Verena Preßl
type: Item
participates in: EIMI 25/26WS
username: Verena Preßl
instance of: Student
interested in: Bit
interested in: Zuse Z3
interested in: Binary numbers
interested in: Data storage (hardware)
interested in: Artificial intelligence
interested in: Entropy (information theory)
interested in: Usability studies
interested in: Translation of a programming language into a machine command
interested in: Process of an HTTP request
has completed: Multiplication
has completed: ENIAC
has completed: Mobile Computing
has completed: IBM System/360
has completed: Personal Computer
has completed: Slide Rule
has completed: Difference Machine Nr. 1
has completed: Decimal numbers
has completed: Addition
has completed: Abacus
has completed: Hexadecimal numbers
has completed: Two's complement
has completed: Numeral systems
has completed: Division
has completed: Axioms of Boolean Logic
has completed: Subtraction
has completed: Using a truth table
has completed: Using bitwise operators
has completed: Data Types in Computer Science
has completed: Encryption with XOR
has completed: Arithmetic rules in the decimal system
has completed: Boolean operators
has completed: Memory order
has completed: Causes and solutions for overflow
has completed: Binary encoding
has completed: How propositional logic works
has completed: Bit
has completed: Parity bit
has completed: Checksum
has completed: MOS 6502
has completed: Typical units of measurement in informatics
has completed: Use of hexadecimal numbers in informatics
has completed: Compression of character strings
has completed: Compression of a ZIP file
has completed: UTF-8
has completed: Huffman encoding
has completed: Big-endian notation
has completed: Baudot code
has completed: ASCII
has completed: Relevance of endianness
has completed: ISO-8859
has completed: Morse code
has completed: Encoding
has completed: Examples of encoding
has completed: Byte
has completed: Hamming code
has completed: Structure of a ZIP file
has completed: UTF-32
has completed: Reasons for efficient encoding
has completed: Endianness