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Mathematics
Number Systems
1. Introduction to Number Systems
2. The Decimal Number System (Base-10)
3. The Binary Number System (Base-2)
4. The Hexadecimal Number System (Base-16)
5. The Octal Number System (Base-8)
6. Number System Conversions
7. Arithmetic Operations in Different Bases
8. Computer Number Representation
9. Character and Data Encoding
10. Historical and Alternative Number Systems
Historical and Alternative Number Systems
Ancient Non-Positional Systems
Tally Systems
Basic Counting Methods
Archaeological Evidence
Limitations
Roman Numerals
Basic Symbols
Combination Rules
Subtractive Notation
Mathematical Limitations
Egyptian Hieroglyphic Numerals
Symbol System
Additive Principle
Historical Context
Historical Positional Systems
Babylonian System (Base-60)
Cuneiform Notation
Place Value Structure
Mathematical Achievements
Legacy in Time Measurement
Mayan System (Base-20)
Vigesimal Structure
Zero Concept
Calendar Applications
Mathematical Sophistication
Chinese Rod Numerals
Positional Notation
Decimal Structure
Historical Development
Specialized Number Systems
Balanced Ternary
Structure and Properties
Computational Applications
Factorial Number System
Structure and Applications
Permutation Representation
Fibonacci Base
Zeckendorf Representation
Unique Properties
Cultural and Mathematical Impact
Influence on Modern Mathematics
Cross-Cultural Exchange
Evolution of Mathematical Thinking
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9. Character and Data Encoding
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1. Introduction to Number Systems