And, by God's grace, we will continue providing a safe and loving learning community that allows our students to embrace who God says they are, while they seek Him and His calling on their lives. Our faithful, experienced School of Logic Faculty looks forward to partnering with parents to disciple their children into the Lord Jesus Christ. I look forward to working with the talented, seasoned faculty and wonderful community of parents as we partner together to disciple students through a challenging time of their lives by making the School of Logica safe, loving place for kids as they continue to discover who God made them to be. Nothing dissuades someone from an argument faster than being treated disrespectfully. We want to teach them how to form a reasonable argument for why they live in a way that is counter-cultural but when doing so, it is important that they do it with gentleness and respect. Eventually, people will ask why they are living this way, and when asked, we want students to be prepared to “make a defense” for the hope that is in them. When our students do that, people around them will begin to take notice, because they will think, talk, act, and believe differently than the culture around them. Every book we stock is Christ-centered, biblical and spiritually helpful. In 1 Peter 3:15, we are told, “… but in your hearts, honor Christ the Lord as holy, always being prepared to make a defense to anyone who asks for a reason for the hope that is in you yet do it with gentleness and respect…” That, in essence, is the goal of the School of Logic.įirst, we want students to develop a love for Christ that leads them to live a life that demonstrates that love to those around them. At Reformers Bookshop we love to help people find great Christian books to read. At the heart of that transition is living a Christ-honoring life while developing the ability to think critically about the world around us. Aristotles intellectual range was vast, covering most of the sciences and. As we approach Christmas, Professor John Lennox explains Christ's birth and life as one of historical truth.Prof. Formal logics developed in ancient times in India. It's an amazing job of collecting and categorizing many of the most important ideas in this area.The School of Logic serves as the transition from childhood to young adulthood. The history of logic deals with the study of the development of the science of valid inference (logic). The author essentially traces the important milestones in the development of mathematics. This book could well serve as a history of mathematics, because in developing the evolution of the concept of proof and how it has arisen in the various different mathematical fields. This startling fact imposes fundamental limits on what theorems can be proved and what problems can be solved. In its depths, Cantor, Gödel, Turing, and others found that the concept of proof is ultimately part of arithmetic. The world is at your fingertips with the IEW Modern World History-Based Writing Lessons. Stillwell proceeds to the areas of number theory, non-Euclidean geometry, topology, and logic, and peers into the deep chasm between natural number arithmetic and the real numbers. In particular, the infinite processes of calculus were at first viewed as "infinitesimal algebra," and calculus became an arena for algebraic, computational proofs rather than axiomatic proofs in the style of Euclid. Stillwell begins with Euclid and his influence on the development of geometry and its methods of proof, followed by algebra, which began as a self-contained discipline but later came to rival geometry in its mathematical impact. From the Pythagorean theorem to modern times, and across all major mathematical disciplines, John Stillwell demonstrates that proof is a mathematically vital concept, inspiring innovation and playing a critical role in generating knowledge. The Story of Proof: Logic and the History of Mathematics(Princeton UP, 2022) investigates the evolution of the concept of proof-one of the most significant and defining features of mathematical thought-through critical episodes in its history.
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