DocumentCode
3585192
Title
Information Theory in Management of Organizational Hierarchies
Author
Murthy, G. Rama ; Pongubala, Sharika ; Girdhani, Sharan
Author_Institution
Int. Inst. of Inf. Technol., Hyderabad, India
fYear
2014
Firstpage
52
Lastpage
55
Abstract
This research paper lays the groundwork for designing a type of optimally secure organizational hierarchy. The following discussion defines how any management structure can be modelled in order to create an optimally secure hierarchy. An optimally secure hierarchy is one in which there exists a prefix-free path to all local leaders and the average depth or hop count for all local leaders is as minimal as possible. Using already existing concepts of source coding and Kraft´s Inequality, an optimal hierarchy can be formed which satisfies all necessary constraints. Further, the problem of having more than one class of members in a hierarchy is briefly discussed.
Keywords
data structures; information theory; optimisation; security of data; source code (software); trees (mathematics); Kraft inequality; information theory; organizational hierarchy graph; organizational hierarchy security; prefix-free path; source coding; spanning tree; Binary trees; Cities and towns; Huffman coding; Information technology; Organizations; Source coding; Kraft´s Inequality; hierarchy;
fLanguage
English
Publisher
ieee
Conference_Titel
Soft Computing and Machine Intelligence (ISCMI), 2014 International Conference on
Type
conf
DOI
10.1109/ISCMI.2014.21
Filename
7079353
Link To Document