Now showing items 1-10 of 36
Combinatorial Maps. Tutorial
This tutorial introduces a reader in the theory of combinatorial maps theory as it is outlined in the author's article Graphs as rotations, KAM Series, Prague, 1996, arxiv.org/abs/0909.0104.
ON CYCLE INVARIANT
Taking the programming paradigm with the cycle invariant as a base notion there for a ground cycle paradigm, in a more general setting here these things are considered. Epistemological aspects with reference to Rene Descartes ...
The Learning of Ancient Languages as (super)Human Effort
Problems around teaching ancient languages are discussed. It is suggested to assume that learning and teaching of languages require some superhuman effort. Author’s experience of teaching ancient languages and producing ...
Lexical Key to some books of Syriac New Testament.
Lexical Key to some books (Matthew 2-14,Gallatians, Titus) of Syriac New Testament in Latvian.
Ornamental sign language in the first order tracery belts
(Prespacetime Journal, 2010)
We consider an ornamental sign language of first order where principles of sieve displacement, of asymmetric building blocks as a base of ornament symmetry, color exchangeability and side equivalence principles work. Generic ...
What is life? Science and Religion Dialogue
Juris Cālītis, Pascal's fire, Descartes' specter and human life Dzintars Edvīns Bušs, Outlines of the concept of life in the context of the concepts of the soul, spirit, and consciousness Dainis Zeps, Life and ...
How to draw combinatorial maps?
In this article we consider the combinatorial map (rendered by permutations) approach to graphs on surfaces and how between both could be establish some terminological uniformity in favor of combinatorial maps in the way ...
On building 4-critical plane and projective plane multiwheels from odd wheels
We build unbounded classes of plane and projective plane multiwheels that are 4-critical that are received summing odd wheels as edge sums modulo two. These classes can be considered as ascending from a single common graph ...
On Dirac magnetic monopole and Hopf fibration
Science and Religion: Controverse or Complementarity