Almost Extrinsically Homogeneous Submanifolds of Euclidean Space [PDF]
Consider a closed manifold M immersed in Rm. Suppose that the trivial bundle M × Rm = T M ⊗ ν M is equipped with an almost metric connection ~ ∇ which almost preserves the decomposition of M × Rm into the tangent and the normal bundle.
Quast, Peter
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Хармонични собствени почти комплексни структури върху 4-многообразия на Уокър
[Davidov Johann; Давидов Йохан]; [Ul Haq Absar; Ул Хак Абсар]; [Mushkarov Oleg; Muškarov Oleg; Мушкаров Олег]Every Walker 4-manifold M, endowed with a canonical neutral metric, admits a specific almost complex structure called proper.
Ul Haq, Absar +2 more
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A note on the l^2-norm of the second fundamental form of algebraic manifolds [PDF]
2000 Mathematics Subject Classification: 53C42, 53C55.Let M f → CP^n be an algebraic manifold of complex dimension d and let σf be its second fundamental form. In this paper we address the following conjecture, which is the analogue of the one stated by
LOI, ANDREA, Zedda M., Zedda, Michela
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Noether invariants for constant mean curvature surfaces in 3-dimensional homogeneous spaces
We give explicit formulæ for Noether invariants associated to Killing vector fields for the variational problem of minimal and constant mean curvature sur-faces in 3-manifolds.
Cartier, Sébastien, Sébastien Cartier
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From Frustration to Understanding: An Inquiry into Secondary Mathematics Teachers’ Experiences with Government Mandated Examinations [PDF]
The purpose of this study was to develop an understanding of secondary mathematics teachers’ experiences in a context of government-mandated examinations (GMEs). Having had my own experiences teaching mathematics courses where students wrote a GME, I had
Marynowski, Richelle M
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Homogeneous two-manifolds with an invariant two-form
: We study a 2-dimensional manifold that is homogeneous acted on by a 3-dimensional Lie group G, and that has a 2-form invariant under G. We show that such a manifold can be realized as a surface in the affine 3-space and list such realizations ...
Masaaki Yoshida, Takeshi Sasaki
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Some Results about the Classification of Totally Real Minimal Surfaces in S
In this paper we prove that the Contact angle (π/4 ≤ β < π/2) for totally real compact minimal surfaces in the sphere S 5 with a parallel normal vector field must be constant.
Rodrigo Ristow Montes
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Effective pre-school, primary and secondary education project (EPPSE 3-14) : influences on students' dispositions in key stage 3 : exploring enjoyment of school, popularity, anxiety, citizenship values and academic self-concepts in year 9 [PDF]
The Effective Pre-school, Primary and Secondary Education Project (EPPSE) has investigated the academic and social-behavioural development of approximately 3,000 children from the age of 3+ years since 1997.
Smees, R. +24 more
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Li-Yau inequalities for the Helfrich functional and applications. [PDF]
Rupp F, Scharrer C.
europepmc +1 more source
Complete maximal spacelike surfaces in an anti-de Sitter space {\bf H}^{4}_{2}(c)
In this paper, we prove that if M^2 is a complete maximal spacelike surface of an anti-de Sitter space {\bf H}^{4}_{2}(c) with constant scalar curvature, then S=0, S={-10c\over 11}, S={-4c\over 3} or S=-2c, where S is the squared norm of the second ...
Qing-Ming Cheng
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