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tanszek:oktatas:techcomm:syntax

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tanszek:oktatas:techcomm:syntax [2026/10/12 15:29] – kneheztanszek:oktatas:techcomm:syntax [2026/10/19 17:51] (current) – knehez
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 Explains various methods for encoding integers, focusing on binary representation and how to handle both positive and negative numbers using sign-magnitude and two's complement methods. It includes practical examples, such as converting between decimal and binary systems and performing arithmetic with binary numbers. Explains various methods for encoding integers, focusing on binary representation and how to handle both positive and negative numbers using sign-magnitude and two's complement methods. It includes practical examples, such as converting between decimal and binary systems and performing arithmetic with binary numbers.
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-[[Fixed-Point Number Representation]] 
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-A method for encoding real numbers where the decimal point's position is fixed, offering hardware simplicity and uniform precision. 
  
 [[Floating-Point representation]] [[Floating-Point representation]]
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 Techniques like Elias-style block protection and Hamming codes are explained, focusing on detecting and correcting single-bit errors to maintain data integrity during transmission Techniques like Elias-style block protection and Hamming codes are explained, focusing on detecting and correcting single-bit errors to maintain data integrity during transmission
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 +[[Checksum]]
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 +A checksum is a small value calculated from a sequence of data. It helps us detect accidental changes during storage or transmission.
  
 [[Luhn algortithm to protect Credit card numbers|Luhn algorithm to protect Credit card numbers]] [[Luhn algortithm to protect Credit card numbers|Luhn algorithm to protect Credit card numbers]]
  
 We can use the Luhn algorithm to check if a credit card number is valid.  We can use the Luhn algorithm to check if a credit card number is valid. 
tanszek/oktatas/techcomm/syntax.1791818942.txt.gz · Last modified: by knehez