Results 81 to 90 of about 3,896,545 (115)
Immersing projective spaces in Euclidean space
, 1991 SynopsisUsing theKOℝ/2-theoretic obstruction theory developed in [4] and [5], necessary and sufficient conditions are derived for quaternionic projective spaces ℍPkand odd-dimensional complex projective spaces ℂP2k+1, of real dimensionmsay, to immerse in
M. C. Crabb
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Yang-Mills theories in curved space-times [PDF]
, 1981 Multi-instanton solutions of four dimensional HP(^1) models are sought, and a singular two instant solution in flat Euclidean space time is constructed.
Dolan, B, Dolan, Brian P.
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A characterization of real hypersurfaces of quaternionic projective space
Tsukuba Journal of Mathematics, 1991 Let \((M,g)\) be a connected real hypersurface in the quaternionic projective space \(\mathbb{H} P^ m\) (\(m\geq 2\)) of constant quaternionic sectional curvature 4. Denote by \(T^ 0 M\) the maximal subbundle of \(TM\) which is invariant by the quaternionic Kähler structure of \(\mathbb{H} P^ m\) and by \(N^ 0 M\) its orthogonal complement in \(T ...
openaire +2 more sources
Parallel Kaehler submanifolds of quaternionic Kaehler symmetric spaces
, 2005 . The non totally geodesic parallel 2n-dimensional Kähler submanifolds of the n-dimensional quaternionic projective space were classified by K. Tsukada.
ALEKSEEVSKY D. V +2 more
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Hyper-Hermitian quaternionic Kähler manifolds
, 2008 We call a quaternionic K\u7fahler manifold with non-zero scalar curvature, whose quaternionic structure is trivialized by a hypercomplex structure, a hyper-Hermitian quaternionic K\u7fahler manifold.
Bogdan Alexandrov
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Projective techniques: Are they a victim of clashing paradigms? [PDF]
This paper reviews the concept and historical development of projective techniques. It considers why, given the importance of their psychoanalytical foundations to the underlying paradigms of management theory, they have been generally marginalised as a ...
Boddy, Clive R. +2 more
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Real submanifolds in a quaternionic projective space [PDF]
Kodai Mathematical Journal, 1978 openaire +3 more sources
Moduli of Quaternionic Superminimal Immersions of 2-Spheres into Quaternionic Projective Spaces
The aim of this paper is to describe the moduli spaces of degree d quaternionic superminimal maps from 2-spheres to quaternionic projective spaces HP .
Bonaventure Loo, Piotr Z. Kobak
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Complex quaternionic manifolds and C-projective structures
COMPLEX QUATERNIONIC MANIFOLDS AND C-PROJECTIVE STRUCTURES Complex manifolds (Rights reserved) (-) Complex quaternionic manifolds and C-projective structures / Borówka, Aleksandra (CC BY) (-) Invariant and non-invariant almost complex ...
Borówka, Aleksandra
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Parallel Kahler submanifolds of quaternionic Kahler symmetric spaces
The non totally geodesic parallel $2n$-dimensional Kahler submanifolds of the $n$-dimensional quaternionic projective space were classified by K. Tsukada.
Marchiafava, Stefano +2 more
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