Decode the received word polynomial r (x) = c(x) + e(x).

Using the elements of GF(24), the generator polynomial of the triple-errorvcorrecting Reed-Solomon code, RS(15, 9), is obtained. For the construction of GF(24), the primitive polynomial p(x) . x4 + x2 + 1 is used.

Assume that the dataword to be encoded is given as

d(x) = x8 + α6 x5 + α3 x2  + x + 1:

Encode d(x), and let c(x) be the code-word obtained after encoding operation. The error pattern is given as

e(x) = α2 x9 + α5+x4. Decode the received word polynomial

r (x) = c(x) + e(x). Use Berlekamp algorithm in your decoding operation.

determine the context, order, and any linkages between the required elements listed below

 Demonstrate your understanding of Assembly in relation to other languages, your ability to apply existing ARM64 assembly mnemonics and techniques to a specific purpose, and to demonstrate the ability to….

Identify and write the main issues found discussed in the case (who, what, how, where and when (the critical facts in a case).

Case Study: You have just been hired to perform digital investigations and forensics analysis for a company. You find that no policies, processes, or procedures are currently in place. Conduct….

Identify dependencies between various business areas and functions.

PROJECT TITLE Business Continuity Plan for Financial Institutions ABSTRACT Due to increase in customers’ demand, competition, 24hrs continuous service, frequent changes in regulatory policy requirements and changes in various threats….