In the early twentieth century, a massive undertaking to rid mathematics of all paradoxes and inconsistencies was underway. Known as Hilbert's program, it sought to provide an unshakable foundation for all of mathematics. Things seemed to be proceeding well until young Kurt Gödel stunned the world by proving that Hilbert's goals were unobtainable, that contradiction was part of the warp and weave of any mathematical system. Yet what at the time seemed to be a fatal blow to mathematical consistency now forms the basis of modern logic. Gödel's incompleteness theorems are often misunderstood to be a statement of the limits of mathematical reasoning, but in truth they strengthen mathematics, building it up to be more powerful than what had come before. In this third book in the Math Girls series, join Miruka and friends as they tackle the basics of modern logic, learning such topics as the Peano axioms, set theory, and diagonalization, leading up to an in-depth exploration of Gödel's famous theorems. Along the way, visit other interesting and important topics such as trigonometry and the epsilon-delta definition of limits, and of course take on challenges from the enigmatic Mr. Muraki. Math Girls 3: Gödel's Incompleteness Theorems has something for anyone interested in mathematics, from advanced high school students to college math majors and educators.
About the Author
Hiroshi Yuki is born in 1963. He is the author of many Japanese books about Java, Perl and mathematics. He is also known as the author of yet another Wiki clone (YukiWiki
Please use your Email instead of your Username to login.
Caution: Deleting Your Account will permanently remove all associated data, which cannot be recovered.
Your cart's total less than the Gift Card value. If you checkout now, the remaining amount will elapse as Gift Cards are for one time use only. Continue Shopping to fully consume your Gift Card.
The Transaction was unsuccessfull. Please try again.