagrangians
Kobayashi–Hitchin correspondence
Kobayashi–Hitchin_correspondence
Project to classify Fano varieties
of mathematical shapes is the popular name given to a project to classify Fano varieties. The project was devised by Professor Alessio Corti, from the Department
Periodic_table_of_shapes
Hamann 1978: Vernon Hughes 1977: Walter Kohn and Norton Lang [de] 1976: Ugo Fano 1975: James J. Lander [Wikidata] and Homer D. Hagstrum 1974: Norman Ramsey
Davisson–Germer_Prize
Czech actress and model
the Ischia Global Film & Music Festival (Italy), a special jury mention at Fano Film Festival (Italy), screened as part of the official selection at Sose
Tereza_Srbova
Area of discrete mathematics
and Hadwiger led to the study of the colorings of the graphs embedded on surfaces with arbitrary genus. Tait's reformulation generated a new class of problems
Graph_theory
Field of mathematics which studies incidence structures
order two and is known as the Fano plane. This famous incidence geometry was developed by the Italian mathematician Gino Fano. In his work on proving the
Incidence_geometry
Italian mathematician (1863–1924)
students at Turin, Gino Fano, to make a translation which was published in Annali di Matematica Pura ed Applicata in 1889. Fano's translation thus became
Corrado_Segre
Group of Italian mathematicians who studied birational geometry (c. 1885–1935)
Segre, Francesco Severi, Guido Zappa (with contributions also from Gino Fano, Carlo Rosati, Giuseppe Torelli, Giuseppe Veronese). Elsewhere it involved
Italian school of algebraic geometry
Italian_school_of_algebraic_geometry
Group of air pollution control devices
Organization. Archived from the original on 9 August 2020. Retrieved 2 July 2021. Fanø, Jesper Jarl (2019), Enforcing International Maritime Legislation on Air
Scrubber
Species of virus
phage types (T1 to T7) described in a 1945 study by Milislav Demerec and Ugo Fano. Although all seven phages were numbered arbitrarily, phages with odd numbers
T7_phage
Type of algebraic variety
properness, which goes back to Claude Chevalley. Chow's lemma Theorem of the cube Fano variety Complete algebraic curve Here the product variety X × Y does not
Complete_variety
Award of the American Mathematical Society
Fano manifolds. I: Approximation of metrics with cone singularities. J. Amer. Math. Soc. 28 (2015), no. 1, 183–197. Kähler-Einstein metrics on Fano manifolds
Oswald Veblen Prize in Geometry
Oswald_Veblen_Prize_in_Geometry
Quasiparticles arising from EM wave coupling
Technology: 1–60. doi:10.6028/jres.117.001. PMC 4553869. PMID 26900513. Fano, U. (1956). "Atomic Theory of Electromagnetic Interactions in Dense Materials"
Polariton
Type of geometry
perfected by Italians Giuseppe Peano, Mario Pieri, Alessandro Padoa and Gino Fano during the late 19th century. Projective geometry, like affine and Euclidean
Projective_geometry
Water outside of national jurisdiction
Retrieved 7 January 2019. UNCLOS article 92(1) UNCLOS article 105 Jesper Jarl Fanø (2019). Enforcing International Maritime Legislation on Air Pollution through
International_waters
Moduli scheme of subschemes of a scheme, represents the flat-family-of-subschemes functor
^{k}} . For smooth surfaces in P 3 {\displaystyle \mathbb {P} ^{3}} of degree d ≥ 3 {\displaystyle d\geq 3} , the non-empty Fano schemes F k ( X ) {\displaystyle
Hilbert_scheme
Construction in group theory
Riemann surfaces), respectively: the compound of five tetrahedra inside the icosahedron (sphere, genus 0), the order 2 biplane (complementary Fano plane)
Projective_linear_group
Archipelago in the Wadden Sea
by the North Sea. (from South to North) Rømø Mandø Koresand (uninhabited) Fanø Langli (uninhabited) In the 20th century, south of the Danish island Rømø
Frisian_Islands
Russian mathematician (1939–2009)
systematic theory. Iskovskikh gave a biregular classification of Fano 3-folds. His results on Fano 3-folds lead to the success of Mori's theory in the 1980s
Vasilii_Iskovskikh
Points and lines with equal incidences
Pasch configuration, which includes the complete quadrilateral (73), the Fano plane. This configuration exists as an abstract incidence geometry, but cannot
Configuration_(geometry)
adjunction formula. (In fact, a smooth hypersurface of degree d ≤ n in Pn is a Fano variety and hence is rationally connected, which is stronger than being uniruled
Ruled_variety
Type of metric in Riemannian geometry
Fields Medal partly because of this work. The third case, the positive or Fano case, remained a well-known open problem for many years. In this case, there
Kähler–Einstein_metric
rational distances from one another? Manin conjecture: if K-rational points on Fano variety are Zariski-dense subset, then the distribution of points of height:
List of unsolved problems in mathematics
List_of_unsolved_problems_in_mathematics
Sporadic simple group
respectively have orbits of 6, called hyperovals, and orbits of 7, called Fano subplanes. These sets allow creation of new blocks for larger Steiner systems
Mathieu_group_M24
Geometric space whose points represent algebro-geometric objects of some fixed kind
theory can not be established for all Fano varieties. Led by Chenyang Xu, the construction of moduli spaces of Fano varieties has been achieved by restricting
Moduli_space
Then, on the 17th 12 tornadoes and waterpouts occurred acros Europe, in Fano, Italy, a F0 overturned tractors and trailers. Later, at least three tornadoes
List of European tornadoes and tornado outbreaks
List_of_European_tornadoes_and_tornado_outbreaks
Algebraic variety in a projective space
X is a projective scheme, H X P {\displaystyle H_{X}^{P}} is called the Fano scheme of r-planes on X. In this section, all algebraic varieties are complex
Projective_variety
Number, approximately 3.14
surface area of a sphere with radius r is 4πr2. Some of the formulae above are special cases of the volume of the n-dimensional ball and the surface area
Pi
Ancient Roman road
waterways between the Tuscan-Emilian Apennines and the Umbrian Apennines to Fano on the coast and goes north, parallel to Highway A14 to Rimini. It was constructed
Via_Flaminia
Yvetta; Dulovičová, Renáta; Schügerl, Radoslav (2014-09-01). "Influence of surface water level fluctuation and riverbed sediment deposits on groundwater regime"
List of European islands by area
List_of_European_islands_by_area
International airport serving Pisa, Italy
Zit Soliman Italy Amendola Bari Castelltuccio Cattolica Celone Cerignola Fano Foggia Gioia del Colle Grottaglie Giulia Lesina Lucera Madna Manduria Marcianise
Pisa_International_Airport
American mathematician (1916–2001)
index Shannon multigraph Shannon security Shannon switching game Shannon–Fano coding Shannon–Hartley law Shannon–Hartley theorem Shannon's expansion Shannon's
Claude_Shannon
International maritime law
Journal on the UN Law of the Sea Convention (22 March 2011) Jesper Jarl Fanø (2019). Enforcing International Maritime Legislation on Air Pollution through
United Nations Convention on the Law of the Sea
United_Nations_Convention_on_the_Law_of_the_Sea
Japanese mathematician (born 1953)
His research since has included work on vector bundles on K3 surfaces, three-dimensional Fano varieties, moduli theory, and non-commutative Brill–Noether
Shigeru_Mukai
Mathematical model combining space and time
Archived from the original on 28 July 2017. Retrieved 17 July 2017. Cartan, É.; Fano, G. (1955) [1915]. "La théorie des groupes continus et la géométrie". Encyclopédie
Spacetime
4th-century BC Greek sculptor
at the Louvre. In 1972, the Victorious Youth, Getty Bronze, or Atleta di Fano to Italians, was discovered and at the urging of Paul Getty, bought by the
Lysippos
Swedish physicist
active optical antennas. These studies revealed symmetry-breaking effects, Fano resonances, and quantum plasmonic behaviors in metallic nanostructures. Nordlander
Peter_Nordlander
Italian tennis player
Alghero, Italy Hard Ryoko Takemura 6–2, 7–5 Loss 2. 13 September 1998 ITF Fano, Italy Clay Lourdes Domínguez Lino 1–6, 1–6 Loss 3. 9 November 1998 ITF Suzano
Laura_Dell'Angelo
Peninsula in Europe
islands off the Jutish coast are the Danish Wadden Sea Islands including Rømø, Fanø, and Mandø in Denmark, and the North Frisian Islands including Sylt, Föhr
Jutland
Optical technique for characterizing thin films
28: 385301. Matković, A. (2012). "Spectroscopic imaging ellipsometry and Fano resonance modeling of graphene". Journal of Applied Physics. 112: 123523
Ellipsometry
Soviet aerobatic plane
operates three Yak-52s and one Yak-50. The team’s operational base is at Fano “Enzo e Walter Omiccioli” Airport (LIDF) in the Marche region. Lithuania
Yakovlev_Yak-50_(1975)
Mathematics award
2014. Mario J. Micallef; J. Gray. "The work of Jesse Douglas on Minimal Surfaces" (PDF). Wdb.ugr.es. Archived from the original (PDF) on 6 October 2014
Fields_Medal
Basque separatist group (1960–2018)
increased its pressure on ETA by arresting more ETA suspects, including Unai Fano, María Lizarraga, and Esteban Murillo Zubiri in Bidarrain. He had been wanted
ETA_(separatist_group)
Armed conflict in Ethiopia (2020–2022)
The Guardian and The New York Times stated that Amhara militias, including Fano, and the ENDF carried out beatings and massacres of 92 Tigrayans in Humera
Tigray_war
Romanian tennis player
6–4, 6–2 Runner-up 1. 24 March 2003 Rome, Italy Clay Zuzana Kučová 3–6, 7–6(5), 0–6 Runner-up 2. 7 September 2004 Fano, Italy Clay Ana Ivanovic 2–6, 4–6
Delia_Sescioreanu
unearthed during rescue excavations beneath Piazza Andrea Costa in the city of Fano, Italy. 20 5,000-year-old human skull bearing evidence of intentional cranial
2026_in_archaeology
African-American military pilots during World War II
schemes, with red propeller spinners, yellow wing bands, and all-red tail surfaces. The Tuskegee Airmen were the first African-American military aviators
Tuskegee_Airmen
American football player, announcer, and actor (1940–2010)
on December 5, 2009, Utah State University announced that the playing surface inside Romney Stadium, home stadium for the university's football program
Merlin_Olsen
Italian state ruled by the pope (756–1870)
St. Peter, Campagna and Marittima, Lazio or Campagna Romana; Delegations: Fano, Camerino, Iesi; Rectorates: Montefeltro and Pennabilli, Sabina; Governments:
Papal_States
Italian flatbread
Pesaro, often called "piadina", is widespread in the Pesaro area, in the Fano area and in the surrounding countryside, does not require the use of yeast
Crescia
Energy level splitting due to strong light-matter coupling
Photonics. 8 (12): 531. doi:10.3390/photonics8120531. Geng, Z. (2021). "Fano lineshapes and Rabi splittings in strong light-matter coupled systems". ACS
Rabi_splitting
physics) FanWing Fang Lizhi Fanning friction factor Fanno flow Fano noise Fano resonance Fano resonances Far-infrared laser Far point Farad Faraday's law
Index_of_physics_articles_(F)
Concept in algebraic geometry
bundle of V {\displaystyle V} is ample, V {\displaystyle V} is called a Fano variety. Suppose that X {\displaystyle X} is a smooth variety and that D
Canonical_bundle
City in Veneto, Italy
(1926–2020), poet and translator Franco Donatoni (1927–2000), composer Gino Fano, mathematician Girolamo Fracastoro (1476/8—1553), also known as Fracastorius
Verona
Type of electron quantum state
electronic transitions of the Fermi surface type "neck-collapsing" or "neck-disrupting" Resonance (particle physics) Feshbach–Fano partitioning Atomic, Molecular
Shape_resonance
Place in Southern Denmark, Denmark
district of Hjerting to the north. Opposite Esbjerg, across Fanø Bay, is the island of Fanø, 16 by 5 km (10 by 3 mi), with Nordby as its principal settlement
Esbjerg
Book by Jordan Ellenberg
concepts included in this chapter are variance, the projective plane, the Fano plane, and the face-centered cubic lattice. Chapter 14, The Triumph of Mediocrity:
How_Not_to_Be_Wrong
Specialised kidney cells
PMID 12707406. Faa, G; Gerosa, C; Fanni, D; Monga, G; Zaffanello, M; Van Eyken, P; Fanos, V (2011). "Morphogenesis and molecular mechanisms involved in human kidney
Mesangial_cell
coding subject to a length restriction on code strings Shannon–Fano coding Shannon–Fano–Elias coding: precursor to arithmetic encoding Entropy coding with
List_of_algorithms
Quantum mechanical waves describing matter
National Institute of Standards and Technology. Retrieved 24 June 2023. Fano, U. (1957). "Description of States in Quantum Mechanics by Density Matrix
Matter_wave
Block design in combinatorial mathematics
by Raj Chandra Bose and T. Skolem. The projective plane of order 2 (the Fano plane) is an STS(7) and the affine plane of order 3 is an STS(9). Up to isomorphism
Steiner_system
List of space groups Examples of Markov chains Examples of vector spaces Fano plane Frieze group Gray graph Hall–Janko graph Higman–Sims graph Hilbert
List_of_mathematical_examples
federal government and regional allies Anti-federal government rebels Controlled by the Tigray People's Liberation Front Oromo Liberation Army Fano
List of non-international armed conflicts
List_of_non-international_armed_conflicts
FANO SURFACE
FANO SURFACE
Girl/Female
Hindu, Indian, Japanese
God be with us
Girl/Female
Latin
Free.
Girl/Female
Indian, Polish, Sanskrit
Early; Early Rising; A Peacock's Tail
Boy/Male
American, British, English
Grain Fans
Boy/Male
Japanese
One's masculine power; capability.
Boy/Male
African, Australian, Danish, Ghana
Male Name After the Tano River in Ghana
Boy/Male
Spanish
Reference to the card game faro.
Male
Italian
Short form of Italian Serafino, FINO means "burning one" or "serpent." Also used as a short form of other names ending with -fino. The feminine form is Fina.
Surname or Lastname
Italian (Sicily and Calabria) and Portuguese
Italian (Sicily and Calabria) and Portuguese : topographic name from faro ‘beacon’, ‘lighthouse’ (Greek pharos), or a habitational name from any of several places named with this word. Compare Alfaro and Haro.English : variant of Farrow.
Boy/Male
Chinese Scottish Shakespearean
Wind.
Surname or Lastname
English
English : variant spelling of Fayne.
Girl/Female
Hindu, Indian, Tamil
Fan
Girl/Female
Muslim
Lady. Princess.
Boy/Male
Hawaiian Spanish
Shark. A passionate lover.
Boy/Male
Welsh English
Good-natured.
Male
Romanian
Pet form of Romanian Åžtefan, FANE means "crown."
Boy/Male
Hebrew
God is my judge.
Male
Hawaiian
Hawaiian name MANO means "passionate lover; shark."
Surname or Lastname
English
English : from Old French enfant ‘child’, hence a nickname for someone of a childish (or childlike) disposition. This name arose when, in medieval England, Anglo-Norman French l’enfant was wrongly understood as le fant.Italian : Venetian variant of Infante.
Surname or Lastname
English
English : variant of Fenn.Reduced form of Irish McFann.The first recorded bearer of this name in North America is John Fann, who was born in Richmond Co., VA, in 1688.
FANO SURFACE
FANO SURFACE
Boy/Male
Greek
Rock.
Boy/Male
Bengali, Indian
Who can Overcome All the Sorrows and Sadness of Life
Girl/Female
Hindu, Indian
Good
Boy/Male
Native American
Father.
Surname or Lastname
English
English : habitational name from a place in Cheshire named Bosley, from the Old English personal name BÅsa or BÅt + lÄ“ah ‘woodland clearing’.Americanized spelling of French Beausoleil, especially in New England.Altered spelling of German Bosler.
Boy/Male
Muslim
Glory of the faith
Boy/Male
French, German, Italian, Latin, Spanish
Gift from God
Girl/Female
Hindu, Indian, Kannada, Sanskrit
As Pure and White as the Cow's Milk
Boy/Male
Arabic
Rest; Repose
Female
African
has mercy; merciful (?).
FANO SURFACE
FANO SURFACE
FANO SURFACE
FANO SURFACE
FANO SURFACE
n.
The fang of a tooth.
n.
See Faro.
n.
To excite or stir up to activity, as a fan axcites a flame; to stimulate; as, this conduct fanned the excitement of the populace.
n.
To move as with a fan.
imp. & p. p.
of Fan
n.
To winnow; to separate chaff from, and drive it away by a current of air; as, to fan wheat.
n.
That which produces effects analogous to those of a fan, as in exciting a flame, etc.; that which inflames, heightens, or strengthens; as, it served as a fan to the flame of his passion.
v. t. & i.
To fan; to clean grain with a fan.
n.
A fan wheel; a fan blower. See under Fan.
p. pr. & vb. n.
of Fan
n.
To cool and refresh, by moving the air with a fan; to blow the air on the face of with a fan.
n.
One who fans.
a.
Having an expanded, or fan-shaped, tail; as, the fan-tailed pigeon.
n.
Any revolving vane or vanes used for producing currents of air, in winnowing grain, blowing a fire, ventilation, etc., or for checking rapid motion by the resistance of the air; a fan blower; a fan wheel.
a.
Having the form of a fan; fan-shaped; flabellate.
n.
See Fane.
n.
See Faro.
n.
Something in the form of a fan when spread, as a peacock's tail, a window, etc.
n.
Same as Fanon.
n.
A fan.