© 2005 Ravi Sandhu www.list.gmu.edu Permissions and Inheritance (best viewed in slide show mode) Ravi Sandhu Laboratory for Information Security Technology.

Slides:



Advertisements
Similar presentations
Who Wants To Be A Millionaire?
Advertisements

Bellwork If you roll a die, what is the probability that you roll a 2 or an odd number? P(2 or odd) 2. Is this an example of mutually exclusive, overlapping,
Slide 1 Insert your own content. Slide 2 Insert your own content.
Cyber-Identity, Authority and Trust in an Uncertain World
Cyber-Identity, Authority and Trust in an Uncertain World
Cyber-Identity and Authorization in an Uncertain World Ravi Sandhu Laboratory for Information Security Technology Department of Information.
1 ACSAC 2002 © Mohammad al-Kahtani 2002 A Model for Attribute-Based User-Role Assignment Mohammad A. Al-Kahtani Ravi Sandhu George Mason University SingleSignOn.net,
SACMAT 03© Mohammad Al-Kahtani1 Induced Role Hierarchies with Attribute-Based RBAC Mohammad A. Al-Kahtani Ravi Sandhu George Mason University NSD Security,
© 2004 Ravi Sandhu The Schematic Protection Model (SPM) Ravi Sandhu Laboratory for Information Security Technology George Mason University.
© 2004 Ravi Sandhu The Safety Problem in Access Control HRU Model Ravi Sandhu Laboratory for Information Security Technology George Mason.
1 Framework for Role-Based Delegation Models (RBDMs) By: Ezedin S.Barka and Ravi Sandhu Laboratory Of Information Security Technology George Mason University.
© 2004 Ravi Sandhu A Perspective on Graphs and Access Control Models Ravi Sandhu Laboratory for Information Security Technology George.
INFS 767 Fall 2003 The RBAC96 Model Prof. Ravi Sandhu George Mason University.
ARBAC99 (Model for Administration of Roles)
Ravi Sandhu Venkata Bhamidipati
Role Activation Hierarchies Ravi Sandhu George Mason University.
ACCESS CONTROL: THE NEGLECTED FRONTIER Ravi Sandhu George Mason University.
ROLE HIERARCHIES AND CONSTRAINTS FOR LATTICE-BASED ACCESS CONTROLS
ENGINEERING AUTHORITY AND TRUST IN CYBERSPACE: A ROLE-BASED APPROACH Prof. Ravi Sandhu Laboratory for Information Security Technology George Mason University.
© Ravi Sandhu HRU and TAM Ravi Sandhu Laboratory for Information Security Technology George Mason University
ISA 662 RBAC-MAC-DAC Prof. Ravi Sandhu. 2 © Ravi Sandhu RBAC96 ROLES USER-ROLE ASSIGNMENT PERMISSIONS-ROLE ASSIGNMENT USERSPERMISSIONS... SESSIONS ROLE.
© 2006 Ravi Sandhu Cyber-Identity, Authority and Trust Systems Prof. Ravi Sandhu Professor of Information Security and Assurance Director,
© 2004 Ravi Sandhu The Typed Access Matrix Model (TAM) and Augmented TAM (ATAM) Ravi Sandhu Laboratory for Information Security Technology.
ROLE-BASED ACCESS CONTROL: A MULTI-DIMENSIONAL VIEW Ravi Sandhu, Edward Coyne, Hal Feinstein and Charles Youman Seta Corporation McLean, VA Ravi Sandhu.
Safety in Access Control Take-Grant (best viewed in slide-show mode)
© Ravi Sandhu Security Issues in P2P Systems Prof. Ravi Sandhu Laboratory for Information Security Technology George Mason University.
© 2005 Ravi Sandhu Administrative Scope (best viewed in slide show mode) Ravi Sandhu Laboratory for Information Security Technology George.
© 2005 Ravi Sandhu Administrative Scope (continued) (best viewed in slide show mode) Ravi Sandhu Laboratory for Information Security Technology.
© 2005 Ravi Sandhu Role Usage and Activation Hierarchies (best viewed in slide show mode) Ravi Sandhu Laboratory for Information Security.
OM-AM and RBAC Ravi Sandhu * Laboratory for Information Security Technology (LIST) George Mason University.
Engineering Authority and Trust in Cyberspace: The OM-AM and RBAC Way Prof. Ravi Sandhu George Mason University
© 2005 Ravi Sandhu Access Control Hierarchies (best viewed in slide show mode) Ravi Sandhu Laboratory for Information Security Technology.
For APNOMS Managing Pervasive Computing and Ubiquitous Communications Challenges Ahead Graham Chen.
Combining Like Terms. Only combine terms that are exactly the same!! Whats the same mean? –If numbers have a variable, then you can combine only ones.
Jeopardy Q 1 Q 6 Q 11 Q 16 Q 21 Q 2 Q 7 Q 12 Q 17 Q 22 Q 3 Q 8 Q 13
Jeopardy Q 1 Q 6 Q 11 Q 16 Q 21 Q 2 Q 7 Q 12 Q 17 Q 22 Q 3 Q 8 Q 13
Multiplying monomials & binomials You will have 20 seconds to answer the following 15 questions. There will be a chime signaling when the questions change.
Exponents You will have 20 seconds to complete each of the following 16 questions. A chime will sound as each slide changes. Read the instructions at.
Coordinate Plane Practice The following presentation provides practice in two skillsThe following presentation provides practice in two skills –Graphing.
0 - 0.
2 pt 3 pt 4 pt 5 pt 1 pt 2 pt 3 pt 4 pt 5 pt 1 pt 2 pt 3 pt 4 pt 5 pt 1 pt 2 pt 3 pt 4 pt 5 pt 1 pt 2 pt 3 pt 4 pt 5 pt 1 pt Time Money AdditionSubtraction.
DIVIDING INTEGERS 1. IF THE SIGNS ARE THE SAME THE ANSWER IS POSITIVE 2. IF THE SIGNS ARE DIFFERENT THE ANSWER IS NEGATIVE.
MULTIPLYING MONOMIALS TIMES POLYNOMIALS (DISTRIBUTIVE PROPERTY)
ADDING INTEGERS 1. POS. + POS. = POS. 2. NEG. + NEG. = NEG. 3. POS. + NEG. OR NEG. + POS. SUBTRACT TAKE SIGN OF BIGGER ABSOLUTE VALUE.
SUBTRACTING INTEGERS 1. CHANGE THE SUBTRACTION SIGN TO ADDITION
MULT. INTEGERS 1. IF THE SIGNS ARE THE SAME THE ANSWER IS POSITIVE 2. IF THE SIGNS ARE DIFFERENT THE ANSWER IS NEGATIVE.
Teacher Name Class / Subject Date A:B: Write an answer here #1 Write your question Here C:D: Write an answer here.
Addition Facts
CS4026 Formal Models of Computation Running Haskell Programs – power.
O X Click on Number next to person for a question.
© S Haughton more than 3?
© Charles van Marrewijk, An Introduction to Geographical Economics Brakman, Garretsen, and Van Marrewijk.
5.9 + = 10 a)3.6 b)4.1 c)5.3 Question 1: Good Answer!! Well Done!! = 10 Question 1:
1 Directed Depth First Search Adjacency Lists A: F G B: A H C: A D D: C F E: C D G F: E: G: : H: B: I: H: F A B C G D E H I.
Take from Ten First Subtraction Strategy -9 Click on a number below to go directly to that type of subtraction problems
Past Tense Probe. Past Tense Probe Past Tense Probe – Practice 1.
This, that, these, those Number your paper from 1-10.
Limits (Algebraic) Calculus Fall, What can we do with limits?
Properties of Exponents
Addition 1’s to 20.
25 seconds left…...
Test B, 100 Subtraction Facts
11 = This is the fact family. You say: 8+3=11 and 3+8=11
Week 1.
Chapter 12 Enhanced Entity-Relationship Modeling Transparencies © Pearson Education Limited 1995, 2005.
1 Ke – Kitchen Elements Newport Ave. – Lot 13 Bethesda, MD.
FIND THE AREA ( ROUND TO THE NEAREST TENTHS) 2.7 in 15 in in.
O X Click on Number next to person for a question.
Institute for Cyber Security
Presentation transcript:

© 2005 Ravi Sandhu Permissions and Inheritance (best viewed in slide show mode) Ravi Sandhu Laboratory for Information Security Technology George Mason University

© 2005 Ravi Sandhu 2 Reference Jason Crampton. On permissions, inheritance and role hierarchies. Proceedings of the 10th ACM conference on Computer and communications security, Washington D.C 2003, pages: Several diagrams and text excerpts are taken directly from this paper.

© 2005 Ravi Sandhu 3 Arrow notation

© 2005 Ravi Sandhu 4 Administrative scope

© 2005 Ravi Sandhu 5 Effective roles of permission p up down neutral

© 2005 Ravi Sandhu 6 Permission Hierarchy

© 2005 Ravi Sandhu 7 Consistency and redundancy

© 2005 Ravi Sandhu 8 Simulating BLP (liberal *-property)

© 2005 Ravi Sandhu 9 Simulating BLP (liberal *-property) Maximal or minimal permission is assigned to exactly one role

© 2005 Ravi Sandhu 10 Constraints for simulating BLP

© 2005 Ravi Sandhu 11 Constraints for simulating BLP

© 2005 Ravi Sandhu 12 Constraints for simulating BLP

© 2005 Ravi Sandhu 13 Constraints for simulating BLP

© 2005 Ravi Sandhu 14 Constraints for simulating BLP

© 2005 Ravi Sandhu 15 Security levels

© 2005 Ravi Sandhu 16 Security levels

Feedback: Privacy Policy Feedback
Do Not Sell My Personal Information
About project: SlidePlayer Terms of Service

© 2024 SlidePlayer.com. Inc. All rights reserved.