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How to encode a message using matrices
How to encode a message using matrices









  1. How to encode a message using matrices how to#
  2. How to encode a message using matrices code#

Integrity:Īlthough cryptography helps us to detect whether a data has been altered, it cannot prevent data alteration. The primary objective of cryptography is to provide the following basic security concepts in information security. However, most of these methods can be decrypted easily. Julius Caesar invented the reverse cipher circa 2000 years ago.Īpart from the reverse and Caesar shift cipher, others such as substitution shift cipher were also used in the early days of cryptography. To decrypt a message in reverse, we just reverse the reversed message to the original form. Rather, the message is encrypted in a reverse order.

how to encode a message using matrices

In reverse cipher method, letters are not shifted.

how to encode a message using matrices

A cryptanalyst may be able to decrypt the message by observing the cipher method.

how to encode a message using matrices

Upon receiving the message, the recipient would then shift the letters back by the same number agreed upon earlier. In this method, the message is hidden from unauthorized readers by shifting the letters of a message by an agreed number. The Caesar shift cipher is one of the earliest methods in cryptography. In this context, decrypt means to convert a ciphered text into/to a plaintext. It is quite similar to modern cryptography where two keys- PUBLIC and PRIVATE-are used to encrypt and decrypt the message.Ī cryptanalyst is someone who hacks or breaks or decrypts a ciphered text.

How to encode a message using matrices code#

The code was known only by the scribes (referred to as writers) and recipients. The Egyptians used to communicate through messages written in hieroglyph. KRYPTOS means “hidden”, while GRAPHEIN means “writing”. The word cryptography comes from the word: KRYPTOS and GRAPHEIN. Quick BackgroundĬryptography originated approximately 4000 years ago in Egypt. Thus, cryptography is defined as the art of manipulating or scrambling plaintext into ciphertext. In the examples above, statement (A) is plaintext, while statement (B) is a reverse cipher text. However, a cryptanalyst may be able to decrypt the concept of statement (B). What about statement B-it’s absolute gibberish, or so it seems like it. With statement (A), anybody can read and understand it clearly. edrtarts teg ot setisiuqererp fo yarra a sedulcni now drah si ytirucesrebyc ni deriuqca lliks yrevE. It includes a wide array of prerequisites (even) to get started.

  • Every skill acquired in cyber security is hard won.
  • Task # 3: Presentation Create a powerpoint presentation for your mathematician and present it to the class.Let’s examine the following examples of Plaintext and Reverse Cipher Make sure to include one of his or her works. Task # 2: History Write a brief summary about the name that your group choose by doing a research on the web. Write the name of your group with coded message using encoding method and submit it to me. Task # 1: Name your group Choose one of the famous mathematicians as your group name.

    How to encode a message using matrices how to#

    Now that you have the basic knowlegde on how to convert, encode and decode a message, this is the time to become breakers and do the following tasks. Inverse of A = 1 / (2 - (-3)) = Ĭoded Row Matrix X Decoding Matrix (Inverse of A or Inverse matrix) = Uncoded Row Matrix

  • Multiply each coded row with the inverse matrix to obtain uncoded row matricesĮxample: Suppose we have a coded message 29, 6, 40, 60, 35, 30, 35, 22 which use the matrix A from the above example.
  • Find the inverse of the matrix that have used to encode the message.
  • Uncoded Row Matrix X Encoding Matrix A = Coded Row MatrixĬoded Row Matrices: Ĭoded Message: 29, 6, 40, 60, 35, 30, 35, 22 Multiply each uncoded row with the matrix A:
  • Write down the answer (coded row matrix) using comma (,) as a coded message.
  • Multiply each of the uncoded row with the matrix that you have chosen.
  • Write them down in uncoded form and pair them up as a row of uncoded matrices.
  • Write down the message to encode and substitute the space with "_".
  • Here is an example on how to convert a message. In this project, you and your group member have to encode and decode messages using inverse matrices.īefore you do anything, you should Convert the message to numbers (1 x 2 uncoded row matrices)

    how to encode a message using matrices

    Here are a few things that you need to remember before you could do this project. You will also be able to send messages to other groups and their members. You and your group member will become code breakers and able to break the code and get the message using inverse matrix.











    How to encode a message using matrices