《欲望庄园》是一本有关主角查尔斯‧莱德回望人生前半段的忏情录。描述了一战后的英国贵族、天主教、牛津大学校园、异性／同性情爱等议题，出版后旋即成为作者最畅销代表作。此电子书版本为全英文版。

《欲望庄园》是一本有关主角查尔斯‧莱德回望人生前半段的忏情录。描述了一战后的英国贵族、天主教、牛津大学校园、异性／同性情爱等议题，出版后旋即成为作者最畅销代表作。此电子书版本为全英文版。

《故园风雨后》以查尔斯视角，展现布莱兹赫德庄园贵族家族的兴衰，穿插宗教信仰、爱情纠葛，折射时代变迁下的命运沉浮。

Waugh tells the story of the Marchmain family. Aristocratic, beautiful and charming, the Marchmains are indeed a symbol of England and her decline in this novel of the upper class of the 1920s and the abdication of responsibility in the 1930s.

Waugh tells the story of the Marchmain family. Aristocratic, beautiful and charming, the Marchmains are indeed a symbol of England and her decline in this novel of the upper class of the 1920s and the abdication of responsibility in the 1930s.

The most nostalgic and reflective of Evelyn Waugh's novels, Brideshead Revisited looks back to the golden age before the Second World War. It tells the story of Charles Ryder's infatuation with the Marchmains and the rapidly-disappearing world of privilege they inhabit. Enchanted first by Sebastian at Oxford, then by his doomed Catholic family, in particular his remote sister, ...(展开全部)

The most nostalgic and reflective of Evelyn Waugh's novels, Brideshead Revisited looks back to the golden age before the Second World War. It tells the story of Charles Ryder's infatuation with the Marchmains and the rapidly-disappearing world of privilege they inhabit. Enchanted first by Sebastian at Oxford, then by his doomed Catholic family, in particular his remote sister, ...(展开全部)

The most nostalgic and reflective of Evelyn Waugh's novels, "Brideshead Revisited" looks back to the golden age before the Second World War. It tells the story of Charles Ryder's infatuation with the Marchmains and the rapidly-disappearing world of privilege they inhabit. Enchanted first by Sebastian at Oxford, then by his doomed Catholic family, in particular his remote sister...(展开全部)

本书为公版书，为不受著作权法限制的作家、艺术家及其它人士发布的作品，供广大读者阅读交流。汇聚授权电子版权。

Among the many beautiful and nontrivial theorems in geometry found in Geometry Revisited are the theorems of Ceva, Menelaus, Pappus, Desargues, Pascal, and Brianchon. A nice proof is given of Morley’s remarkable theorem on angle trisectors. The transformational point of view is emphasized: reflections, rotations, translations, similarities, inversions, and affine and projective...(展开全部)