Can anyone explain the difference between a ring, a group, and a field in a way so that your average 15 year old can understand?
91969
What are the differences between rings, groups, and fields?
132105
What makes a field not groupable
98387
How to solve polynomial equations in a field and/or in a ring?
156038
Why does Lang describe a field as a union and compositum of its subfields in this manner?
23760
In what kind of rings a divisor of a product is a product of divisors?
111104
Ring theory notation question
60865
What are fields?
11573
Rings and some of their properties
24247
Ring Inside an Algebraic Field Extension
148192
In a field that is the direct product of two fields, why isn't it a field?
109692
How does a spherical lens differ from an aspherical lens?
63537
Difference between Field and Field Instance?
26644
Does this give a localization of a ring?
89215
How to describe the quotient group $\mathbb{Z} \times \mathbb{Z} / \langle (1, 2) \rangle$
130159
Meaning of ring notation $\Bbb Z_{(p)}$ in commutative algebra [localization]
111964
Magnetic field lines vs. Electric field lines
105887
Ring and Subring with different Identities