History: Abstract Algebra

Source of version: 1 (current)

* group (''sujgri'') ** x1 is a group with elements x2 and operation x3se girzu is the identity, inverse, and associativity laws and drops out ***Is each element a ''se sujgri''? Could you give an example sentence with ''sujgri'' as selbri? Thank you. --((xorxes)) ****la firgrup. sujgri lu'i li no bi'i ci le kaxycauvlina (''anyone have a better word for that?'') -phma *****But then x2 is the set, not the elements, right? --((xorxes)) * ring (''piljygri'') ** x1 is a ring with elements x2, addition x3, and multiplication x4 * division ring (''dilcygri'') * field * natural number (''rarna'u'') * integer (''mulna'u'') * rational number (''frinu'' or ''pabna'u'') * irrational number (''nalpabna'u'') * real number (''zatna'u'') * imaginary number (not ''ka'orna'u'', so what?) ** ka'o zei namcu -((Robin Lee Powell)) ** ''xarna'u'' * complex number (''lujna'u'') * quaternion * ''p''-adic number (''fatysaclu be fi li py namcu'') * identity (''mi'uzba''?) * inverse (''dukti'')