SIU – författare

Color your favorite characters and scenes from Tower of God, the Naver WEBTOON series, in this uniquely designed book featuring the original full-color art as inspiration for each coloring page.Twenty-fifth Bam has lived his whole life in a world of darkness. His only comfort has been the companionship of his best friend, Rachel. When Rachel vanishes into the seemingly impenetrable Tower of God, Twenty-fifth Bam vows to find a way inside. And so begins his journey of ascension to the top of the Tower where he will be pushed to the limit in the quest to find his friend.With The Official Tower of God Coloring Book, you can color your way up the Tower of God alongside Twenty-fifth Bam, Rachel, and the other Irregulars, Regulars, Rankers, and Great Warriors. With full-color artwork positioned next to line illustrations, you can enjoy replicating the moody palettes from the series or adding your own unique color combinations.Whether you’re an established fan of the Tower of God series, a diehard manga and anime enthusiast, or you simply love to unwind by coloring, The Official Tower of God Coloring Book is an ideal choice for creative downtime. In this unparalleled coloring experience, you will enjoy:46 Coloring Pages featuring Twenty-fifth Bam, Rachel, and a variety of characters and scenes from the hit webcomic.Interactive format, including full-color reference art alongside detailed line art so coloring enthusiasts can replicate the palettes from the series—or select their own! Premium paper that ensures a satisfying coloring experience and allows artists to color using markers, gel pens, colored pencils, crayons, and more.Enjoy an exciting, adventurous coloring experience with The Official Tower of God Coloring Book.

In recent years there has been increasing interaction among various branches of mathematics. This is especially evident in the theory of several complex variables where fruitful interplays of the methods of algebraic geometry, differential geometry, and partial differential equations have led to unexpected insights and new directions of research. In China there has been a long tradition of study in complex analysis, differential geometry and differential equations as interrelated subjects due to the influence of Professors S. S. Chern and L. K. Hua. After a long period of isolation, in recent years there is a resurgence of scientific activity and a resumption of scientific exchange with other countries. The Hangzhou conference is the first international conference in several complex variables held in China. It offered a good opportunity for mathematicians from China, U.S., Germany, Japan, Canada, and France to meet and to discuss their work. The papers presented in the conference encompass all major aspects of several complex variables, in particular, in such areas as complex differential geometry, integral representation, boundary behavior of holomorphic functions, invariant metrics, holomorphic vector bundles, and pseudoconvexity. Most of the participants wrote up their talks for these proceedings. Some of the papers are surveys and the others present original results. This volume constitutes an overview of the current trends of research in several complex variables.