The Alchemical Oedipus: Re‐Visioning the Myth
Abstract The Oedipus myth is foundational to depth psychology due to Freud’s use of Sophocles’ play Oedipus Rex in the creation of psychoanalysis. But analytical psychology’s engagement with the myth has been limited despite the importance Jung also places upon it.
Reginald Ajuonuma
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Separate but unequal: Revisiting the discussion of trans‐inclusive bathrooms
Abstract Transgender students, often defined as “others,” experience legal difficulties navigating within public spaces, specifically in terms of bathroom usage. The ultimate question is whether institutions of higher education (IHEs) are denying equal access to transgender students by creating unisex bathrooms alongside the binary system. The problems
Shauntey James, J. Coley
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Cosserat-particle finite element method for large deformation analysis of rock and soil [PDF]
The particle finite element method (PFEM) inherits the solid mathematical foundation of the finite element method and possesses the capability of modeling the problems with large deformation and complex boundary, so it has been widely used in the fields ...
Cui, J +4 more
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The influence of the electrical boundary condition on domain structures and electrocaloric effect of PbTiO3 nanostructures [PDF]
本文在基于金兹堡—朗道—德文希尔唯象理论的相场法理论下,应用有限差分方法及四阶龙格—库塔法数值求解,研究不同电学边界条件对铁电纳米点畴结构演化和热电温度效应的影响。本文所用的中间电学边界条件,可以用来表示表面电极与纳米点之间的黏合情况及电极对表面电荷的补偿情况,进而说明退极化电场和退极化电能对系统自由能的影响,不同以往的对退极化能进行权重处理,具有实际的物理意义。 当电学参数λ0为0时,中间电学边界可以退化为开路电学边界条件;当λ0趋向无穷大时,对应于短路电学边界条件,即表面电荷可充分补偿。λ0的值越大,
陈志英
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Dispersive Behaviour of Dual-Petrov-Galerkin Methods for the One-way Wave Equation Comparing with High Order Finite Element Schemes [PDF]
MarkAinsworth(2014)曾针对单向流方程,利用高阶有限元方法构造离散波,考察它对于同速情况下的物理波的估计效果。文章不仅给出了详细的分析过程,更是得到了估计相应Floquet因子的相对误差的显性表达式,同时,将其与间断Galerkin方法下的相对误差结果进行了对比。然而,事实证明,无论是高阶有限元方法,还是间断Galerkin方法,它们的估计效果都是具有奇偶特性的。即是说,在多项式阶数为奇数和为偶数时,Floquet因子的相对误差具有不同的表达式,进一步来说,当多项式阶数不断增大时 ...
居文瑜
core
Lessons from an eradication under multiple constraints of an island rat population of record density
Abstract Invasive rats threaten island biodiversity, disrupting ecosystems and endangering native species. Although rat eradication has succeeded on many islands, tropical islands present unique management challenges. Strict regulations and financial constraints on some tropical islands further limit proven eradication methods, complicating rodent ...
Tatiane Micheletti +7 more
wiley +1 more source
Theoretical Analysis and Numerical Investigation for Discontinuous Spectral Element Methods of Fractional Differential Equations [PDF]
分数阶微积分方程是整数阶微积分方程的扩展,是含有非整数阶导数的方程,具有深刻的物理背景和丰富的理论内涵,在物理、机械、化学、生物、环境科学、工程以及金融等多个学科领域具有广泛的应用。 本文考虑几类分数阶微分方程初边值问题的理论、算法设计和分析,提出求解相关问题的有效高精度算法,并进行了系统的理论分析和数值试验。论文主要内容包括以下四个部分: 第一部分,即第二章,研究分布意义下间断函数的分数阶导数及其相关性质。首先我们引进在分布意义下间断函数的分数阶导数,研究新定义下的分数阶导数与Riemann ...
哈里曼·达力汗
core
Abstract Henry George advocated for capturing land value increases for public ends. The active approach of public authorities organizing and financing land development can help capture higher land value increases, as Hartman and Spit indicate. However, this approach hardly happens in developing countries, where the coalition of private developers and ...
Nannan Xu
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The physical mechanism of beam formation in dolphin’s biosonar [PDF]
作为群居的海洋哺乳动物,齿鲸类拥有着与众不同且功能强大的生物声呐系统。其生物声呐系统经过自然界的长期演化和优胜劣汰,性能已高度优化。海豚的回声定位声波能够在百米内探测到厘米级大小的物体,并对毫米级厚度的金属目标做出辨别,此外还能在探测移动目标的时候对其波束特性进行调整,其性能远远优于目前世界上任何的人工声呐。其生物声呐系统卓越的性能引起了世界上声学研究者强烈的兴趣,不但使得齿鲸类生物声呐研究成为近年来生物声学界以及国际海洋声学界的焦点,还成为新型海洋技术开发值得关注的高新科技领域 ...
魏翀
core
Brief summary: Sri Lanka's biodiversity is threatened by habitat loss, climate change, and ineffective traditional conservation methods. Integrating plant tissue culture and DNA barcoding offers scalable, precise tools for conserving rare and endemic species.
Mylange Dona Kasundi Mekhala Gunasena +2 more
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