Someone have a good reference list for the classification of an algebrical structures? An example? Be: "a" for associative, "c" for commutative, "d" for distributive, "n" for neutro element, "o" for opposite/inverse, so, R(+,*) is d+acno*acno!0 and it's called "field". Tricky? "d" it's the last with parentesis for explain distributive related who, and if it's left or right, the simbols have the related property to their right! ("!0" mean not 0, it has not inverse about product in real)
Could someone prove a list of this type with relative name? Like before:
R(+,*): acno*acno!0 d(+, l, r) -> field
It will help me, because I remember the operation's property, but not the correct name.
Thank's previously and sorry for the bad Eglish(I'm Italian)