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Mathematical Modeling Through Topological Surgery and Applications (Hardcover, 1st ed. 2018)
Loot Price: R3,431
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Mathematical Modeling Through Topological Surgery and Applications (Hardcover, 1st ed. 2018)
Series: Springer Theses
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Topological surgery is a mathematical technique used for creating
new manifolds out of known ones. In this book the authors observe
that it also occurs in natural phenomena of all scales:
1-dimensional surgery happens during DNA recombination and when
cosmic magnetic lines reconnect; 2-dimensional surgery happens
during tornado formation and cell mitosis; and they conjecture that
3-dimensional surgery happens during the formation of black holes
from cosmic strings, offering an explanation for the existence of a
black hole's singularity. Inspired by such phenomena, the authors
present a new topological model that extends the formal definition
to a continuous process caused by local forces. Lastly, they
describe an intrinsic connection between topological surgery and a
chaotic dynamical system exhibiting a "hole drilling" behavior. The
authors' model indicates where to look for the forces causing
surgery and what deformations should be observed in the local
submanifolds involved. These predictions are significant for the
study of phenomena exhibiting surgery and they also open new
research directions. This novel study enables readers to gain a
better understanding of the topology and dynamics of various
natural phenomena, as well as topological surgery itself and serves
as a basis for many more insightful observations and new physical
implications.
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