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Enumerative Theory Of Maps (Mathematics and Its Applications (closed):
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9789401058834 - Liu Yanpei: Enumerative Theory of Maps
1
Liu Yanpei (?):

Enumerative Theory of Maps (2012) (?)

Delivery from: Netherlands

ISBN: 9789401058834 (?) or 9401058830, in dutch, Springer, Paperback, New

MWK 0 ( 135.00)¹(free shipping, without obligation)
5-10 werkdagen
bol.com
Combinatorics as a branch of mathematics studies the arts of counting. Enumeration occupies the foundation of combinatorics with a large range of applications not only in mathematics itself but also in many other disciplines. It is too broad a task to write a book to show the deep development in every corner from this aspect. This monograph is intended to provide a unified theory for those related to the enumeration of maps. For enumerating maps the first thing we have to know is the sym­ metry ... Combinatorics as a branch of mathematics studies the arts of counting. Enumeration occupies the foundation of combinatorics with a large range of applications not only in mathematics itself but also in many other disciplines. It is too broad a task to write a book to show the deep development in every corner from this aspect. This monograph is intended to provide a unified theory for those related to the enumeration of maps. For enumerating maps the first thing we have to know is the sym­ metry of a map. Or in other words, we have to know its automorphism group. In general, this is an interesting, complicated, and difficult problem. In order to do this, the first problem we meet is how to make a map considered without symmetry. Since the beginning of sixties when Tutte found a way of rooting on a map, the problem has been solved. This forms the basis of the enumerative theory of maps. As soon as the problem without considering the symmetry is solved for one kind of map, the general problem with symmetry can always, in principle, be solved from what we have known about the automorphism of a polyhedron, a synonym for a map, which can be determined efficiently according to another monograph of the present author [Liu58].Taal: Engels;Afmetingen: 22x240x160 mm;Gewicht: 679,00 gram;Verschijningsdatum: november 2012;ISBN10: 9401058830;ISBN13: 9789401058834; Engelstalig | paperback | 2012
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Nieuw, 5-10 werkdagen
Platform order number Bol.com: 9200000022326561
Category: Studie & Management, Techniek & Technologie, Informatica /, Studie & Management, Exacte wetenschappen, Wiskunde & Statistiek
Data from 03/16/2017 08:32h
ISBN (alternative notations): 94-010-5883-0, 978-94-010-5883-4
9789401058834 - Liu Yanpei: Enumerative Theory Of Maps (Mathematics and Its Applications (closed))
2
Liu Yanpei (?):

Enumerative Theory Of Maps (Mathematics and Its Applications (closed)) (2013) (?)

ISBN: 9789401058834 (?) or 9401058830, in english, 428 pages, Springer, Paperback, Used

MWK 0 (£ 42.98)¹(without obligation)
Usually dispatched within 1-2 business days, exclusief verzendkosten (indien geleverd)
From Seller/Antiquarian, ShineWood
Combinatorics as a branch of mathematics studies the arts of counting. Enumeration occupies the foundation of combinatorics with a large range of applications not only in mathematics itself but also in many other disciplines. It is too broad a task to write a book to show the deep development in every corner from this aspect. This monograph is intended to provide a unified theory for those related to the enumeration of maps. For enumerating maps the first thing we have to know is the sym- metry of a map. Or in other words, we have to know its automorphism group. In general, this is an interesting, complicated, and difficult problem. In order to do this, the first problem we meet is how to make a map considered without symmetry. Since the beginning of sixties when Tutte found a way of rooting on a map, the problem has been solved. This forms the basis of the enumerative theory of maps. As soon as the problem without considering the symmetry is solved for one kind of map, the general problem with symmetry can always, in principle, be solved from what we have known about the automorphism of a polyhedron, a synonym for a map, which can be determined efficiently according to another monograph of the present author [Liu58]. paperback, Editie: Softcover reprint of the original 1st Ed. 1999, Label: Springer, Springer, Productgroep: Book, Gepubliceerd: 2013-12-31, Releasedatum: 2013-12-31, Studio: Springer
Platform order number Amazon.co.uk: iUwGY3Sy4SyvB%2BxY8qgsKveb6cJR vOb3Lk4SjcA9AEXyVqUAwKbjdxN%2B 1IPDv1hjjh%2FinNCM19zxsVpWqeEo ghX5Cl4tvK%2FG8pLsPHIZIIdpoZ5f bcSHhgzKmx25dJsSW2z7D1GOOvm9mi zND6Qy7w%3D%3D
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Data from 03/16/2017 08:32h
ISBN (alternative notations): 94-010-5883-0, 978-94-010-5883-4
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