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Meridian Surfaces of Parabolic Type in the Four-Dimensional Minkowski Space
[Abstract][Math Rev][ZB Review] doi:10.7546/giq-17-2016-243-255
Georgi Ganchev and Velichka Milousheva
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Bour Surface Companions in Space Forms
[Abstract][Math Rev][ZB Review] doi:10.7546/giq-17-2016-256-269
Erhan Güler, Shotaro Konnai and Masashi Yasumoto
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Functionals on Toroidal Surfaces
[Abstract][Math Rev][ZB Review] doi:10.7546/giq-17-2016-270-283
Metin Gürses
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Extended Harmonic Mappings and Euler-Lagrange
Equations
[Abstract][Math Rev][ZB Review] doi:10.7546/giq-17-2016-284-295
Keiichi Kikuchi
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Some Results on Frenet Ruled Surfaces
Along the Evolute-Involute Curves, Based
on Normal Vector
Fields in \(E^{3}\)
[Abstract][Math Rev][ZB Review] doi:10.7546/giq-17-2016-296-308
Şeyda Kılıçoğlu
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A New Characterization of Eulerian Elasticas
[Abstract][Math Rev][ZB Review][Full Text - DjVu] doi:10.7546/giq-17-2016-309-317
Vladimir Pulov, Mariana Hadzhilazova and Ivaïlo M.
Mladenov
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Surfaces From Deformation of Parameters
[Abstract][Math Rev][ZB Review] doi:10.7546/giq-17-2016-318-343
Süleyman Tek and Metin Gürses
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Lorentzian Submanifolds in Semi-Euclidean Spaces with Pointwise 1-Type Gauss Map
[Abstract][Math Rev][ZB Review] doi:10.7546/giq-17-2016-344-359
Nurettin C. Turgay
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On the Geometry Induced by Lorentz Transformations in Pseudo-Euclidean Spaces
[Abstract][Math Rev][ZB Review] doi:10.7546/giq-17-2016-360-368
Abraham A. Ungar
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Axially Symmetric Willmore Surfaces Determined by Quadratures
[Abstract][Math Rev][ZB Review][Full Text - DjVu] doi:10.7546/giq-17-2016-369-378
Vassil M. Vassilev, Peter A. Djondjorov, Mariana Hadzhilazova and Ivaïlo M.
Mladenov
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Some Aspects of the Spectral Theory for \(\frak{sl}(3,\mathbb{C})\)
System with \(\mathbb{Z}_2 ×\mathbb{Z}_2× \mathbb{Z}_2\) Reduction
of Mikhailov Type
with General Posititon Boundary Conditions
[Abstract][Math Rev][ZB Review] doi:10.7546/giq-17-2016-379-391
Alexandar Yanovski
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Weyl Manifold: A Quantized Symplectic Manifold
[Abstract][Math Rev][ZB Review] doi:10.7546/giq-17-2016-392-401
Akira Yoshioka and Tomoyo Kanazawa