Tree generation and enumeration — An extended model in graph theory
Hyttinen, Jesse Sakari
Tuotetiedot
| Nimeke: | Tree generation and enumeration — An extended model in graph theory | ||
| Tekijät: | Hyttinen, Jesse Sakari (Kirjoittaja) | ||
| Tuotetunnus: | 9789528065722 | ||
| Tuotemuoto: | Pehmeäkantinen kirja | ||
| Saatavuus: | Toimitusaika 1-3 arkipäivää | ||
| Ilmestymispäivä: | 11.7.2022 | ||
| Hinta: | 49,00 € (42,98 € alv 0 %) | ||
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| Kust. tuotetunnus: | 21672929 |
| Kustantaja: | BoD - Books on Demand |
| Painos: | 1. painos, 2022 |
| Julkaisuvuosi: | 2022 |
| Kieli: | englanti |
| Sivumäärä: | 300 |
| Tuoteryhmät: | Kaikki tuotteet Tietokirjallisuus |
| Kirjastoluokka: | 51.4 Todennäköisyyslaskenta |
| YSO - Yleinen suomalainen asiasanasto: | verkkoteoria |
| Avainsanat: | graph theory, Tree generation and enumeration, algebraic graph theory, mathematics, discrete mathematics |
I believe in passing on knowledge to further generations, inspiring scientists and mathematicians of today and tomorrow. By making books about graph theory, I can make my vision happen and leave a mark in this world, and enrich the minds of curious individuals.
The book Tree generation and enumeration: an extended model in graph theory, is about a formal system for tree generation, including such tree types as rooted trees, free trees, series-reduced rooted trees and series-reduced free trees. A link is made between positive integer partitions, natural numbers and trees, and the scope of tree generation is expanded to equations, a new branch in graph theory called advanced vertex edge algebra.
With multiple various examples and results, this model, or theory, can be an insightful experience, and can improve intuition and expertise especially in rooted tree generation. The main focus of the book is in tree generation, but there are quite many examples of tree enumeration as well.
The book Tree generation and enumeration: an extended model in graph theory, is about a formal system for tree generation, including such tree types as rooted trees, free trees, series-reduced rooted trees and series-reduced free trees. A link is made between positive integer partitions, natural numbers and trees, and the scope of tree generation is expanded to equations, a new branch in graph theory called advanced vertex edge algebra.
With multiple various examples and results, this model, or theory, can be an insightful experience, and can improve intuition and expertise especially in rooted tree generation. The main focus of the book is in tree generation, but there are quite many examples of tree enumeration as well.