eprint.iacr.org will be offline for approximately an hour
for routine maintenance at 11pm UTC on Tuesday, April 16. We lost some data between
April 12 and April 14, and some authors have been notified that they need to resubmit their papers.
You are looking at a specific version 20160330:075457 of this paper.
See the latest version.
Paper 2016/335
Complete characterization of generalized bent and 2^k-bent Boolean functions
Chunming Tang, Can Xiang, Yanfeng Qi, Keqin Feng
Abstract
In this paper we investigate properties of generalized bent Boolean functions and 2k-bent (i.e., negabent, octabent, hex- adecabent, et al.) Boolean functions in a uniform framework. We generalize the work of Stˇ anicˇ a et al., present necessary and sufficient conditions for generalized bent Boolean functions and 2k-bent Boolean functions in terms of classical bent functions, and completely characterize these functions in a combinatorial form. The result of this paper further shows that all generalized bent Boolean functions are regular.
Metadata
- Available format(s)
-
PDF
- Category
- Foundations
- Publication info
- Preprint. MINOR revision.
- Contact author(s)
- tangchunmingmath @ 163 com
- History
- 2016-03-30: received
- Short URL
- https://ia.cr/2016/335
- License
-
CC BY
