Az oktató a doktori iskola doktoranduszai számára oktat tantárgyat, és/vagy a doktori iskola megszavazta, hogy doktoranduszok számára kutatási témát írjon ki.

research field in which current research is conducted

mathematics and computing

Publications

2017

from data base, 2018. I. 27.

Szőke R: Quantization of compact Riemannian symmetric spaces, JOURNAL OF GEOMETRY AND PHYSICS 119: pp. 286-303. type of document: Journal paper/Article language: English DOI

2014

from data base, 2018. I. 27.

Lempert L, Szőke R: Direct Images, Fields of Hilbert Spaces, and Geometric Quantization, COMMUNICATIONS IN MATHEMATICAL PHYSICS 327: (1) pp. 49-99. type of document: Journal paper/Article number of independent citations: 4 language: English DOI

2012

from data base, 2018. I. 27.

Lempert L, Szőke R: A new look at adapted complex structures, BULLETIN OF THE LONDON MATHEMATICAL SOCIETY 44: pp. 367-374. type of document: Journal paper/Article number of independent citations: 3 language: English DOI

2006

from data base, 2018. I. 27.

Koranyi A, Szőke R: On Weyl group equivariant maps, PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY 134: (12) pp. 3449-3456. type of document: Journal paper/Article language: English DOI

2004

from data base, 2018. I. 27.

Szőke R: Canonical complex structures associated to connections and complexifications of Lie groups, MATHEMATISCHE ANNALEN 329: (3) pp. 553-591. type of document: Journal paper/Article number of independent citations: 11 language: English DOI

2001

from data base, 2018. I. 27.

Szőke R: Involutive structures on the tangent bundle of symmetric spaces, MATHEMATISCHE ANNALEN 319: (2) pp. 319-348. type of document: Journal paper/Article number of independent citations: 16 language: English DOI

1997

from data base, 2018. I. 27.

Dancer AS, Szőke R: Symmetric spaces, adapted complex structures and hyperkahler structures, QUARTERLY JOURNAL OF MATHEMATICS 48: (189) pp. 27-38. type of document: Journal paper/Article number of independent citations: 7 language: English DOI

1995

from data base, 2018. I. 27.

SZŐKE R: AUTOMORPHISMS OF CERTAIN STEIN MANIFOLDS, MATHEMATISCHE ZEITSCHRIFT 219: (3) pp. 357-385. type of document: Journal paper/Article number of independent citations: 23 language: English DOI

1991

from data base, 2018. I. 27.

SZŐKE R: COMPLEX STRUCTURES ON TANGENT-BUNDLES OF RIEMANNIAN-MANIFOLDS, MATHEMATISCHE ANNALEN 291: (3) pp. 409-428. type of document: Journal paper/Article number of independent citations: 74 language: English DOI

1991

from data base, 2018. I. 27.

LEMPERT L, SZŐKE R: GLOBAL-SOLUTIONS OF THE HOMOGENEOUS COMPLEX MONGE-AMPERE EQUATION AND COMPLEX STRUCTURES ON THE TANGENT BUNDLE OF RIEMANNIAN-MANIFOLDS, MATHEMATISCHE ANNALEN 290: (4) pp. 689-712. type of document: Journal paper/Article number of independent citations: 102 language: English DOI

Number of independent citations to these publications:

number of independent citations to scientific publications and creative works:

The number of citations displayed after clicking on the link may differ from the displayed number because the former displays the current state of MTMT2 and the latter was the case when importing science metrics.