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تعداد ۷ پاسخ غیر تکراری از ۷ پاسخ تکراری در مدت زمان ۰,۵۶ ثانیه یافت شد.

1. Algebra VII : combinatorial group theory : applications to geometry

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Author: A.N. Parshin, I.R. Shafarevich )eds.(

Library: Central Library of Amirkabir University of Technology (Tehran)

Subject: Combinatorial group theory , Geometric group theory

Classification :
QA
182
.
5
.
A43
1993

2. Algebra VII : combinatorial group theory : applications to geometry

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Author: A.N. Parshin, I.R. Shafarevich )eds.(

Library: Library of Institute for Research in Fundamental Sciences (Tehran)

Subject: ، Algebra,، Combinatorial group theory,، Geometric group theory

Classification :
QA
150
.
A5313
VII

3. Algebra VII : combinatorial group theory : applications to geometry

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Author:

Library: Central Library of Sharif University of Technology (Tehran)

Subject: ، Combinatorial group theory,، Geometric group theory

Classification :
QA
182
.
5
.
A43
1993

4. Combinatorial and geometric group theory :

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Author: Oleg Bogopolski [and others].

Library: Center and Library of Islamic Studies in European Languages (Qom)

Subject: Combinatorial group theory, Congresses.,Geometric group theory, Congresses.,Combinatorial group theory.,Geometric group theory.,MATHEMATICS-- Algebra-- Intermediate.

Classification :
QA182
.
5
.
C653
2010

5. Combinatorial and geometric group theory : AMS special session, combinatorial group theory, November 4-5, 2000, New York, New York : AMS special session, computational group theory, April 28-29, 2001, Hoboken, New Jersey

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Author: Sean Cleary ... ]et al.[, editors

Library: Library of Institute for Research in Fundamental Sciences (Tehran)

Subject: Congresses ، Combinatorial group theory,Congresses ، Geometric group theory

Classification :
QA
182
.
5
.
A482
2000

6. Combinatorial and geometric group theory : Edinburgh, 1993

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Author: edited by Andrew J. Duncan, N.D. Gilbert, James Howie

Library: Library of Institute for Research in Fundamental Sciences (Tehran)

Subject: Congresses ، Combinatorial group theory,Congresses ، Geometric group theory

Classification :
QA
182
.
5
.
C64

7. Introduction to approximate groups /

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Author: Matthew C. H. Tointon.

Library: Center and Library of Islamic Studies in European Languages (Qom)

Subject: Additive combinatorics.,Combinatorial number theory.,Geometric group theory.,Group theory.,Additive combinatorics.,Combinatorial number theory.,Geometric group theory.,Group theory.

Classification :
QA174
.
2
.
T65
2020
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