Kloosterman sum
particular kind of exponential sum
Facts
6 properties- Instance of
- mathematical concept
- Subclass of
- exponential sum[3]
- Defining formula
- K(a,b,n)=\sum\limits_{k(n)}e \left( \frac{ak+b\bar{k}}{n} \right), K(a,b;m)=\sum_{\stackrel{0\leq x\leq m-1}{\gcd(x,m)=1}} e^{\frac{2\pi i}{m} (ax+bx^*)}., K(u,v,n)\equiv\sum_{h}{exp}\left[\frac{2\pi i(uh+v\bar{h})}{n}\right]
- Maintained by WikiProject
- WikiProject Mathematics[5]
- Named after
- Hendrik Kloosterman[2]
- Time of discovery or invention
- 1926[4]
🏷️ Also known as
en Kloosterman sum
fr Somme de Kloosterman
ja Kloosterman和
pt soma de Kloosterman
ru Суммы Клоостермана
sv Kloostermansumma
uk суми Клоостермана
🔖 Identifiers · 11
- Library of Congress authority ID
- sh87005566
- GND ID
- 4309220-2
- OpenAlex ID
- C34282223
- Bibliothèque nationale de France ID
- 123927278
- FAST ID
- 988037
- Freebase ID
- /m/08j9kp
- IdRef ID
- 033017549
- MathWorld ID
- KloostermansSum
- Microsoft Academic ID (discontinued)
- 34282223
- National Library of Israel J9U ID
- 987007529832805171
- Yale LUX ID
- concept/d1305e2a-de53-4367-b71d-917e7b32a4fb
🔗 Connections
Created notable works 1
Maintained by WikiProject 1
Named after 1
Subclass of 1
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Summary
Kloosterman sum is a mathematical concept[1].