abstract Algebra
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- 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
- Is each element a se sujgri? Could you give an example sentence with sujgri as selbri? Thank you. --xorxes
- 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)