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Mathematical Sciences: Algebra, Geometry & Topology: useful journals A to Z

Key Algebra, Geometry & Topology Journals

This page contains useful journals for Algebra, Geometry & Topology. They are all available online unless stated otherwise. See DelphiS for a full list of electronic journals (also note webcat contains details of print and electronic journals).

 

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A

Algebra and logic

Algebra colloquium

Algebraic and geometric topology

Algebras and representation theory

Annals of combinatorics

Annals of global analysis and geometry

Applied categorical structures

B

Balkan journal of geometry and its applications

C

Chaos, solitons and fractals

Combinatorica

Communications in algebra

Complexity

Computational geometry

Computer aided geometric design

Conformal geometry and dynamics

D

Designs, codes, and cryptography

Differential geometry and its applications

Discrete & computational geometry

E

Electronic journal of combinatorics

European journal of combinatorics

F

Finite fields and their applications

Fuzzy sets and systems

G

Games and economic behavior

Geometriae dedicata

Geometry and topology

Graphical models

Graphs and combinatorics

H

Homology, homotopy, and applications

I

International journal of game theory

Integers

J

Journal of algebra

Journal of algebraic combinatorics

Journal of combinatorial designs

Journal of combinatorial theory: series A

Journal of combinatorial theory: series B

Journal of complexity

Journal of differential geometry

Journal of geometry

Journal of geometry and physics

Journal of graph algorithms and applications

Journal of graph theory

Journal of group theory

Journal of integer sequences

Journal of logic and algebraic programming

Journal of number theory

Journal of pure and applied algebra

L

Linear algebra and its applications

Linear and multilinear algebra

N

Numerical linear algebra with applications

O

Order

R

Representation theory

S

Semigroup forum

T

Theory and applications of categories

Topology

Topology and its applications

Transformation groups



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