The CCITT (International Telegraph and Telephone Consultative Committee) two-dimensional coding scheme, also known as Modified Relative Element Address Designation (MREAD), offers an efficient way to represent changes in a two-dimensional image or data structure. This approach is particularly useful in situations where the changes between lines are relatively small and localized.
How It Works:
MREAD utilizes a reference line, typically located directly above the current line, to encode the position of changing elements. The code for each changing element on the current line is determined by its relative position to:
Advantages of CCITT Two-Dimensional Coding:
Example:
Imagine a simple black and white image where the reference line (above) is represented by the sequence "010010" and the current line is "011010". The changing elements on the current line are at positions 2 and 3, which correspond to the changing elements on the reference line.
Using MREAD, the code for the changing element at position 2 would be "0" (as it's the same position as on the reference line). The code for the changing element at position 3 would be "1" (as it is one position to the right of the corresponding element on the reference line).
Applications of CCITT Two-Dimensional Coding:
MREAD finds its application in various fields, including:
Conclusion:
CCITT two-dimensional coding, with its MREAD approach, is a valuable tool for representing data efficiently. By exploiting the correlation between consecutive lines, it minimizes the amount of data needed to transmit or store images and other information. This makes it a valuable technique in various applications requiring efficient data handling and transmission.
Instructions: Choose the best answer for each question.
1. What is the primary advantage of using CCITT two-dimensional coding with Modified Relative Element Address Designation (MREAD)?
a) It efficiently encodes images with complex patterns. b) It significantly reduces data required for representing images with localized changes. c) It allows for lossless compression of images with high detail. d) It offers enhanced security for transmitting image data.
b) It significantly reduces data required for representing images with localized changes.
2. What is the reference line in CCITT two-dimensional coding used for?
a) To provide a baseline for color values in the image. b) To indicate the starting point for encoding data. c) To define the boundaries of the image. d) To establish a reference for identifying changes in the current line.
d) To establish a reference for identifying changes in the current line.
3. How is the code for a changing element determined in MREAD?
a) By its absolute position within the image. b) By its color value. c) By its relative position to the changing element on the reference line or the preceding changing element on the current line. d) By its distance from the edge of the image.
c) By its relative position to the changing element on the reference line or the preceding changing element on the current line.
4. Which of the following applications is NOT a common use case for CCITT two-dimensional coding?
a) Image compression in fax machines. b) Video streaming services. c) Document scanning. d) Data transmission of line drawings.
b) Video streaming services.
5. What is a key characteristic of CCITT two-dimensional coding that makes it suitable for efficient data handling?
a) It relies on complex algorithms for data compression. b) It requires significant processing power to encode and decode images. c) It utilizes a simple and straightforward coding logic. d) It is highly adaptable to various image formats and resolutions.
c) It utilizes a simple and straightforward coding logic.
Instructions:
You are tasked with encoding the following two lines of a black and white image using CCITT two-dimensional coding with MREAD:
Reference Line: 01001010
Current Line: 01100010
Task:
1. Changing Elements: The changing elements on the current line are at positions 2 and 3. 2. Codes: * Position 2: Code is "0" (same position as the changing element on the reference line). * Position 3: Code is "1" (one position to the left of the corresponding element on the reference line). 3. Encoded Representation: The encoded representation of the current line would be: 01000110 This representation includes the original elements of the current line with the codes for the changing elements inserted at their respective positions.
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