| Title:
             | 
Results on the commutative neutrix convolution product of distributions (English) | 
| Author:
             | 
Fisher, Brian | 
| Author:
             | 
Özçag, Emin | 
| Language:
             | 
English | 
| Journal:
             | 
Archivum Mathematicum | 
| ISSN:
             | 
0044-8753 (print) | 
| ISSN:
             | 
1212-5059 (online) | 
| Volume:
             | 
29 | 
| Issue:
             | 
1 | 
| Year:
             | 
1993 | 
| Pages:
             | 
105-117 | 
| . | 
| Category:
             | 
math | 
| . | 
| MSC:
             | 
44A35 | 
| MSC:
             | 
46F10 | 
| idZBL:
             | 
Zbl 0812.46028 | 
| idMR:
             | 
MR1242633 | 
| . | 
| Date available:
             | 
2008-06-06T21:24:10Z | 
| Last updated:
             | 
2012-05-10 | 
| Stable URL:
             | 
http://hdl.handle.net/10338.dmlcz/107471 | 
| . | 
| Reference:
             | 
[1] van der Corput, J. G.: Introduction to the neutrix calculus.J. Analyse Math. 7 (1959-60), 291-398. Zbl 0097.10503, MR 0124678 | 
| Reference:
             | 
[2] Fisher, B., Kuribayashi, Y.: Neutrices and the Beta function.Rostock. Math. Kolloq. 32 (1987), 56-66. MR 0937666 | 
| Reference:
             | 
[3] Fisher, B., Li Chen Kuan: A commutative neutrix convolution product of distributions.Univ. u Novom Sadu Zb. Rad. Prirod.-Mat. Fak. Ser. Mat., to appear. MR 1319771 | 
| Reference:
             | 
[4] Fisher, B., Özçaḡ, E.: A result on the commutative neutrix convolution product of distributions.Doğa Mat. 16 (1992), 33-45. MR 1156362 | 
| Reference:
             | 
[5] Fisher, B., Özçaḡ, E., Li, C. K.: A commutative neutrix convolution of distributions and the exchange formula.Arch. Math. (Brno) 28 (1992), 187-197. MR 1222286 | 
| Reference:
             | 
[6] Gel’fand, I. M., Shilov, G. E.: Generalized functions.vol. . I, Academic Press, 1964. MR 0166596 | 
| Reference:
             | 
[7] Jones, D. S.: The convolution of generalized functions.Quart. J. Math. Oxford Ser. (2) 24 (1973), 145-163. Zbl 0256.46054, MR 0336325 | 
| . |