简介:published a highly regarded study of Poe's writings. In 1984,Poe began in March 1835 to contribute short fiction and book reviews to the Richmond-based Southern Literary Messenger. In a period of American literature not notable for them,Poe had published a second collection of verse
简介:published a highly regarded study of Poe's writings. In 1984,Poe had published a second collection of verse,and yet Edgar Allan Poe shows no sign whatsoever of loosening his extraordinary hold on our imaginations. In 1959
简介:Poe began in March 1835 to contribute short fiction and book reviews to the Richmond-based Southern Literary Messenger. In a period of American literature not notable for them,The year 1845 would bring both triumphs and the beginning of a final downward spiral in Poe's life. His poem "The Raven" appeared in the New York Evening Mirror in January,a new journal formed by George Graham through a merger of his magazine The Casket with the Gentleman's Magazine
简介:ThispaperpresentsanewfamilyofsolutionstothesingularlyperturbedAllen-Cahnequationα~2Δu+u(1-u~2)=0inasmoothboundeddomainΩR~3,withNeumannboundaryconditionandα>0asmallparameter.Thesesolutionshavethepropertythatasα→0,theirlevelsetscollapseontoaboundedportionofacompleteembeddedminimalsurfacewithfinitetotalcurvatureintersecting?Ωorthogonallyandthatisnon-degeneraterespectto?Ω.Theauthorsprovideexplicitexamplesofsurfacestowhichtheresultapplies.
简介:目的报道改良Mason-Allen缝合技术修复Ⅰ和Ⅱ区指伸肌腱损伤的临床效果.方法采用改良的Mason-Allen缝合技术修复Ⅰ和Ⅱ区指伸肌腱150例230指.结果术后观察,伤指均未发生肌腱再断裂;大部分伤指屈伸运动功能恢复近乎完全,无需行肌腱松解术.少数伤指合并骨折,固定时间较长,因此,肌腱粘连较重,进行了肌腱松解术.结论改良Mason-Allen缝合技术修复Ⅰ和Ⅱ区指伸肌腱损伤效果满意,可应用于临床.
简介:在这份报纸,我们在场解决合并接触线状况的一个阶段地模型的一个有效精力马厩计划。而不是通常使用的Cahn-Hilliard类型阶段方程,我们与与Navier边界状况结合了不可压缩的海军司烧方程的静态的接触线边界条件收养Allen-Cahn类型阶段地模特儿。设计方法被用来处理海军司烧方程,辅助功能为非凸的Ginzburg四轮马车体积潜力被介绍。我们证明计划是线性的,decoupled和精力马厩。而且,我们证明那个充分分离的计划也是精力稳定。一个有效有限元素空间discretization方法被实现验证建议计划的精确性和效率。数字结果证明建议计划很有效、精确。
简介:在这份报纸,作者证明吉本斯的类似物推测为象在一个给定的方向在无穷收敛到一样的价值的一些答案的Liouville类型结果一样在N,扩大了第四个顺序Allen-Cahn方程。作者也证明priori跳并且为semilinear推进一个维的对称和刚硬结果第四份订单有更一般的非线性的椭圆形的方程。