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Japanese pop band
Sphere (スフィア) are a Japanese pop idol group made up of voice actresses who are all managed by Sony Music Entertainment's Music Ray'n subdivision, under
Sphere_(group)
How spheres of various dimensions can wrap around each other
mathematical field of algebraic topology, the homotopy groups of spheres describe how spheres of various dimensions can wrap around each other. They are
Homotopy_groups_of_spheres
Set of points equidistant from a center
of a mirror sphere Hoberman sphere Homology sphere Homotopy groups of spheres Homotopy sphere Infinite-dimensional sphere Lenart Sphere Napkin ring problem
Sphere
Mathematical object
In mathematics, a hypersphere or 3-sphere is a 4-dimensional analogue of a sphere, and is the 3-dimensional n-sphere. In 4-dimensional Euclidean space
3-sphere
Topological manifold whose homology coincides with that of a sphere
In algebraic topology, a homology sphere is an n-manifold X having the homology groups of an n-sphere, for some integer n ≥ 1 {\displaystyle n\geq 1}
Homology_sphere
American holding company in New York City
Sphere Entertainment Co. is an American entertainment holding company based in New York City, and controlled by the family of Charles Dolan. It owns the
Sphere_Entertainment
Model of the extended complex plane plus a point at infinity
In mathematics, the Riemann sphere, named after Bernhard Riemann, is a model of the extended complex plane (also called the closed complex plane): the
Riemann_sphere
Topics referred to by the same term
generally made of transparent plastic Sphering Group, manufacture and distribution of flue and chimney systems Sphering transformation, a decorrelation method
Sphering
Smooth manifold that is homeomorphic but not diffeomorphic to a sphere
group if the dimension is not 4. The classification of exotic spheres by Michel Kervaire and Milnor (1963) showed that the oriented exotic 7-spheres are
Exotic_sphere
Topics referred to by the same term
sphere-like region or shell. Sphere may also refer to: Armillary sphere, a physical model of the celestial sphere Celestial sphere, the astronomical description
Sphere_(disambiguation)
Entertainment venue in the Las Vegas Valley, United States
Sphere (also known as Sphere at the Venetian Resort or Las Vegas Sphere) is a music and entertainment arena in Paradise, Nevada, United States, east of
Sphere_(venue)
Concept in algebraic topology
homotopy sphere is an n-manifold that is homotopy equivalent to the n-sphere. It thus has the same homotopy groups and the same homology groups as the n-sphere
Homotopy_sphere
Pathological embedding of the sphere in 3D space
The Alexander horned sphere is a pathological embedding of the 2-sphere into 3-dimensional Euclidean space. The topological object was discovered by J
Alexander_horned_sphere
Metal sphere found in 1974 in Florida, United States
The Betz mystery sphere is a metal sphere with an approximate diameter of 8 inches (20 cm) weighing nearly 22 pounds (10 kg) uncovered in 1974 by a family
Betz_mystery_sphere
Generalized sphere of dimension n (mathematics)
In mathematics, an n-sphere or hypersphere is an n {\displaystyle n} -dimensional generalization of the 1 {\displaystyle 1} -dimensional circle and
N-sphere
Representation of a quantum mechanical system
In quantum mechanics and computing, the Bloch sphere is a geometrical representation of the pure state space of a two-level quantum mechanical system (qubit)
Bloch_sphere
French businessman
Persenda (born 28 May 1939) is a French businessman and founder of the Sphere Group, which is the European leader in household packaging and one of the world's
John_Persenda
1987 novel by Michael Crichton
Sphere is a 1987 novel by Michael Crichton, his sixth novel under his own name and his sixteenth overall. It was adapted into the film Sphere in 1998
Sphere_(novel)
Discrete group of Möbius transformations
transformations of the Riemann sphere, and as orientation-preserving conformal transformations of the open unit ball B3 in R3. The group of Möbius transformations
Kleinian_group
Arrangement of spheres within a space
In geometry, a sphere packing is an arrangement of non-overlapping spheres within a containing space. The spheres considered are usually all of identical
Sphere_packing
Area in social life with political ramifications
individuals and groups associate to discuss matters of mutual interest and, where possible, to reach a common judgment about them". The public sphere can be seen
Public_sphere
World War II era Pan-Asian union under the Empire of Japan
The Greater East Asia Co-Prosperity Sphere (Japanese: 大東亜共栄圏, Hepburn: Dai Tōa Kyōeiken; Kyujitai: 大東亞共榮圈), also known as the GEACPS, was a pan-Asian union
Greater East Asia Co-Prosperity Sphere
Greater_East_Asia_Co-Prosperity_Sphere
Group realized geometrically by reflections across the sides of a triangle
triangle on the sphere, or a hyperbolic triangle. Each triangle group is the symmetry group of a tiling of the Euclidean plane, the sphere, or the hyperbolic
Triangle_group
1998 studio album by Sphere
Sphere is an album by the American jazz group Sphere. It was recorded on October 4, 1997, in New York City and New Jersey, and was released in 1998 by
Sphere_(album)
1988 mathematical book
Sphere Packings, Lattices and Groups is a book about geometry and group theory by John Conway and Neil Sloane, with contributions by other mathematicians
Sphere Packings, Lattices and Groups
Sphere_Packings,_Lattices_and_Groups
British publishing company
Sphere Books is the name of two British paperback publishers. The original Sphere Books was launched in 1966 by Thomson Corporation. Sphere was sold to
Sphere_Books
Natural nodule-like rock concretions
Klerksdorp spheres are small objects, often spherical to disc-shaped, that have been collected by miners and rockhounds from 3-billion-year-old pyrophyllite
Klerksdorp_sphere
Indian jewelry company
architects 2008: Awarded Jeweller of the year in the Business Sphere Awards by the Business Sphere Group, Academics Bureau Publications Private Limited. 2010:
PC_Jeweller
2011 Japanese TV series or program
Sphere Club (スフィアクラブ) is a Japanese television series that debuted on July 16, 2011. Sphere (Japanese band) "Voice Actress Group Sphere Star in Natsuiro
Sphere_Club
Mathematical theory
homeomorphisms. The k-th homotopy group of a sphere spectrum is the k-th stable homotopy group of spheres. The localization of the sphere spectrum at a prime number
Sphere_spectrum
Political concept
In the field of international relations, a sphere of influence (SOI) is a spatial/geographic region, or set of polities or nations, over which a leader
Sphere_of_influence
Topological operation of turning a sphere inside-out without creasing
In differential topology, sphere eversion is a theoretical process of turning a sphere inside out in a three-dimensional space (the word eversion means
Sphere_eversion
Personal computer released in 1975
The Sphere 1 was a personal computer completed in 1975 by Michael Donald Wise and Monroe Tyler of Sphere Corporation, of Bountiful, Utah. The Sphere 1 featured
Sphere_1
2007 video game
Odin Sphere is an action role-playing game developed by Vanillaware for the PlayStation 2. It was published by Atlus (Japan and North America) in 2007
Odin_Sphere
for Marcel Berger who introduced them in 1962. The Lie group SU(2) is diffeomorphic to the 3-sphere. Its Lie algebra is a three-dimensional real vector space
Berger's_sphere
Sphere that contains a set of objects
of points, a bounding sphere, enclosing sphere or enclosing ball for that set is a d {\displaystyle d} -dimensional solid sphere containing all of these
Bounding_sphere
Areas historically influenced by Chinese culture
scripts. The Sinosphere, also known as the Chinese cultural sphere, East Asian cultural sphere, or the Sinic world, encompasses multiple countries in East
Sinosphere
American science fiction film by Barry Levinson
Sphere is a 1998 American science fiction psychological thriller film directed and produced by Barry Levinson, adapted by Kurt Wimmer and starring Dustin
Sphere_(1998_film)
Sphere opposite the public sphere centred on individuality and personal autonomy
The private sphere is the complement or opposite to the public sphere. The private sphere is a certain sector of societal life in which an individual
Private_sphere
1988 live album by Sphere
Sphere on Tour is a live album by the group Sphere featuring saxophonist Charlie Rouse, pianist Kenny Barron, bassist Buster Williams, and drummer Ben
Sphere_on_Tour
Algebraic construct classifying topological spaces
homotopy groups of spheres for this and more complicated examples of homotopy groups). Hence the torus is not homeomorphic to the sphere. In the n-sphere S n
Homotopy_group
National symbol of Costa Rica
The stone spheres of Costa Rica are an assortment of over 300 petrospheres in Costa Rica, on the Diquís Delta and on Isla del Caño. Locally, they are
Stone_spheres_of_Costa_Rica
2023–2024 concert residency by U2
performance of the group's 1991 album Achtung Baby along with a mix of other songs from their catalogue. The shows leveraged Sphere's immersive video and
U2:UV Achtung Baby Live at Sphere
U2:UV_Achtung_Baby_Live_at_Sphere
Rational function of the form (az + b)/(cz + d)
the Lorentz group acts on the celestial sphere in the same way that the Möbius group acts on the Riemann sphere. In fact, these two groups are isomorphic
Möbius_transformation
Theory of media objectivity
Hallin's spheres is a theory of news reporting and its rhetorical framing posited by journalism historian Daniel C. Hallin in his 1986 book The Uncensored
Hallin's_spheres
Emerging Workforce, The Mergis Group, SFN Group, Sourceright Solutions, Spherion, Spherion Recruitment Process Outsourcing, Spherion Staffing Services, Tatum
Spherion
is a list of groups of siblings who achieved notability together, whether in music, arts or other spheres of life. Some of these groups comprise only
List_of_sibling_groups
Generalized Braid group on the Sphere
from the strands being on the sphere. The group also has relations to the inverse Galois problem. The spherical braid group on n strands, denoted S B n
Spherical_braid_group
Former American holding company
www.businesswire.com. 2021-06-02. Retrieved 2023-08-21. "BrightSphere Investment Group Inc. Completes Sale of Affiliates Thompson, Siegel & Walmsley,
United_Asset_Management
Mathematical transformation
They correspond to the conformal group of "transformations by reciprocal radii" in relation to the framework of Lie sphere geometry, which were already known
Spherical_wave_transformation
American jazz band
Sphere was an American jazz band which began as a tribute to pianist Thelonious Monk, whose middle name was "Sphere". The band, which was formed in 1977
Sphere_(American_band)
Theorem in differential topology
even-dimensional n-spheres. For the ordinary sphere, or 2‑sphere, if f is a continuous function that assigns a vector in ℝ3 to every point p on a sphere such that
Hairy_ball_theorem
2005 studio album by Pilotdrift
Water Sphere is the second LP from the band Pilotdrift. It features remastered versions of tracks from their debut album, Iter Facere, as well as four
Water_Sphere
1994 studio album by Delerium
Spheres 2 is the eighth studio album by Canadian industrial/electronic music group Delerium in 1994. "Morphology" – 9:28 "TransHumanist" – 10:11 "Shockwave"
Spheres_2
Italian symphonic power metal band
Secret Sphere is an Italian symphonic power metal band from Alessandria, formed by guitarist Aldo Lonobile in July 1997. Guitarist Aldo Lonobile formed
Secret_Sphere
Holding company
The Stena Sphere consists of the three parent companies, Stena AB, Stena Sessan AB and Stena Metall AB, wholly owned by the Olsson family. Together they
Stena_Sphere
(group) Shuchishin (group) Shugo Chara Egg! (group) Shūji to Akira (duo) SixTones (group) SKE48 (group) Snow Man (group) SPEED (group) Sphere (group)
List_of_Japanese_idols
Board game
Battle-Sphere is a 2-player science fiction combat board game that was published by Sten Productions in 1978. Battle-Sphere is a game which involves a group
Battle-Sphere
Group of unitary complex matrices with determinant of 1
group, having only a single element. The group SU(2) is isomorphic to the group of quaternions of norm 1, and is thus diffeomorphic to the 3-sphere.
Special_unitary_group
Abelian group, in mathematics
cobordism theory, a Kervaire–Milnor group is an abelian group defined as the h-cobordism classes of homotopy spheres with the connected sum as composition
Kervaire–Milnor_group
Connected non-abelian Lie group lacking nontrivial connected normal subgroups
spaces. (For example, the universal cover of a real projective plane is a sphere.) Second, the product of symmetric spaces is symmetric, so we may as well
Simple_Lie_group
A Bonner sphere is a device used to determine the energy spectrum of a neutron beam. The method was first described in 1960 by Rice University's Bramblett
Bonner_sphere
Result on the topology of operators on an infinite-dimensional, complex Hilbert space
geometric relationship of the sphere and group of operators is that the unit sphere is a homogeneous space for the unitary group U. The stabiliser of a single
Kuiper's_theorem
Finite spherical symmetry groups are also called point groups in three dimensions. There are five fundamental symmetry classes which have triangular fundamental
List of spherical symmetry groups
List_of_spherical_symmetry_groups
Theorem in geometric topology
/ˌpwæ̃kɑːˈreɪ/, French: [pwɛ̃kaʁe]) is a theorem about the characterization of the 3-sphere (the hypersphere that bounds the 4-ball in four-dimensional space). Originally
Poincaré_conjecture
British R&D company
2021: Sphere Fluidics raised $40M led by Paris-based Sofinnova Partners and San Francisco-based Redmile Group. The total funds raised by Sphere Fluidics
Sphere_Bio
Japanese video game developer
Vanillaware to create successor projects to Princess Crown, beginning with Odin Sphere. The company is noted for its use of two-dimensional artwork, with character
Vanillaware
2025-2027 concert residency by Backstreet Boys
is the second concert residency by American vocal group Backstreet Boys, which takes place at Sphere in Paradise, Nevada, in the Las Vegas Valley. The
Backstreet Boys: Into the Millennium
Backstreet_Boys:_Into_the_Millennium
Complement of a knot in three-sphere
invariants, such as the knot group, are really invariants of the complement of the knot. When the ambient space is the three-sphere no information is lost:
Knot_complement
All ligands directly bound to the central metal atom of a chemical complex
coordination sphere refers to the array of molecules and ions (the ligands) directly attached to the central metal atom. The second coordination sphere consists
Coordination_sphere
the Gromoll–Meyer sphere is the intersection of the above variety with a small sphere around the origin. The first symplectic group Sp ( 1 ) {\displaystyle
Gromoll–Meyer_sphere
Open source software suite
Transfer Protocol) in 2006 and was then maintained by a group of other developers. Sector/Sphere consists of four components. The security server maintains
Sector/Sphere
Atom on Sphere is a Japanese supergroup formed in 2011, combining rock and electronic music. They first performed as a special guest at an event organized
Atom_on_Sphere
Fiber bundle of the 3-sphere over the 2-sphere, with 1-spheres as fibers
bundle or Hopf map) describes a 3-sphere (a hypersphere in four-dimensional space) in terms of circles and an ordinary sphere. Discovered by Heinz Hopf in
Hopf_fibration
Shopping mall in Bangkok, Thailand
EmSphere is a shopping mall in Bangkok, Thailand. Developed and operated by The Mall Group, it opened on 1 December 2023. The mall is the third component
EmSphere
From a homotopy group of a special orthogonal group to a homotopy group of spheres
J-homomorphism is a mapping from the homotopy groups of the special orthogonal groups to the homotopy groups of spheres. It was defined by George W. Whitehead (1942)
J-homomorphism
Factory simulation game
Dyson Sphere Program is an upcoming factory simulation game developed by Youthcat Studio and published by Gamera Games. It was released in early access
Dyson_Sphere_Program
(now a theorem) states that a finite group acting on the 3-sphere is conjugate to a group of isometries of the 3-sphere. The conjecture was posed by Heinz
Spherical space form conjecture
Spherical_space_form_conjecture
Concept in mathematics
particular on homotopy groups of spheres, named after Hiroshi Toda, who defined them and used them to compute homotopy groups of spheres in (Toda 1962). See
Toda_bracket
Occult organisation
have been derived from Florence Farr's Sphere group. There were two main astral entities contacted. The first group were Rosicrucian, in which at times the
Stella_Matutina
Dense arrangement of congruent spheres in an infinite, regular arrangement
In geometry, close-packing of equal spheres is a dense arrangement of congruent spheres in an infinite, regular arrangement (or lattice). Carl Friedrich
Close-packing of equal spheres
Close-packing_of_equal_spheres
Humanitarian organization
Sphere (formerly known as the Sphere Project) is a global movement started in 1997 aiming to improve the quality of humanitarian assistance. The Sphere
Sphere_(organization)
Thing in mathematics and theoretical physics
In mathematics and theoretical physics, a quasi-sphere is a generalization of the hypersphere and the hyperplane to the context of a pseudo-Euclidean space
Quasi-sphere
2014 studio album by Agalloch
The Serpent & the Sphere is the fifth and final studio album by American heavy metal band Agalloch. It was released on May 13, 2014 in the U.S., followed
The_Serpent_&_the_Sphere
Sporadic simple group
Atlas of finite groups, Oxford University Press, ISBN 978-0-19-853199-9, MR 0827219 Conway, John Horton; Sloane, Neil J. A. (1999), Sphere Packings, Lattices
Mathieu_group_M22
2015 studio album by Born of Osiris
Soul Sphere is the fourth studio album by American progressive metalcore band Born of Osiris. The album was released on October 23, 2015 through Sumerian
Soul_Sphere
2012 video game
of spheres cleared with a single shot) without missing, and life collectables (displayed as hearts) appear when the player clears a sphere group that
Luxor_Evolved
Concept in knot theory
In mathematical knot theory, a Conway sphere, named after John Horton Conway, is a 2-sphere intersecting a given knot or link in a 3-manifold transversely
Conway_sphere
point group in four dimensions is an isometry group in four dimensions that leaves the origin fixed, or correspondingly, an isometry group of a 3-sphere. 1889
Point groups in four dimensions
Point_groups_in_four_dimensions
Proposed music and entertainment venue in London, England
The MSG Sphere London was a proposed music and entertainment venue to be built in the Stratford area of East London, England. Initially proposed by the
MSG_Sphere_London
Gendered separation of public and private spheres
degree, an empirical separation between a domestic or private sphere and a public or social sphere. This observation may be controversial and is often also
Separate_spheres
Concert residency by Dead & Company
Dead Forever: Live at Sphere is a concert residency by the American rock band Dead & Company at Sphere on the Las Vegas Strip in Paradise, Nevada. Originally
Dead_Forever:_Live_at_Sphere
Topological space that locally resembles Euclidean space
n^{2}} -dimensional disconnected manifold. The orthogonal groups, the symmetry groups of the sphere and hyperspheres, are n ( n − 1 ) / 2 {\displaystyle n(n-1)/2}
Manifold
Theorem that the diffeomorphism group of the 3-sphere has the homotopy-type of O(4)
statement that the diffeomorphism group of the 3-sphere has the homotopy-type of its isometry group, the orthogonal group O(4). It was proved in 1983 by
Smale_conjecture
2010 studio album by the Orb featuring David Gilmour
Metallic Spheres is the tenth studio album by the ambient techno group the Orb, released in October 2010. It features the Pink Floyd guitarist David Gilmour
Metallic_Spheres
Nonabelian group of order 120
Poincaré sphere is isomorphic to the binary icosahedral group, as the Poincaré sphere is the quotient of a 3-sphere by the binary icosahedral group. Binary
Binary_icosahedral_group
Manifold with the same rational homology groups as a sphere
{\displaystyle n} -sphere is an n {\displaystyle n} -dimensional manifold with the same rational homology groups as the n {\displaystyle n} -sphere. These serve
Rational_homology_sphere
In-depth exploration of circles, spheres, and inversive geometry by Julian Coolidge
A Treatise on the Circle and the Sphere is a mathematics book on circles, spheres, and inversive geometry. It was written by Julian Coolidge and published
A Treatise on the Circle and the Sphere
A_Treatise_on_the_Circle_and_the_Sphere
Musical trio from Finland
Swedish-speaking music and comedy group from Vörå in Ostrobothnia, Finland. The group is part of the Finland-Swedish cultural sphere and primarily performs in
KAJ_(group)
Spherical triangle that can be used to tile a sphere
tessellations of the sphere, the Euclidean plane, or the hyperbolic plane. Each Schwarz triangle on a sphere defines a finite group, while on the Euclidean
Schwarz_triangle
travel, tourism, insurance
SPHERE GROUP
SPHERE GROUP
SPHERE GROUP
SPHERE GROUP
SPHERE GROUP
SPHERE GROUP
SPHERE GROUP
SPHERE GROUP
SPHERE GROUP
travel, tourism, insurance