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Related lectures (8)
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Number Theory: Foundations and Applications in Cryptography
Introduces number theory and its essential applications in cryptography.
Modulo: Congruence and Check Digits
Explores modulo arithmetic rules and check digits for data accuracy.
Rudiments of Number Theory
Introduces modulo arithmetic, Euclid's algorithm, and congruence in number theory.
Binary Representation
Covers the binary number system, limited size binary numbers, signed numbers, and hexadecimal representation.
Decimal Expansion: Division and Periodicity
Delves into decimal expansion of rational numbers through Euclidean division, emphasizing periodicity and illustrative examples.
Classification of Finite Abelian Groups
Covers the classification theorem for finite abelian groups and introduces rings, including zero divisors and domains.
Class Hierarchies: Pattern Matching
Explores class hierarchies, case classes, enums, pattern matching, and function values in Scala.
Number Theory: Modular Arithmetic
Explores modular arithmetic, congruence, and number manipulation in a mathematical context, showcasing the power of modular reduction and the tricks of casting out nines.
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