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Topics referred to by the same term
Kahler may refer to: Kahler, Luxembourg, a small town in the commune of Garnich Kahler Asten, a German mountain range Kahler (surname) Kahler's disease
Kahler
Surname list
Kahler is a German surname. Notable people with the surname include: Art Kahler (1897–1982), American football and basketball player and coach Bob Kahler
Kahler_(surname)
Manifold with Riemannian, complex and symplectic structure
In mathematics and especially differential geometry, a Kähler manifold is a manifold with three mutually compatible structures: a complex structure, a
Kähler_manifold
Cancer of plasma cells
Multiple myeloma Other names Plasma cell myeloma, myelomatosis, Kahler's disease, myeloma Bone marrow sample from a patient with multiple myeloma Specialty
Multiple_myeloma
German actor (born 1940)
Wolf Kahler (born 3 April 1940) is a German character actor in stage, film, television, and voice actor. Kahler was born in Kiel, Germany. With blue eyes
Wolf_Kahler
Group of intellectuals
Kahler-Kreis (Kahler Circle) refers to the circle, lasting from 1939 to the early 1970s, of intellectual friends of Erich Kahler and his second wife, Alice
Kahler-Kreis
American architect and photographer (1937–2026)
David Kahler (February 14, 1937 – April 14, 2026) was an American architect and photographer who led the Milwaukee-based firm Kahler Slater for the bulk
David_Kahler
Topics referred to by the same term
Kähler may refer to: Birgit Kähler (born 1970), German high jumper Erich Kähler (1906–2000), German mathematician Heinz Kähler (1905–1974), German art
Kähler
In complex geometry, the Kähler identities are a collection of identities between operators on a Kähler manifold relating the Dolbeault operators and their
Kähler_identities
Riemannian manifold with SU(n) holonomy
conjectured that compact complex manifolds of Kähler type with vanishing first Chern class always admit Ricci-flat Kähler metrics, and Shing-Tung Yau (1978), who
Calabi–Yau_manifold
Type of metric in Riemannian geometry
In differential geometry, a Kähler–Einstein metric on a complex manifold is a Riemannian metric that is both a Kähler metric and an Einstein metric. A
Kähler–Einstein_metric
In mathematics, a nearly Kähler manifold is an almost Hermitian manifold M {\displaystyle M} , with almost complex structure J {\displaystyle J} , such
Nearly_Kähler_manifold
the Kähler quotient of a Kähler manifold X {\displaystyle X} by a Lie group G {\displaystyle G} acting on X {\displaystyle X} by preserving the Kähler structure
Kähler_quotient
Austrian genre, landscape, and animal painter known especially for cat paintings
Carl Kahler (also spelled Karl Kahler; 12 September 1856 or 1855 – 18 April 1906) was an Austrian painter of genre scenes, landscapes, racehorse subjects
Carl_Kahler
2020 United States Supreme Court case
Kahler v. Kansas, 589 U.S. 271 (2020), is a case of the United States Supreme Court in which the justices ruled that the Eighth and Fourteenth Amendments
Kahler_v._Kansas
German mathematician (1906–2000)
Erich Kähler (German: [ˈkɛːlɐ] ; 16 January 1906 – 31 May 2000) was a German mathematician with wide-ranging interests in geometry and mathematical physics
Erich_Kähler
Chinese mathematician (born 1958)
University. He is known for contributions to the mathematical fields of Kähler geometry, Gromov-Witten theory, and geometric analysis. As of 2020, he is
Tian_Gang
Kahler (German pronunciation: [ˈkaːlɐ] ; Luxembourgish: Koler) is a village in the commune of Garnich, in south-western Luxembourg. As of 2025[update]
Kahler,_Luxembourg
Differential form in commutative algebra
Kähler differentials provide an adaptation of differential forms to arbitrary commutative rings or schemes. The notion was introduced by Erich Kähler
Kähler_differential
In mathematics, the Cartan–Kähler theorem is a major result on the integrability conditions for differential systems, in the case of analytic functions
Cartan–Kähler_theorem
European-American literary scholar, essayist, and teacher (1885-1970)
Vergils at Kahler's home, One Evelyn Place in Princeton. Kahler's friends became known as the Kahler-Kreis (Kahler Circle). Like Einstein, Kahler was a member
Erich_Kahler
American author and communications consultant
analysis theory. Kahler was born June 30, 1943 in Kewanna, Indiana. He was the only child of George Kahler, a farmer, and Madelyn Kahler. His father died
Taibi_Kahler
Ernst Kähler (1914–1991) was a German Protestant theologian and Church historian. He was the grandson of theologian Martin Kähler (1835–1912). Kähler studied
Ernst_Kähler
Differential geometry concept
In differential geometry, a quaternion-Kähler symmetric space or Wolf space is a quaternion-Kähler manifold which, as a Riemannian manifold, is a Riemannian
Quaternion-Kähler symmetric space
Quaternion-Kähler_symmetric_space
American inventor (1864–1927)
Nickolas Kahler Sr. (November 20, 1864 – November 14, 1927) was an American inventor, entrepreneur and automobile pioneer who founded The Kahler Co. in
Ferdinand_N._Kahler
In differential geometry, a quaternion-Kähler manifold (or quaternionic Kähler manifold) is a Riemannian 4n-manifold whose Riemannian holonomy group is
Quaternion-Kähler_manifold
curvature Kähler metric (cscK metric) is a Kähler metric on a complex manifold whose scalar curvature is constant. A special case is a Kähler–Einstein
Constant scalar curvature Kähler metric
Constant_scalar_curvature_Kähler_metric
Painting by Carl Kahler
My Wife's Lovers is a canvas painting by the Austrian artist Carl Kahler (1856–1906) depicting forty-two of American millionaire Kate Birdsall Johnson's
My_Wife's_Lovers
Concept in differential geometry
we get an almost Kähler structure. If both the almost complex structure and the fundamental form are integrable, then we have a Kähler structure. A Hermitian
Hermitian_manifold
Type of Riemannian manifold
integrable almost complex structures I , J , K {\displaystyle I,J,K} that are Kähler with respect to the Riemannian metric g {\displaystyle g} and satisfy the
Hyperkähler_manifold
Unsolved problem in geometry
space. Because projective space carries a Kähler metric, the Fubini–Study metric, such a manifold is always a Kähler manifold. By Chow's theorem, a projective
Hodge_conjecture
Geometric analogue of the Dirac equation
In theoretical physics, the Dirac–Kähler equation, also known as the Ivanenko–Landau–Kähler equation, is the geometric analogue of the Dirac equation
Dirac–Kähler_equation
Study of complex manifolds and several complex variables
Hodge correspondence, and existence results for Kähler–Einstein metrics and constant scalar curvature Kähler metrics. These results often feed back into complex
Complex_geometry
Mountain in North Rhine-Westphalia, Germany
The Kahler Asten (German pronunciation: [ˌkaːlɐ ˈʔastn̩] ) is an 841.9-metre-high mountain in the Rothaar range in the district of Hochsauerland, in the
Kahler_Asten
Riemannian metrics, complex manifolds
there is exactly one Kähler metric in each Kähler class whose Ricci form is R. (Some compact complex manifolds admit no Kähler classes, in which case
Calabi_conjecture
German theologian (1835–1912)
Martin Kähler (6 January 1835 – 7 September 1912) was a German theologian. He is best known for his short work, published in 1892, Der sogenannte historische
Martin_Kähler
functional on the space of Kähler potentials of a compact Kähler manifold whose critical points are constant scalar curvature Kähler metrics. The Mabuchi functional
Mabuchi_functional
of moduli spaces, and where it precisely characterises the existence of Kähler–Einstein metrics. The first attempt to define K-stability for Fano manifolds
K-stability_of_Fano_varieties
American baseball player (1889-1924)
George Runnells "Krum" Kahler (September 6, 1889 – February 7, 1924) was an American pitcher in Major League Baseball from Athens, Ohio. He played for
George_Kahler
Italian-born American mathematician (1923–2023)
doctoral dissertation, titled "Isometric complex analytic imbedding of Kähler manifolds", was done under the supervision of Salomon Bochner. From 1951
Eugenio_Calabi
German Trade Union leader and politician (1869–1955)
Luise Kähler (12 January 1869 – 22 September 1955) was a German socialist, trade union leader and politician. She was one of a small number of women union
Luise_Kähler
American football player and coach (1917–2013)
Robert William Kahler (February 13, 1917 – April 16, 2013) was an American football player and coach. He played professionally as a defensive back and
Bob_Kahler
Theorem in complex geometry
{\partial }}} -lemma is a result of Hodge theory and the Kähler identities on a compact Kähler manifold. Sometimes it is also known as the d d c {\displaystyle
Ddbar_lemma
Compact astronomical body
Geometry Worldsheet Kaluza–Klein theory Compactification Why 10 dimensions? Kähler manifold Ricci-flat manifold Calabi–Yau manifold Hyperkähler manifold K3
Black_hole
English mathematician (born 1957)
four-dimensional manifolds, Donaldson–Thomas theory, and his contributions to Kähler geometry. He is currently a Professor in Pure Mathematics at Imperial College
Simon_Donaldson
Danish ceramics manufacturer
Kähler Keramik (Kähler Ceramics) is a Danish ceramics manufacturer based in Næstved on the island of Zealand. Joachim Christian Herman Kähler (1808–84)
Kähler_Keramik
Danish ceramic designer and manufacturer (1846–1917)
August Kähler, usually known as Herman A. Kähler, (6 March 1846 – 16 November 1917) was a Danish ceramic designer and manufacturer who ran the Kähler ceramic
Herman_A._Kähler
Austrian swimmer (born 2001)
Marlene Kahler (born 15 May 2001) is an Austrian swimmer. She competed in the women's 200 metre freestyle at the 2019 World Aquatics Championships. In
Marlene_Kahler
Algebro-geometric stability condition
curvature Kähler metrics (cscK metrics). In 1954, Eugenio Calabi formulated a conjecture about the existence of Kähler metrics on compact Kähler manifolds
K-stability
German painter
Eugen von Kahler, originally Eugen Kohn (6 January 1882, Prague - 13 December 1911, Prague) was a Bohemian-German painter, graphic artist and writer of
Eugen_von_Kahler
American football player (born 1989)
Archived from the original on November 3, 2022. Retrieved December 7, 2022. Kahler, Kalyn (February 9, 2023). "The Kelce brothers and the 'Heights' of podcast
Travis_Kelce
Danish company
H+H and I/S Kähler & Co. Kähler & Co. was led by Valdemar Kähler's grand son Claus Kähler. He was succeeded on the post by his son Tom Kähler in 1986. In
Rockwool_International
Riemannian manifold which satisfies vacuum Einstein equations
{\displaystyle k=2n+2.} Calabi–Yau manifolds admit an Einstein metric that is also Kähler, with Einstein constant k = 0 {\displaystyle k=0} . Such metrics are not
Einstein_manifold
Austrian physician and pathologist (1849–1893)
Otto Kahler (January 8, 1849 – January 24, 1893) was a physician and pathologist born in Prague, Austrian Empire. In 1871 he obtained his medical doctorate
Otto_Kahler
Kähler manifold that satisfies an analogue of Einstein's equations: namely, the contraction of the curvature 2-form of the connection with the Kähler
Hermitian Yang–Mills connection
Hermitian_Yang–Mills_connection
Characterises non-singular projective varieties amongst compact Kähler manifolds
non-singular projective varieties, over the complex numbers, amongst compact Kähler manifolds. In effect it says precisely which complex manifolds are defined
Kodaira_embedding_theorem
German classical archaeologist
Heinz Kähler (21 January 1905 in Tetenbüll, Germany – 9 January 1974 in Cologne, Germany) was an ancient art historian and archaeologist. Heinz Kähler studied
Heinz_Kähler
American football and basketball player and coach (1897–1982)
Arthur Daniel Kahler Sr. (December 27, 1897 – April 23, 1982) was an American college football and basketball player and coach. He was listed in "Ripley's
Art_Kahler
Chinese-American mathematician (born 1949)
in 1954.[Y78a] As a special case, this showed that Kähler-Einstein metrics exist on any closed Kähler manifold whose first Chern class is nonpositive. Yau's
Shing-Tung_Yau
Mathematical manifold theory
cohomology. It has major applications in two settings—Riemannian manifolds and Kähler manifolds. Hodge's primary motivation, the study of complex projective varieties
Hodge_theory
Type of geometry in mathematics
resolution of the Calabi conjecture produced a number of Ricci-flat metrics on Kähler manifolds. A pseudo-Riemannian manifold is said to be Ricci-flat if its
Ricci-flat_manifold
Chinese mathematician
studies under Shing-Tung Yau, began to study the Ricci flow in the setting of Kähler manifolds. In his Ph.D. thesis, published in 1985, he showed that Yau's
Huai-Dong_Cao
Australian rugby league footballer
Kris Kahler (born 13 February 1983) is an Australian former professional rugby league footballer who played in the 2000s. He previously played for the
Kris_Kahler
Art museum in Wisconsin, United States
Milwaukee Art Museum in 1980). Subsequent expansions included the David Kahler Building in 1975, the Quadracci Pavilion by Spanish architect Santiago Calatrava
Milwaukee_Art_Museum
Vector bundles theorem
Karen Uhlenbeck and Shing-Tung Yau for compact Kähler manifolds, and independently by Buchdahl for non-Kähler compact surfaces, and by Jun Li and Yau for
Kobayashi–Hitchin correspondence
Kobayashi–Hitchin_correspondence
Black Hebrew Israelite denomination
page on the official website describing Straitway and its code of conduct Kahler, Kalyn (July 14, 2020). "Pray for Kabeer, Chapter I: The School Play, the
Straitway_Truth_Ministries
German high jumper
Birgit Kähler (born 14 August 1970 in Cologne, Nordrhein-Westfalen) is a retired female high jumper from Germany. Her personal best jump was 1.94 metres
Birgit_Kähler
American football player (1918–2005)
Royal James Kahler (March 22, 1918 – February 21, 2005) was a player in the National Football League (NFL). Kahler was born on March 22, 1918, in Grand
Royal_Kahler
Danish footballer
1964. "Palle Kähler". EU Football. Retrieved 23 May 2021. "Palle Kähler". National Football Teams. Retrieved 23 May 2021. Palle Kähler at National-Football-Teams
Palle_Kähler
Meromorphic differential form
In algebraic geometry and the theory of complex manifolds, a logarithmic differential form is a differential form with poles of a certain kind. The concept
Logarithmic_form
Sasakian metric. They are studied as a natural odd-dimensional counterpart of Kähler manifolds (which are necessarily even-dimensional). A Sasakian metric is
Sasakian_manifold
Manifold
nondegenerate, then the metric is called Kähler. Kähler structures are rare and are much more rigid. Examples of Kähler manifolds include smooth projective
Complex_manifold
German Konteradmiral (1894–1967)
Otto Kähler (3 March 1894 – 2 November 1967) was a German admiral during World War II. He commanded the German auxiliary cruiser Thor, a merchant raider
Otto_Kähler
Hungarian mathematician
complex differential geometry (Kähler manifolds), including the existence of canonical metrics (such as extremal Kähler and Kähler-Einstein metrics) on projective
Gábor_Székelyhidi
Japanese mathematician
University. His research deals with complex differential geometry, extremal Kähler metrics, stability of algebraic varieties, and the Hitchin–Kobayashi correspondence
Toshiki_Mabuchi
Theory in theoretical physics
case of this is if the spacetime is a Kähler manifold and the H-flux is identically equal to zero. Generalized Kähler manifolds can have a nontrivial H-flux
Topological_string_theory
proved by both Mori and by Siu and Yau, the result states that if a closed Kähler manifold has positive bisectional curvature, then it must be biholomorphic
Frankel_conjecture
Tensor in differential geometry
Kähler manifolds already possess holonomy in U ( n ) {\displaystyle \mathrm {U} (n)} , and so the (restricted) holonomy of a Ricci-flat Kähler manifold
Ricci_curvature
Type of smooth complex surface of kodaira dimension 0
l'honneur de Kummer, Kähler, Kodaira et de la belle montagne K2 au Cachemire. In the second part of my report, we deal with the Kähler varieties known as
K3_surface
Concept in differential geometry
is a Calabi–Yau manifold, every Calabi–Yau manifold is a Kähler manifold, and every Kähler manifold is orientable. The strange list above was explained
Holonomy
Chinese-American mathematician
as a three-article series, "Kähler–Einstein metrics on Fano manifolds, I, II and III". Chen, Xiuxiong. The space of Kähler metrics. J. Differential Geom
Xiuxiong_Chen
Theorem for nilmanifolds
a lattice. Mal'cev's criterion is relevant in Kähler geometry because compact nilmanifolds with a Kähler structure must be diffeomorphic to a torus. Therefore
Mal'cev's_criterion
following criterion of existence of Kähler metrics. Theorem: Let M be a compact complex manifold. Then M does not admit a Kähler structure if and only if M admits
Positive_current
Danish ceramist and painter
Sigrid Kähler, also Sigrid Andersen Ring, (12 May 1874 – 9 May 1923) was a Danish ceramist and painter. Through her father, the ceramist Herman A. Kähler, she
Sigrid_Kähler
American writer
Abbott Kahler (born January 23, 1973), formerly known as Karen Abbott, is an American author of historical nonfiction and historical fiction. Her works
Abbott_Kahler
Danish archaeologist and museum curator (born 1973)
Mads Kähler Holst FSA (born 30 August 1973) is a Danish archaeologist and museum curator. He is the current director of Moesgaard Museum and a professor
Mads_Kähler_Holst
Type of function in complex analysis
functions) form an important class of functions used in complex analysis. On a Kähler manifold, plurisubharmonic functions form a subset of the subharmonic functions
Plurisubharmonic_function
Mountain in France
The Petit Ballon (German: Kleiner Belchen) or Little Belchen, is, at 1272 m, one of the highest peaks of the Vosges Mountains in the department of Haut-Rhin
Petit_Ballon
German activist and politician (1864–1941)
Wilhelmine Kähler (née Mohs or Moss, 3 April 1864 – 22 February 1941) was a German labour and women's rights activist, and politician. From 1890, Kähler was
Wilhelmine_Kähler
2001 American war drama miniseries
Regimental Doctor, Major Louis Kent Marc Ryan-Jordan as John T. Julian Wolf Kahler as German General John Light as Lieutenant Colonel David Dobie Joseph May
Band_of_Brothers_(miniseries)
American film franchise
Freeman Major Arnold Ernst Toht Ronald Lacey Colonel Herman Dietrich Wolf Kahler Wilhelmina "Willie" Scott Kate Capshaw Kate CapshawP Wan "Short Round" Li
Indiana_Jones
compact Kähler manifold to classes in its integral cohomology. It is the only case of the Hodge conjecture which has been proved for all Kähler manifolds
Lefschetz theorem on (1,1)-classes
Lefschetz_theorem_on_(1,1)-classes
Counterexample in algebraic geometry
algebraic geometry, Hironaka's example is a non-Kähler complex manifold that is a deformation of Kähler manifolds found by Heisuke Hironaka (1960, 1962)
Hironaka's_example
1985 American made-for-TV movie
dozen on a mission to assassinate SS General Sepp Dietrich, played by Wolf Kahler. In September 1944 US Army Major General Worden learns through the French
The_Dirty_Dozen:_Next_Mission
American actress
Merna Kennedy (born Maude Kahler; September 7, 1908 – December 20, 1944) was an American actress of the late silent era and the transitional period into
Merna_Kennedy
Australian cricketer (born 1977)
Lance Kahler (born 27 June 1977) is an Australian cricketer. He played in two first-class matches and one List A match for Queensland in 1997/98. List
Lance_Kahler
American actress and voice actress
Karen Kahler is an American actress and voice actress. In 1985, she graduated from Yale University with her bachelor's degree in Geology. 113 Degrees -
Karen_Kahler
Branch of mathematics
(J,g)} is called a Kähler structure, and a Kähler manifold is a manifold endowed with a Kähler structure. In particular, a Kähler manifold is both a complex
Differential_geometry
Porcelæn vases as well as textile design. Rosendahl Design Group bought Kähler Keramik in 2018. Rosendahl Design Group bought JUNA in 2016. Rosendahl Design
Rosendahl_Design_Group
District in North Rhine-Westphalia, Germany
landscape, Langenberg and Kahler Asten are in its territory. With 2,766 ft / 843 m (Langenberg) and 2,762 ft / 842 m (Kahler Asten) these are also the
Hochsauerlandkreis
KAHLER
KAHLER
KAHLER
KAHLER
Female
English
 Pet form of English Eleanor, LENA means "foreign; the other."
Surname or Lastname
English (Devon)
English (Devon) : unexplained. Reaney and Wilson suggest that this may be from an Anglo-Scandinavian personal name Tukka, but the distribution in England makes a Scandinavian connection unlikely.
Boy/Male
British, English
Highborn Friend
Girl/Female
Indian
Boy/Male
Hindu
Youth, Lord Murugan
Boy/Male
Hindu, Indian, Kannada, Telugu
Crystal Clear
Boy/Male
Gujarati, Hindu, Indian, Jain, Kannada, Malayalam, Marathi, Mythological, Sanskrit, Sindhi, Telugu
Fair Complexioned; Avtar of Lord Krishna; Part of Lord Shiva; One of the Names of Ganesh; A Fair One; Husband of Gauri (Parvati); Lord Shiva
Boy/Male
Hindu, Indian, Malayalam, Marathi, Sanskrit
Of Great Power
Girl/Female
Hindu
Small, Often a pet name
Male
English
Anglicized form of Hebrew Elyacaph, ELIASAPH means "God increases the family." In the bible, this is the name of a leader of the tribe of Gad.
KAHLER
KAHLER
KAHLER
KAHLER
KAHLER