This monograph highlights the connection between the theory of
neutron transport and the theory of non-local branching processes.
By detailing this frequently overlooked relationship, the authors
provide readers an entry point into several active areas,
particularly applications related to general radiation transport.
Cutting-edge research published in recent years is collected here
for convenient reference. Organized into two parts, the first
offers a modern perspective on the relationship between the neutron
branching process (NBP) and the neutron transport equation (NTE),
as well as some of the core results concerning the growth and
spread of mass of the NBP. The second part generalizes some of the
theory put forward in the first, offering proofs in a broader
context in order to show why NBPs are as malleable as they appear
to be. Stochastic Neutron Transport will be a valuable resource for
probabilists, and may also be of interest to numerical analysts and
engineers in the field of nuclear research.
General
| Imprint: |
Birkhauser Verlag AG
|
| Country of origin: |
Switzerland |
| Series: |
Probability and Its Applications |
| Release date: |
October 2023 |
| First published: |
2023 |
| Authors: |
Emma Horton
• Andreas E. Kyprianou
|
| Dimensions: |
235 x 155mm (L x W) |
| Pages: |
240 |
| Edition: |
1st ed. 2023 |
| ISBN-13: |
978-3-03-139545-1 |
| Categories: |
Books
|
| LSN: |
3-03-139545-X |
| Barcode: |
9783031395451 |
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