Podcast: Richard Hooker

Mere FidelityFor some time I’ve wanted to discuss Richard Hooker on the podcast, not least because we seldom speak about the continuing importance of figures from church history on Mere Fidelity. This week, while the other crew members were away, I took the opportunity to invite Brad Littlejohn and Michael Lynch on the show for a discussion of the topic. We explore the historical context and some of the themes of Hooker’s work, before discussing his relevance to the contemporary social and political situation.

Brad Littlejohn is the author of an introduction to the work of Richard Hooker (which I interviewed him about on Mere Orthodoxy). Within the episode, we also discuss Brad’s work with the Davenant Trust and upon their recent modernization work on Hooker’s Law of Ecclesiastical Polity (although written in English, Hooker’s prose is like a vast cathedral of argumentation that is difficult for most readers to take in). The following is a video of Brad reading a section from the modernization of the preface.

You can also follow the podcast on iTunes, or using this RSS feed. Listen to past episodes on Soundcloud and on this page on my blog.

About Alastair Roberts

Alastair Roberts (PhD, Durham University) writes in the areas of biblical theology and ethics, but frequently trespasses beyond these bounds. He participates in the weekly Mere Fidelity podcast, blogs at Alastair’s Adversaria, and tweets at @zugzwanged.
This entry was posted in Church History, Controversies, Culture, Ethics, Podcasts, Politics, Scripture, Society, The Church, Theological. Bookmark the permalink.

1 Response to Podcast: Richard Hooker

  1. TitusAmbat says:

    Loved this podcast.

Leave a Reply

Fill in your details below or click an icon to log in:

WordPress.com Logo

You are commenting using your WordPress.com account. Log Out /  Change )

Facebook photo

You are commenting using your Facebook account. Log Out /  Change )

Connecting to %s

This site uses Akismet to reduce spam. Learn how your comment data is processed.