This gallery highlights books written or edited by current and former Cedarville University faculty members. It does not represent a comprehensive list of books by Cedarville faculty, but rather includes only those which have been brought to the attention of the University Archivist. Please contact the library to suggest additional titles.
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Ecclesiastes and the Song of Songs
Daniel J. Estes and Daniel C. Fredericks
The Bible is both the inspired word of God for his people, whether in biblical times or for the church today, and a fully human book, written in a variety of cultural settings. The Apollos Old Testament Commentary aims to take with equal seriousness the divine and human aspects of Scripture. This volume by Daniel J. Estes and Daniel C. Fredericks expounds the books of Ecclesiastes and Song of Songs in a scholarly manner, and it shows the relevance of these important books to today's readers. Edited by David W. Baker and Gordon J. Wenham, these commentaries are intended primarily to serve the needs of those who preach from the Old Testament, but is equally suitable for use by scholars and all serious students of the Bible.
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A Reader's Guide to the Major Writings of Jonathan Edwards
Nathan A. Finn and Jeremy M. Kimble
Jonathan Edwards—widely considered one the most important theologians in American history—has influenced generation after generation with his transcendent vision of our great and glorious God. But reading his writings for the first time can be a daunting task.
Here to be your trustworthy guides are some of the very best interpreters of Edwards, who walk you through his most important works with historical context, strategies for reading, and contemporary application—launching you into a lifetime of discovering Edwards’s God-centered vision of the Christian life for yourself.
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Conjugacy of Alt5 and SL(2,5) Subgroups of E8(C)
Darrin Frey
Exceptional complex Lie groups have become increasingly important in various fields of mathematics and physics. As a result, there has been interest in expanding the representation theory of finite groups to include embeddings into the exceptional Lie groups. Cohen, Griess, Lisser, Ryba, Serre and Wales have pioneered this area, classifying the finite simple and quasisimple subgroups that embed in the exceptional complex Lie groups.
This work contains the first major results concerning conjugacy classes of embeddings of finite subgroups of an exceptional complex Lie group in which there are large numbers of classes. The approach developed in this work is character theoretic, taking advantage of the classical subgroups of $E_8 (\mathbb C)$. The machinery used is relatively elementary and has been used by the author and others to solve other conjugacy problems. The results presented here are very explicit. Each known conjugacy class is listed by its fusion pattern with an explicit character afforded by an embedding in that class.
