sort by
approximate search
1shortlisttitle datasearch history  
results search [or] ISN:0000000108545193 | 1 hits
Person
ISNI: 
0000 0001 0854 5193
Name: 
Hitchin, N. J.
Hitchin, Nigel
Hitchin, Nigel J.
Hitchin, Nigel James
Nigel Hitchin (britischer Mathematiker)
Nigel Hitchin (British mathematician)
Nigel Hitchin (britisk matematikar)
Nigel Hitchin (britisk matematiker)
Nigel Hitchin (Brits wiskundige)
Nigel Hitchin (brittisk matematiker)
Nigel Hitchin (matematico britannico)
Nigel Hitchin (mathématicien britannique)
Nigel James Hitchin
Найджел Хитчин (британский математик)
Хитчин, Н
Хитчин, Найджел
نایگل هیچین (ریاضی‌دان بریتانیایی)
나이절 히친
Dates: 
1946-...
Creation class: 
Computer file
cre
Language material
lm
Text
Creation role: 
author
contributor
editor
redactor
Related names: 
Atiyah, M. (1929-)
Atiyah, Michael Francis (1929-)
Ferreira, Ana Cristina Castro
Newstead, P. E.
Newstead, Peter E. (1941-...)
Oxbury, W. M.
Salamon, Simon
Segal, G. B.
Segal, Graeme
St. Catherine's College Oxford Affiliation (see also from)
Université de Montréal. Département de mathématiques et de statistique
University of Oxford
Ward, R. S.
Ward, R. S. (1951-)
Ward, Richard Samuel (1951-...)
Ward, Richard Samuel (1951-)
Willmore, T. J.
Willmore, Thomas James
Titles: 
Differentiable manifolds ; the space of harmonic spinors
Geometry and dynamics of magnetic monopoles, The
Global geometry and mathematical physics lectures given at the 2nd session of the Centro internazionale matematico estivo (CIME) held at Montecatini Terme, Italy, July 4-12, 1988
Global riemannian geometry
Integrable systems : twistors, loop groups, and Riemann surfaces
Jones-Witten theory and the Thurston compactification of Teichmüller space
Many facets of geometry, The : a tribute to Nigel Hitchin
Memorial issue for the late professor Masaki Maruyama
Monopoles, minimal... (Nigel, Oxford Univ.)
Monopoles, minimal surfaces and algebraic curves
QGM Master Class Series, The
Vector bundles in algebraic geometry : Durham 1993
Геометрия и динамика магнитных монополей, 1991:
Notes: 
Work carried out in the Mathematical Institute
Thesis (D. Phil.)--University of Oxford, 1972
Sources: 
VIAF B2Q BNC DNB LAC LC LNB NKC NUKAT PTBNP SUDOC WKD
BOWKER
NTA
TEL