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The Lord God shines His glory in the darkness of confusion by holding a despised and short young man in the restraining force of His special grace in the conflict of the church between the WCC and the non-ecumenical. He has shown me "vision" and dreams to give me hope despite the severe physical suffering and the financial hardship after the immigration to the USA. No one imagined my young wife a high school graduate in Korea to become a substitute to the suffering husband with her study in a college in the USA. As I prayed in fear of death, I lost my land in Korea but I could save my life to...

David, an Ephraimite tells that God's justice and grace is upheld in the righteous Joseph and his descendants. David's genealogy was rooted to Ephraim, the younger son of Joseph some clans of whose descendants had settled in Bethlehem area much earlier than the entry of the mixed-up tribe Judah to the land of Canaan. The reliable genealogy of David is only from Ephraimite Salma (Salmon) as a traceable genealogy as does the case of Samuel from Ephraimite Elkanah, a descendant of Zuph (Ephraimites, NIV; Ephrathite, KJV). Zadok's genealogy was not from Phinehas line of the true Aaronites but...

The first contemporary introduction to topological K-theory. Self-contained: no background in algebraic topology is necessary.

The book is based on an original story from the "Samgukyusa (Memoirs of the Three Kingdoms)" by Iryeon.

The beautifully illustrated "Suro" tells the tale of King Suro, the legendary founder of Geumgwan Gaya, the ruling city-state of the ancient Gaya Confederation. All details of the story have been proofread and edited by the Academy of Korean Studies, and the authenticity of the story is guaranteed. This book also includes a brief section introducing South Korea, which can help foreigners develop a better understanding of Korea.

Here is an introduction to the theory of quantum groups with emphasis on the spectacular connections with knot theory and Drinfeld's recent fundamental contributions. It presents the quantum groups attached to SL2 as well as the basic concepts of the theory of Hopf algebras. Coverage also focuses on Hopf algebras that produce solutions of the Yang-Baxter equation and provides an account of Drinfeld's elegant treatment of the monodromy of the Knizhnik-Zamolodchikov equations.