Results 161 to 170 of about 72,858 (181)
Investigation of Aggregation-Induced Emission Mechanism of a Styrene Derivative: A Theoretical Unraveling of S<sub>1</sub>/S<sub>0</sub>‑Conical Intersection. [PDF]
ACS OmegaAarzoo, Roy RK.
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Determining Minimum Energy Conical Intersections by Enveloping the Seam: Exploring Ground and Excited State Intersections in Coupled Cluster Theory. [PDF]
J Phys Chem LettAngelico S, Kjønstad EF, Koch H.
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Isotropic fluid structures and role of non-metricity on their dynamics governed by an electric charge: A theoretical study. [PDF]
PLoS OneNaseer T +4 more
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Catalytic Enantioselective [6π] Photocyclization Reactions by Chromophore Activation with a Chiral Lewis Acid. [PDF]
J Am Chem SocGrünwald D +5 more
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Canadian Journal of Mathematics, 1973
Let M be an n-dimensional connected topological manifold. Let ξ : M → Rn+1 be a continuous map with the following property: to each x ∈ M there is an open set x ∈ Ux ⊂ M, and a convex body Kx ⊂ Rn+1 such that ξ(UX) is an open subset of ∂Kx and such that is a homeomorphism onto its image.
Jonker, L. B., Norman, R. D.
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Let M be an n-dimensional connected topological manifold. Let ξ : M → Rn+1 be a continuous map with the following property: to each x ∈ M there is an open set x ∈ Ux ⊂ M, and a convex body Kx ⊂ Rn+1 such that ξ(UX) is an open subset of ∂Kx and such that is a homeomorphism onto its image.
Jonker, L. B., Norman, R. D.
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Hypersurface homogeneous and hypersurface self-similar models
Classical and Quantum Gravity, 1997The field equation for hypersurface homogeneous models and hypersurface self-similar models in terms of variables associated with the symmetry surface are presented. In terms of these variables expressions are given for the kinematical quantities associated with the perfect fluid.
Nilsson, Ulf S., Uggla, Claes
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Hypersurfaces with Congruent Geodesics
Mathematische Nachrichten, 1992It is the purpose of this paper to prove the following theorem: Let \(M\) be a compact hypersurface of a complete, simply connected space \(N\) of constant curvature, and suppose that all geodesics of \(M\) are congruent in \(N\). Then \(M\) is an extrinsic sphere of positive curvature. The article contains many nice geometric ideas.
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