## On some properties of a high order fractional differential operator which is not in general selfadjoint.

Research output: Contribution to journal › Article › peer-review

### Standard

**On some properties of a high order fractional differential operator which is not in general selfadjoint.** / Debbi, Latifa.

In:

Appl.Math.Sci., Vol. 25-28, 2007, p. 1325-1339.

Research output: Contribution to journal › Article › peer-review

### Harvard

Debbi, L 2007, 'On some properties of a high order fractional differential operator which is not in general selfadjoint.', *Appl.Math.Sci.*, vol. 25-28, pp. 1325-1339.

### APA

Debbi, L. (2007). On some properties of a high order fractional differential operator which is not in general selfadjoint. *Appl.Math.Sci.*, *25-28*, 1325-1339.

### Vancouver

Debbi L. On some properties of a high order fractional differential operator which is not in general selfadjoint. Appl.Math.Sci. 2007;25-28:1325-1339.

### Author

Debbi, Latifa. / **On some properties of a high order fractional differential operator which is not in general selfadjoint.** In: Appl.Math.Sci. 2007 ; Vol. 25-28. pp. 1325-1339.

@article{16c55e00ff0445f1865fd4df3001ea7e,

title = "On some properties of a high order fractional differential operator which is not in general selfadjoint.",

author = "Latifa Debbi",

year = "2007",

language = "English",

volume = "25-28",

pages = "1325--1339",

journal = "Appl.Math.Sci.",

issn = "1312-885",

}

### RIS (suitable for import to EndNote) - Download

TY - JOUR

T1 - On some properties of a high order fractional differential operator which is not in general selfadjoint.

AU - Debbi, Latifa

PY - 2007

Y1 - 2007

M3 - Article

VL - 25-28

SP - 1325

EP - 1339

JO - Appl.Math.Sci.

JF - Appl.Math.Sci.

SN - 1312-885

ER -