Preliminaries; Divisibility Theory in the Integers; Primes and Their Distribution; The Theory Of Congruences; Fermat's Theorem; Number -Theoretic Functions; Euler's Generalization of Fermat's Theorem; Primitive roots And Indices; The Quadratic Reciprocity Law; Introduction to Cryptography; Numbers of Special Form; Certain Nonlinear Diophantine Equations; Representations of Integers as sums of Squares; Fibonacci Numbers; Continued Fractions; Some Modern Developments; Miscellaneous Problems.
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Preliminaries; Divisibility Theory in the Integers; Primes and Their Distribution; The Theory Of Congruences; Fermat's Theorem; Number -Theoretic Functions; Euler's Generalization of Fermat's Theorem; Primitive roots And Indices; The Quadratic Reciprocity Law; Introduction to Cryptography; Numbers of Special Form; Certain Nonlinear Diophantine Equations; Representations of Integers as sums of Squares; Fibonacci Numbers; Continued Fractions; Some Modern Developments; Miscellaneous Problems.
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