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This is a glossary of [[abstract algebra]] ; [[associative]] : Of an operator <math>*</math>, such that, for any operands <math>a,b,c, (a * b ...

This is a glossary of [[linear algebra]]. ; [[basis]] : In a vector space, a linearly independent set of vectors spanning the whole vector space. ...

...ory]]. Throughout the article, we use ''e'' to denote the identity element of a group. ...' = {&thinsp;''hg'' : ''h'' &isin; ''H''&thinsp;} is the '''right coset''' of ''H'' in ''G'' with respect to ''g''. ...

This is a glossary of [[game theory]]—the branch of mathematics in which [[game]]s are studied: that is, models describing human behaviour. ; The set of '''players''' : <math> \mathrm{N} </math>. ...

...y|lattice]], and [[domain theory]]. Note that there is a structured [[list of order topics]] available as well. Other helpful resources might be the foll * [[completeness (order theory)|completeness properties]] of partial orders ...

The following is a [[glossary]] of terms related to probability and statistics. ; [[bias]] : A sample not being representative of the population. ...

...ology]]. Although there is no absolute distinction between different areas of topology, the focus here is on [[general topology]]. The following definiti ...open sets in <math>X</math> are open, or equivalently, if arbitrary unions of closed sets are closed. ...

...a glossary of [[graph theory]]—a mathematical theory of graphs consisting of vertices and edges that connect vertices. [[Image:6n-graf.svg|thumb|An illustration of a graph]] ...