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In: Advanced Math

IS623 practice Short Answer Questions Suppose you have a secure system with three subjects and three...

IS623 practice

Short Answer Questions

  1. Suppose you have a secure system with three subjects and three objects, with levels as listed below. (10 points)

Here H dominates L. You wish to implement a Bell and LaPadula model of security for this system. Fill in the access rights (R and/or W) permitted by the model for each subject/object pair in the access matrix below:

Obj1

Obj2

Obj3

Subj1

Subj2

Subj3

Type

Name

Level

Object

Obj1

(H, {A})

Object

Obj2

(L, {B})

Object

Obj3

(L, {A,B})

Subject

Subj1

(L, {A,B})

Subject

Subj2

(H,{B})

Subject

Subj3

(H,{A,B,C})

  1. Suppose a department has determined that some users have gained unauthorized access to the computing system. Managers fear the intruders might intercept or even modify sensitive data on the system. Cost to reconstruct correct data is expected to be $2,000,000 with 5% likelihood per year.

One approach to addressing this problem is to install a more secure data access control problem. The cost of access control software is is $50,000 with 80% effectiveness. Here is the summary of risk and control:

  • Cost to reconstruct correct data = $2,000,000 with 5% likelihood per year
  • Effectiveness of access control software: 80%
  • Cost of access control software: $50,000

Determine the expected annual costs due to loss and controls. Also, determine whether the costs outweigh the benefits of preventing or mitigating the risks. (5 points)

  1. Suppose your data’s binary stream is 1110101. What is the XOR result with the bit stream of 1111111? (2 points)
  1. Suppose the following:
    • James’ public key = Kj, James’ private key = Kj-1
    • Randy’s public key = Kr, Randy’s private key = Kr-1
    • Each person’s public key is known to others; Each one’s private key is only known to the owner
  1. Explain how Randy can send a plaintext P to James secretly (2 points)
  1. Explain how James can verify if a plaintext P is sent from Randy (2 points)

  1. Explain how Randy can verify if a plaintext P is sent from James and at the same time P is sent secretly from James to Randy. (2 points)

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