< Z_n> .... Symbols Like < And > But Less "Sharp" ....

In summary, the symbols < and > are used to compare values and indicate which one is smaller or larger. They are different from "sharp" symbols, which are used for other purposes such as musical notation or social media. The symbol < Z_n > represents the set of integers modulo n, and is read as "Z mod n" or "the integers modulo n". These symbols are important in mathematics for expressing relationships and logical statements.
  • #1
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I wish to display symbols like < and > as in < z_n > but more like the symbols in the following text ...

View attachment 7344Hope someone can help ...

Peter
 
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  • #2
Something like:

\left\langle z_1 \right\rangle

which gives:

\(\displaystyle \left\langle z_1 \right\rangle\) ?
 
  • #3
MarkFL said:
Something like:

\left\langle z_1 \right\rangle

which gives:

\(\displaystyle \left\langle z_1 \right\rangle\) ?
Yes, thanks Mark ...

Appreciate your help ...

Peter
 

FAQ: < Z_n> .... Symbols Like < And > But Less "Sharp" ....

What is the meaning of the symbols < and >?

The symbols < and > are known as "less than" and "greater than" symbols, respectively. They are used to compare two values and indicate which one is smaller or larger.

How are the symbols < and > different from "sharp" symbols?

The symbols < and > are used for comparison, while "sharp" symbols, such as # or ♯, are used in musical notation or to indicate a comment or hashtag in social media.

What does the symbol < Z_n > represent?

The symbol < Z_n > represents the set of integers modulo n, which is a mathematical structure used in number theory and abstract algebra.

How is the symbol < Z_n > read or pronounced?

The symbol < Z_n > is read as "Z mod n" or "the integers modulo n".

What is the significance of using the symbols < and > in mathematics?

The symbols < and > are used in mathematics to represent inequalities and compare values. They are essential for expressing mathematical relationships and making logical statements.

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