中国外汇储备对货币政策的影响

20世纪90年代中期以来,我国外汇储备在国际收支双顺差和外汇管理体制改革的推动下超常增长,并成为制约货币政策有效性的重要因素。本文从理论上阐明了在开放经济条件下,外汇储备与货币政策的内在逻辑联系;从实证角度剖析了外汇储备变动对我国货币政策调控的冲击,以及引起汇率政策与货币政策的冲突。我国应改革现行的外汇管理制度,加大公开市场业务操作力度,促使国际收支结构平衡,以提高货币政策实施的自主性和灵活性。     

Keynes, uncertainty and interest rates

Uncertainty plays an important role in The General Theory, particularlyin the theory of interest rates. Keynes did not provide a theoryof uncertainty, but he did make some enlightening remarks aboutthe direction he thought such a theory should take. I arguethat some modern innovations in the theory of probability allowus to build a theory which captures these Keynesian insights.If this is the right theory, however, uncertainty cannot carryits weight in Keynes's arguments. This does not mean that theconclusions of these arguments are necessarily mistaken; intheir best formulation they may succeed with merely an appealto risk.     

价格涨跌幅限制起到了助涨助跌作用吗?

价格涨跌幅限制是否具有助涨助跌作用对于判断涨跌幅限制的实施效果具有重要的意义。既有的研究表明 ,股价在发生涨跌停时存在一定的过度反应。然而 ,本研究发现 ,在股价发生涨跌停时 ,虽然涨跌幅限制不能完全消除过度反应 ,但是可以显著地减小而不是增大过度反应的程度。本研究还发现 ,价格涨跌停本身并不是导致过度反应的原因 ,因为股价不仅在涨跌停时存在过度反应 ,而且在大幅度变化但未达到涨跌停时也存在过度反应。本文据此认为 ,没有证据表明价格涨跌幅限制具有助涨助跌作用。     

中国期权市场运作规则的制定与验证研究

笔者以郑商所期权核心规则制定和期权模拟测试结果为例进行分析。介绍中国期权市场运作研究项目背景,研究期权市场的重要功能、期权市场与期货市场关系,探讨中国期权上市的可行性以及如何进一步做好期权上市准备工作、加快上市步伐等实际运作问题。     

人民币汇率的非均衡分析与汇率制度的宏观效率

在现行制度背景下 ,本文从我国外汇市场经济主体微观行为出发 ,建立了我国的外汇需求和供给函数 ;进而分析了市场的均衡和非均衡态势 ,讨论了人民币汇率稳定运行态势后面的微观行为原因。分析发现 :1 .人民币汇率的非均衡是必然的和经常的 ,不能形成市场均衡汇率。在此背景下形成的现实汇率势必是扭曲的汇率 ,由此导致外汇资源的配置扭曲以及相应的真实资源配置扭曲。 2 .在汇率的稳定和调节机制上 ,当前汇率制度类似于“可调整的盯住汇率制” ,我国汇率制度因此具有固定汇率制的特征 ,但不具备固定汇率制的汇率稳定机制———稳定的汇率预期。 3 .现行汇率制度构成对汇率政策的严重制约 ,调节国际收支不得不倚重于直接管制政策的运用 ;货币政策丧失了独立性 ,加剧宏观经济的波动。这种低效率表明 ,我国当前汇率制度及其微观市场安排急待改革。     

论中国婚姻的不平等交换关系

从理论层面探讨婚姻关系的交换本质及其内涵,认为情爱、性爱、经济、社会和安全的交换是婚姻交换的主要内容.揭示了我国婚姻交换关系中的不平等表现及其原因,并对未婚和已婚女性分别提出建立和发展平等婚姻交换关系的对策建议.     

The Lévy LIBOR model

Models driven by Lévy processes are attractive because of their greater flexibility compared to classical diffusion models. First we derive the dynamics of the LIBOR rate process in a semimartingale as well as a Lévy Heath-Jarrow-Morton setting. Then we introduce a Lévy LIBOR market model. In order to guarantee positive rates, the LIBOR rate process is constructed as an ordinary exponential. Via backward induction we get that the rates are martingales under the corresponding forward measures. An explicit formula to price caps and floors which uses bilateral Laplace transforms is derived.     

Foreign-currency transactions and the recovery of German industry in the aftermath of the First World War: the case of Schering AG

While historians have for a long time recognized the importance of the First World War to the general flow of history, business economists do not fully appreciate the impact of the war on commercial relationships. The First World War transformed the political, economic, and social context, in which business was done, forcing companies to develop new strategies and activities, some of which were almost unimaginable before August 1914. This article focuses on one aspect of doing business: foreign exchange management. It argues that Schering AG and its parent, like many German companies after the First World War, were obliged to refocus their activities around their foreign exchange exposures and that the management of foreign exchange issues contributed to a much tighter relationship between businesses, government, and business associations than had existed before the war and for which some aspects of Germany's system of corporate control were not well adapted to handle.     

Finite Dimensional Affine Realisations of HJM Models in Terms of Forward Rates and Yields

Finite dimensional Markovian HJM term structure models provide ideal settings for the study of term structure dynamics and interest rate derivatives where the flexibility of the HJM framework and the tractability of Markovian models coexist. Consequently, these models became the focus of a series of papers including Carverhill (1994), Ritchken and Sankarasubramanian (1995), Bhar and Chiarella (1997), Inui and Kijima (1998), de Jong and Santa-Clara (1999), Björk and Svensson (2001) and Chiarella and Kwon (2001a). However, these models usually required the introduction of a large number of state variables which, at first sight, did not appear to have clear links to the market observed quantities, and the explicit realisations of the forward rate curve in terms of the state variables were unclear. In this paper, it is shown that the forward rate curves for these models are affine functions of the state variables, and conversely that the state variables in these models can be expressed as affine functions of a finite number of forward rates or yields. This property is useful, for example, in the estimation of model parameters. The paper also provides explicit formulae for the bond prices in terms of the state variables that generalise the formulae given in Inui and Kijima (1998), and applies the framework to obtain affine representations for a number of popular interest rate models.