FERMAT MATHEMATICS THE STORY OF PREHISTORIC EGYPTIAN MATHEMATICS GREEK MATHEMATICS PYTHAGORAS PLATO HELLENISTIC MATHEMATICS EUCLID ARCHIMEDES DIOPHANTUS ROMAN MAYAN CHINESE MATHEMATICS INDIAN MATHEMATICS BRAHMAGUPTA MADHAVA ISLAMIC MATHEMATICS MEDIEVAL EUROPEAN FIBONACCI TARTAGLIA CARDANO FERRARI DESCARTES PASCAL NEWTON LEIBNIZ BERNOULLI BROTHERS EULER 19TH CENTURY GALOIS GAUSS BOLYAI LOBACHEVSKY RIEMANN BOOLE CANTOR POINCAR 20TH CENTURY HARDY RAMANUJAN RUSSELL WHITEHEAD HILBERT GDEL TURING WEIL COHEN ROBINSON MATIYASEVICH MATHEMATICIANS GLOSSARY MATHEMATICAL TERMS SOURCES CONTACT PIERRE DE FERMAT FRENCHMAN EFFECTIVELY INVENTED MODERN NUMBER THEORY VIRTUALLY AMATEUR MATHEMATICIAN INSPIRED ARITHMETICA HELLENISTIC DISCOVER PATTERNS NUMBERS CENTURIES WIDE RANGE CONJECTURES CREDIT PROGRESS IN PROBABILITY INTEREST STUDY LAW ORLANS COUNCILLOR THE HIGH COURT OF JUDICATURE IN TOULOUSE FOR THE REST OF HIS LIFE FLUENT ITALIAN WRITTEN VERSE ADVICE EMENDATION GREEK WORK LETTERS LITTLE PROOF HIMSELF CLAIMED PROVED ARITHMETIC PROBLEMS LIMITED TOOLS AVAILABLE FERMATS THEOREM ON SUMS OF TWO SQUARES EXAMPLE THEOREMS TWO SQUARE SHOWS PRIME NUMBER DIVIDED BY LEAVES REMAINDER OF 1 WRITTEN IN ALWAYS BE SUM OF IMAGE RIGHT THEOREM TESTING PRIME BASIS THE CODES PROTECT CREDIT CARDS INTERNET TRANSACTIONS SIMPLE SAYS FACTOR ITSELF TIMES ALWAYS LEAVE SHOULD IN FACT IDENTIFIED SUBSET FERMAT NUMBERS OF THE FORM LESS THAN TO THE POWER OF POWER MATHEMATICALLY PRIME NUMBERS FERMAT PRIMES THE HIGHER THE YEARS GOES SHOW VALUE INDUCTIVE PROOF FERMATS LAST THEOREM PICE FAMOUS LAST CONJECTURE LEFT NOTE THE MARGIN POSITIVE INTEGERS C SATISFY THE EQUATION FOR ANY INTEGER GREATER THAN BE ONE WORLDS AN INFINITE NUMBER PYTHAGOREAN TRIPLES NO SOLUTION CUBES HIGHER MARGIN PAPERS DOWN TO US PROVE SPECIAL CASE THEMSELVES INDEED DATING SCIENTIFIC ACADEMIES SUBSTANTIAL PRIZES EXTENT DEVELOPMENT OF ALGEBRAIC NUMBER THEORY FINALLY FOR ALL ATTRIBUTED BRITISH ANDREW WILES IN REALITY JOINT STEPS COMPLEX MODULARITY THEOREM ELLIPTIC GALOIS REPRESENTATIONS EPSILON UNAVAILABLE SEEMS CLEAR CLAIM ALMOST CERTAINLY EXAGGERATION ADDITION WORK IN NUMBER ANTICIPATED CALCULUS FIELD TECHNIQUE FINDING GRAVITY PLANE SOLID DEVELOPED METHOD DETERMINING MINIMA TANGENTS CURVES EQUIVALENT INGENIOUS ABLE REDUCE INTEGRAL GENERAL POWER FUNCTIONS THE SUMS GEOMETRIC SERIES CORRESPONDENCE WITH FRIEND HELPED GRASP CONCEPT PROBABILITY INTUITIVE US NOW REVOLUTIONARY THE IDEA PAGE LUKE