{"type":"product","schema_version":"1.0","item_id":"101737886805","canonical_url":"https://tw.bid.yahoo.com/item/101737886805","title":"Oblique Derivative Problems for Elliptic Equations｜Lieberman","subtitle":null,"condition":"近全新","currency":"TWD","observed_at":"2026-05-01T18:25:04.639Z","current_price":3150,"original_price":null,"stock_status":"low_stock","available_quantity":1,"sold_quantity":0,"seller":{"id":"Y4762459297","name":"個人,售出不退買家負擔運送風險","positive_rate":null,"rating_count":null},"images":[{"url":"https://img.yec.tw/ob/image/75457380-e313-4c4f-99f5-211e34794054.jpg","role":"main","alt":"商品主圖","width":null,"height":null},{"url":"https://img.yec.tw/ob/image/e0691d32-c91c-416b-a09b-301d38fd64db.jpg","role":"detail","alt":"商品圖片 2","width":null,"height":null},{"url":"https://img.yec.tw/ob/image/6f1b67d0-a080-4e49-8b9c-40e8704227eb.jpg","role":"detail","alt":"商品圖片 3","width":null,"height":null},{"url":"https://img.yec.tw/ob/image/725511bc-9061-4fc0-b142-9c0a1ec56243.jpg","role":"detail","alt":"商品圖片 4","width":null,"height":null},{"url":"https://img.yec.tw/ob/image/83ae1214-4d4c-4332-9743-8d657985f861.jpg","role":"detail","alt":"商品圖片 5","width":null,"height":null},{"url":"https://img.yec.tw/ob/image/93491ac0-cd32-4102-ac82-520c279ff7f7.jpg","role":"detail","alt":"商品圖片 6","width":null,"height":null},{"url":"https://img.yec.tw/ob/image/4d7066eb-847d-4163-9c34-58bb94c8e82d.jpg","role":"detail","alt":"商品圖片 7","width":null,"height":null}],"description":"May 2013 By (author): Gary M Lieberman (Iowa State University, USA)\nPages: 528\n\n自藏書有書套，2015年11月1號跟world scientific還有辦公室在羅斯福路四段時訂特別購的\n\n之後就放在書架上未使用過，故求售\n\n外觀保存如圖，背面有一點小破損（圖2左上）\n\n在意者勿下標，售出不退\n\nTable of Contents:(請自行刪除org前面的空格)\n\ndoi. org/10.1142/9789814452335_fmatter\n\nThis book gives an up-to-date exposition on the theory of oblique derivative problems for elliptic equations. The modern analysis of shock reflection was made possible by the theory of oblique derivative problems developed by the author. Such problems also arise in many other physical situations such as the shape of a capillary surface and problems of optimal transportation. The author begins the book with basic results for oblique derivative problems and work through the theory for quasi and non problems. The final chapter discusses some of the applications. In addition, notes to each chapter give a history of the topics in that chapter and suggestions for further reading.\n\nContents:\n\n- Pointwise Estimates\n- Classical Schauder Theory from a Modern Perspective\n- The Miller Barrier and Some Supersolutions for Oblique Derivative Problems\n- Hölder Estimates for First and Second Derivatives\n- Weak Solutions\n- Strong Solutions\n- Viscosity Solutions of Oblique Derivative Problems\n- Pointwise Bounds for Solutions of Problems with Quasi Equations\n- Gradient Estimates for General Form Oblique Derivative Problems\n- Gradient Estimates for the Conormal Derivative Problems\n- Higher Order Estimates and Existence of Solutions for Quasi Oblique Derivative Problems\n- Oblique Derivative Problems for Fully Non Elliptic Equations","shipping_methods":[{"name":"郵局掛號","fee":0,"currency":"TWD"},{"name":"7-ELEVEN取貨付款","fee":0,"currency":"TWD"},{"name":"7-ELEVEN取貨不付款","fee":0,"currency":"TWD"},{"name":"面交/自取/不寄送","fee":0,"currency":"TWD"},{"name":"萊爾富取貨付款","fee":0,"currency":"TWD"}],"lowest_shipping_fee":null,"payment_methods":["ATM轉帳","萊爾富取貨付款","7-ELEVEN取貨付款"],"category_id":"2092095952","category_name":"理工醫","breadcrumb":[{"id":"3994318","name":"圖書/影音/文具","url":"/tw/%E5%9C%96%E6%9B%B8-%E5%BD%B1%E9%9F%B3-%E6%96%87%E5%85%B7-3994318-category.html"},{"id":"2092064185","name":"圖書與雜誌","url":"/tw/%E5%9C%96%E6%9B%B8%E8%88%87%E9%9B%9C%E8%AA%8C-2092064185-category.html"},{"id":"2092073405","name":"教育/考試用書","url":"/tw/%E6%95%99%E8%82%B2-%E8%80%83%E8%A9%A6%E7%94%A8%E6%9B%B8-2092073405-category.html"},{"id":"2092079015","name":"教科書","url":"/tw/%E6%95%99%E7%A7%91%E6%9B%B8-2092079015-category.html"},{"id":"2092095948","name":"大專/大學用書","url":"/tw/%E5%A4%A7%E5%B0%88-%E5%A4%A7%E5%AD%B8%E7%94%A8%E6%9B%B8-2092095948-category.html"},{"id":"2092095952","name":"理工醫","url":"/tw/%E7%90%86%E5%B7%A5%E9%86%AB-2092095952-category.html"}],"view_count":0,"watch_count":0,"hashtags":["偏微分方程","Lieberman","Oblique","橢圓方程","PDEs"]}