Talk:Prime number/Draft: Difference between revisions
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imported>Greg Woodhouse (Just delete this?) |
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After some thought, I added a clarification to the introductory material. The reason is that while the rational primes (i.e., primes in <math>\mathbb{Z}</math>) are very important in cryptographic applications, other engineering applications (notably error detecting and correcting codes, where linear codes are very important) depend upon properties of primes and factorization in other rings (such as <math>\mathbb{F}_2[x]</math>). It may seem like a small thing, but I do want to be sure that the claims made in the introductory section are correct. [[User:Greg Woodhouse|Greg Woodhouse]] 05:41, 5 April 2007 (CDT) | After some thought, I added a clarification to the introductory material. The reason is that while the rational primes (i.e., primes in <math>\mathbb{Z}</math>) are very important in cryptographic applications, other engineering applications (notably error detecting and correcting codes, where linear codes are very important) depend upon properties of primes and factorization in other rings (such as <math>\mathbb{F}_2[x]</math>). It may seem like a small thing, but I do want to be sure that the claims made in the introductory section are correct. [[User:Greg Woodhouse|Greg Woodhouse]] 05:41, 5 April 2007 (CDT) | ||
== Just delete this? == | |||
I noticed that someone removed the hyperlinks from the latter part of the introductory paragraph, and I agree that this was a good idea. To be honest, I wouldn't mind just deleting | |||
<blockquote> | |||
Understanding properties of prime numbers and their generalizations is essential to modern cryptography, and to public key ciphers that are crucial to Internet commerce, wireless networks, telemedicine and, of course, military applications. Less well known is that other computer algorithms also depend on properties of prime numbers. These algorithms allow computers to run faster, computer networks to carry more data with a greater degree of reliability, and are basic to the operation of many consumer electronics devices, such as television sets, DVD players, GPS devices, and more. Life as we know it today would not be possible without an understanding of prime numbers. | |||
</blockquote> | |||
I put it in there to provide some motivation for the study of prime numbers, but I'm not so sure I don't find it distracting (or just plain too long) ''without'' the hyperlinks. [[User:Greg Woodhouse|Greg Woodhouse]] 10:14, 5 April 2007 (CDT) |
Revision as of 09:14, 5 April 2007
Workgroup category or categories | Mathematics Workgroup [Categories OK] |
Article status | Developing article: beyond a stub, but incomplete |
Underlinked article? | No |
Basic cleanup done? | Yes |
Checklist last edited by | Greg Woodhouse 07:08, 5 April 2007 (CDT) |
To learn how to fill out this checklist, please see CZ:The Article Checklist.
Primes and their generalizations
After some thought, I added a clarification to the introductory material. The reason is that while the rational primes (i.e., primes in ) are very important in cryptographic applications, other engineering applications (notably error detecting and correcting codes, where linear codes are very important) depend upon properties of primes and factorization in other rings (such as ). It may seem like a small thing, but I do want to be sure that the claims made in the introductory section are correct. Greg Woodhouse 05:41, 5 April 2007 (CDT)
Just delete this?
I noticed that someone removed the hyperlinks from the latter part of the introductory paragraph, and I agree that this was a good idea. To be honest, I wouldn't mind just deleting
Understanding properties of prime numbers and their generalizations is essential to modern cryptography, and to public key ciphers that are crucial to Internet commerce, wireless networks, telemedicine and, of course, military applications. Less well known is that other computer algorithms also depend on properties of prime numbers. These algorithms allow computers to run faster, computer networks to carry more data with a greater degree of reliability, and are basic to the operation of many consumer electronics devices, such as television sets, DVD players, GPS devices, and more. Life as we know it today would not be possible without an understanding of prime numbers.
I put it in there to provide some motivation for the study of prime numbers, but I'm not so sure I don't find it distracting (or just plain too long) without the hyperlinks. Greg Woodhouse 10:14, 5 April 2007 (CDT)
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