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One more geodesic graph
(2013-12-17)
In this note, written in Latvian, a way to build geodesic graphs, graphs with
unique shortest path between every two vertices, is considered. Geodesic
graphs are trees, odd cycles, and nontrivial example, the graph of ...
Some reflections on the education of computer scientists
(2013-12-17)
This article in Latvian contains some reflections on educational problems
what concerns computer science.
Notes in the graph theory. A manuscript (with flower snark J5)
(2013-12-13)
This fragment of manuscripts, written in Latvian, is taken from a hardcover
notebook of E.Grinbergs. The date when these notes started 29.7.72 is
clearly seen on the first page, on the page 7 the date is 31.8.72, on 10th ...
Geodesic graphs
(2013-12-17)
In the article, written in Russian, geodesic graphs, graphs with unique
shortest path between every two vertices, are considered. Geodesic graphs
are trees, odd cycles, and nontrivial example, the graph of Petersen. ...
Motives for reflections. Part two
(2013-12-13)
Facsimile of a manuscript from the archive of Emanuels Grinbergs, University of Latvia.
The article (in three pieces of manuscripts), written in Russian, contains some reflections on graph theory. It may be written in ...
Daži trīssakarīgi grafi un to saimes bez Hamiltona cikliem
(2013-12-17)
These manuscripts (in Latvian) contain examples of graphs without
Hamiltonian cycles. See the flower snark J5 on the page 13. The date here
1.6.78.
On educational problems of mathematics for the faculty of economics and management
(2013-12-17)
Problems concerning education of mathematics for the students of the
Faculty of economics and managements are considered.
Motives for reflections Addendum to part one
(2013-12-17)
The article (in three pieces of manuscripts), written in Russian, contains
some reflections on graph theory. It may be written in 1973.
Motives for reflections. Part one
(2013-12-12)
Facsimile of manuscript from the archive of Emanuels Grinbergs, University of Latvia.
The article (in three pieces of manuscripts), written in Russian, contains some reflections on graph theory. It may be written in 1973.