Describe diffie-hellman algorithm to exchange shared key

Assignment Help Computer Network Security

Reference no: EM1355810

Q1) User A and B use Diffie-Hellman algorithm to exchange a shared key and generate public keys of their own. Consider a common prime number q=71 and α (a primitive root of q)=7. Determine the followings:

1. If user A has private key=5, what is A's public key?

2. If user B has private key=12, what is B's public key?

3. What is the shared key?

Show the full working process of your work in at least three steps in both encryption and decryption.

Reference no: EM1355810

Questions Cloud

Discuss the importance of quality in a financial statements : Assume you have $100,000 and want to invest money. How would you proceed to find a good company to put your money in?

How much current is contained within the width : How much current is contained within the width of a thin ring concentric with the wire if the ring has the radial width of 12.0 µm and is at a radial distance of 1.2 mm.

Conducting research in criminal behaviour : Description of one ethical principle and one research standard that apply to conducting research in criminal behaviour.

Journal entries to record issuance of bonds : On the first day of the current fiscal year, $1,000,000 of 10-year, 7% bonds, with interest payable semiannualy were sold for $1,050,000. Present entries to record the following transactions for the current fiscal year:

Describe diffie-hellman algorithm to exchange shared key : User A and B use Diffie-Hellman algorithm to exchange a shared key and generate public keys of their own. Consider a common prime number q=71If user A has private key=5, what is A's public key?

Psychosocial theory standpoint : From a psychosocial theory standpoint, what are the primary tasks that a school-age child (approximately age 6-10) is challenged with? How do children resolve the psychosocial issues presented to them at this developmental stage,

Determine the per unit contribution : The firm's total fixed cost are $80,000, there are no beginning or ending inventories, Determine the per unit contribution for each of the two models.

Calculate the radius of the path of the ion in the field : A 2000 kg car traveling at a speed of 23m/s skids to the halt on wet concrete where = 0.60. How long are the skid marks.

Dedication and commitment to the cause : How would you increase their dedication and commitment to this cause? How would you inspire them to continue to be involved in projects such as these?

User Account

All Pages