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A few names are used in different subjects in mathematics with completely distinct meanings. A couple of common examples are "spectrum" and "regular". Sometimes, this creates problems with tags on MathOverflow, as is explained in some of the answers to the question Help cleanup tags!. Specifically, I want to ask about the tag , which is used for questions concerning:

  • divisibility in the integers or in rings, and
  • divisors in algebraic geometry.

It may be desirable then to use two more specific tags to replace .

Question: What are your suggestions for the names of those more specific tags which could replace the tag ?

 

Generalized question: Do you suggest any general strategies for naming tags which distinguish the subjects of origin? A hypothetical example is: name tags which distinguish "spectrum" in functional analysis from "spectrum" in algebraic topology.

A few names are used in different subjects in mathematics with completely distinct meanings. A couple of common examples are "spectrum" and "regular". Sometimes, this creates problems with tags on MathOverflow, as is explained in some of the answers to the question Help cleanup tags!. Specifically, I want to ask about the tag , which is used for questions concerning:

  • divisibility in the integers or in rings, and
  • divisors in algebraic geometry.

It may be desirable then to use two more specific tags to replace .

Question: What are your suggestions for the names of those more specific tags which could replace the tag ?

 

Generalized question: Do you suggest any general strategies for naming tags which distinguish the subjects of origin? A hypothetical example is: name tags which distinguish "spectrum" in functional analysis from "spectrum" in algebraic topology.

A few names are used in different subjects in mathematics with completely distinct meanings. A couple of common examples are "spectrum" and "regular". Sometimes, this creates problems with tags on MathOverflow, as is explained in some of the answers to the question Help cleanup tags!. Specifically, I want to ask about the tag , which is used for questions concerning:

  • divisibility in the integers or in rings, and
  • divisors in algebraic geometry.

It may be desirable then to use two more specific tags to replace .

Question: What are your suggestions for the names of those more specific tags which could replace the tag ?

Generalized question: Do you suggest any general strategies for naming tags which distinguish the subjects of origin? A hypothetical example is: name tags which distinguish "spectrum" in functional analysis from "spectrum" in algebraic topology.

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A few names are used in different subjects in mathematics with completely distinct meanings. A couple of common examples are "spectrum" and "regular". Sometimes, this creates problems with tags on MathOverflow, as is explained in some of the answers to the question Help cleanup tags!Help cleanup tags!. Specifically, I want to ask about the tag , which is used for questions concerning:

  • divisibility in the integers or in rings, and
  • divisors in algebraic geometry.

It may be desirable then to use two more specific tags to replace .

Question: What are your suggestions for the names of those more specific tags which could replace the tag ?

Generalized question: Do you suggest any general strategies for naming tags which distinguish the subjects of origin? A hypothetical example is: name tags which distinguish "spectrum" in functional analysis from "spectrum" in algebraic topology.

A few names are used in different subjects in mathematics with completely distinct meanings. A couple of common examples are "spectrum" and "regular". Sometimes, this creates problems with tags on MathOverflow, as is explained in some of the answers to the question Help cleanup tags!. Specifically, I want to ask about the tag , which is used for questions concerning:

  • divisibility in the integers or in rings, and
  • divisors in algebraic geometry.

It may be desirable then to use two more specific tags to replace .

Question: What are your suggestions for the names of those more specific tags which could replace the tag ?

Generalized question: Do you suggest any general strategies for naming tags which distinguish the subjects of origin? A hypothetical example is: name tags which distinguish "spectrum" in functional analysis from "spectrum" in algebraic topology.

A few names are used in different subjects in mathematics with completely distinct meanings. A couple of common examples are "spectrum" and "regular". Sometimes, this creates problems with tags on MathOverflow, as is explained in some of the answers to the question Help cleanup tags!. Specifically, I want to ask about the tag , which is used for questions concerning:

  • divisibility in the integers or in rings, and
  • divisors in algebraic geometry.

It may be desirable then to use two more specific tags to replace .

Question: What are your suggestions for the names of those more specific tags which could replace the tag ?

Generalized question: Do you suggest any general strategies for naming tags which distinguish the subjects of origin? A hypothetical example is: name tags which distinguish "spectrum" in functional analysis from "spectrum" in algebraic topology.

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A few names are used in different subjects in mathematics with completely distinct meanings. A couple of common examples are "spectrum" and "regular". Sometimes, this creates problems with tags on MathOverflow, as is explained in some of the answers to the question Help cleanup tags!. Specifically, I want to ask about the tag , which is used for questions concerning:

  • divisibility in the integers or in rings, and
  • divisors in algebraic geometry.

It may be desirable then to use two more specific tags to replace .

Question: What are your suggestions for the names of those more specific tags which could replace the tag ?

Generalized question: Do you suggest any general strategies for naming tags which distinguish the subjects of origin? A hypothetical example is: name tags which distinguish "spectrum" in functional analysis from "spectrum" in algebraic topology.

Just to be clear, I do not intend this question to become a discussion concerning the necessity or desirability of more specific tags.

A few names are used in different subjects in mathematics with completely distinct meanings. A couple of common examples are "spectrum" and "regular". Sometimes, this creates problems with tags on MathOverflow, as is explained in some of the answers to the question Help cleanup tags!. Specifically, I want to ask about the tag , which is used for questions concerning:

  • divisibility in the integers or in rings, and
  • divisors in algebraic geometry.

It may be desirable then to use two more specific tags to replace .

Question: What are your suggestions for the names of those more specific tags which could replace the tag ?

Generalized question: Do you suggest any general strategies for naming tags which distinguish the subjects of origin? A hypothetical example is: name tags which distinguish "spectrum" in functional analysis from "spectrum" in algebraic topology.

Just to be clear, I do not intend this question to become a discussion concerning the necessity or desirability of more specific tags.

A few names are used in different subjects in mathematics with completely distinct meanings. A couple of common examples are "spectrum" and "regular". Sometimes, this creates problems with tags on MathOverflow, as is explained in some of the answers to the question Help cleanup tags!. Specifically, I want to ask about the tag , which is used for questions concerning:

  • divisibility in the integers or in rings, and
  • divisors in algebraic geometry.

It may be desirable then to use two more specific tags to replace .

Question: What are your suggestions for the names of those more specific tags which could replace the tag ?

Generalized question: Do you suggest any general strategies for naming tags which distinguish the subjects of origin? A hypothetical example is: name tags which distinguish "spectrum" in functional analysis from "spectrum" in algebraic topology.

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