《生活的修辞学》收录了作者2015年至今创作的一百多首诗歌，分为“潘多拉”“生活的修辞学”“奔赴”三辑。这本诗集体现了作者目前的写作方向，既有对现实生活的记录，也有对诗意远方的抒发。作者有意远离宏大叙事，着眼于小题材、小视角，“冷寂的观察，敏捷的捕捉，悠长的沉思，以及情绪传达中对外部世界少许的抵触与叛逆”。在这本诗集的创作中，作者审视自己，也审视许多80后女性的生活状态。从故乡去往异乡，从青葱年少向着中年一路狂奔，历经的爱与恨，抵抗与和解，作者用细节传递出内心的波动和宁静。

该书系谢明文先生近些年在商周文字方面的*新研究成果。全书共收论文34篇，涉及古文字的考释、金文中相关词语的训释、青铜器的命名等，涵盖了作者自2008年至今的商周文字方面的研究论文。

该论文集乃陈剑先生近些年在战国竹书方面的*新研究成果，反映在学术界近年竹书热的特点。主要涉及上博简、清华简、郭店简等的字词新释、竹简拼合、简序调整，以及用这些出土竹书内容校读古书而纠正长期以来的误解。

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During the years 1903-1914，Ramanujan recorded most of his mathematical dis-coveries without proofs in notebooks.Although many of his results had already becn published by others，most had not.Almost a decade after Ramanujan's death in 1920，G.N.Watson and B.M.Wilson began to edit Ramanujan's notebooks，but，despite devoting over ten years to this project，they never completed their task.An uncdited photostat edition of the notebooks was published by the Tata Institute of Fundamental Research in Bombay in 1957.This book is the fifth and final volume devoted to the editing of Ramanujan's notebooks.PartsⅠ-Ⅲ，published，respectively，in 1985，1989，and 1991，contain accounts of Cbapters 1-21 in the second notebook，a revised enlarged edition of the first.Part IV，published in 1994，contains results from the 100 unorganized pages in the second notebook and the 33 unorganhed pages comprising the third notebook.Also examined in Part Ⅳ are the 16 organized chapters in the first notebook，which contain very little that is not found in the second notebook.In this fifth volume，we examine the remaining contents from the 133 unorganzed pages in the second and third notebooks，and the cIEums in the 198 unorganized pages of the first notebook that cannot be found in the succeeding notebooks.In contrast to the organzed portion of the first notebook，the unorganized material in the first notebook contains several results，particularly about class invariants，singular moduli，and values of theta-functions，which are not recorded in the second and tlurd notebooks.As in the first four volumes，either proofs are provided for claims not previously established in the literature，or citations are given for results already proved in the literature.

Readers will learn in the introduction to this volume that mathematicians owe a huge debt to R.A. Rankin and J.M. Whittaker for their efforts in preserving Ramanujan's "Lost Notebook." If it were not for them， Ramanujan's lost notebook likely would have been permanently lost. Rankin was born in Garlieston， Scotland， in October 1915 and died in Glasgow in January 2001. For several years he was professor of Mathematics at the University of Glasgow. An account of his life and work has been given by B.C. Berndt， W. Kohnen， and K. Ono in [79]. Whittaker was born in March 1905 in Cambridge and died in Sheffield in January 1984. At his retirement， he was vicechancellor of Sheffield University. A description of Whittaker's life and work has been written by W.K， Hayman.