The Purpose of Calculus: The History and Intent of a New Mathematics
By: 
Isaac M. McPhee
Fermat's Last Theorem: Solving One of the Most Perplexing Problems in Math History
By: Isaac M. McPhee
Numerological Taxonomy: The Modern Classification of Numbers
By: Isaac M. McPhee
Important Mathematical Constants: A Guide to the Most Important Intransigent Numbers
By: Isaac M. McPhee
The Mathematics of Ancient Egypt: The Impressive Numerical History of an Ancient Civilization
By: Isaac M. McPhee
Solving Knot Theory Problems: Various Mathematical Knots and Applications
By: Isaac M. McPhee
Euclid's Fifth Axiom: The Infamous Parallel Postulate and Its Legacy
By: Isaac M. McPhee
Euclid's Fourth Axiom: The Postulate Stating the Congruence of Right Angles
By: Isaac M. McPhee
Euclid's Third Axiom: An Ingenious, Fundamental Definition of a Circle
By: Isaac M. McPhee
Euclid's Second Axiom: A Subtle Definition of the Infinite Nature of Straight Lines
By: Isaac M. McPhee
Euclid's First Axiom: A Self-Evident, Yet Important Statement concerning Straight Lines
By: Isaac M. McPhee
The Basics of Knot Theory: A Mathematical Method of Deciphering Loops, Tangles and Braids
By: Isaac M. McPhee
Music and Mathematics: The Relationship between the Worlds of Harmony and of Numbers
By: Isaac M. McPhee
The Golden Ratio: A Mathematical Definition of Beauty
By: Isaac M. McPhee
An Explanation of Pi: The Number Which Seeks to Define the Universe
By: Isaac M. McPhee
The Pythagorian School: Foundations of the Philosophy of Mathematics
By: Isaac M. McPhee
Benford's Law of Leading Digits: A Statistical and Mathematical Analysis of First-Digits
By: Isaac M. McPhee
The Number Zero: The History of Formulating Nothing
By: Isaac M. McPhee
Euclidean v Non-Euclidean Geometry: The Mathematics Describing the Shape of the Universe
By: Isaac M. McPhee
The Math of General Relativity: Albert Einstein's Trouble with Tensor Calculus
By: Isaac M. McPhee
