# Geometry of Semilinear Embeddings:Relations to Graphs and by Mark Pankov

By Mark Pankov

This quantity covers semilinear embeddings of vector areas over department earrings and the linked mappings of Grassmannians. unlike classical books, we ponder a extra common category of semilinear mappings and convey that this category is critical. a wide section of the cloth may be formulated by way of graph thought, that's, Grassmann graphs, graph embeddings, and isometric embeddings. furthermore, a few relatives to linear codes could be defined. Graduate scholars and researchers will locate this quantity to be self-contained with many examples.

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