2 research outputs found
Translation Hypersurfaces in Euclidean 4-Spaces
In this article, the translation hypersurfaces in Euclidean 4-space are defined as the sum of three curves with distinct parameters with unit speed, and non-planar. These curves are called the generator curves of the hypersurface. Utilizing the hypersurface theory in Euclidean 4-space, unit normal vector field, shape (Weingarten) operator matrix, fundamental forms, Gaussian curvature and mean curvature have been expressed for the translation hypersurfaces. Finally, the computational example is stated to efficiency of the theoretical results
Aspects of the fantastic grotesque in the works of V. Mayakovsky, M. Bulgakov and E. Schwartz
The grotesque in Soviet literature ls a field of study whlch has been neglected both in the Soviet Union and the West. In the Soviet Union interest in the grotesque reached a high point in the formalist criticism of the twenties, since the grotesque is one of the most clearly expressed devices of defamiliarisation. After a long period of taboo a revival takes place in the sixties. An attempt has been made in thls thesis to define the grotesque and to apply this definition to the works of V. Mayakovaky, M. Bulgakoy and E. Schwartz. We are primarily concerned with the structural features of their grotesque and the relationshlp of these to comedy and tragedy. While very similar in its structure and its use of comedy devices, the grotesque of all three writers differs substantially in its nature. We have attempted to establish the reasons for the differences and to define the function of their grotesque
