444,126 research outputs found

    Robust Inflation-Forecast-Based Rules to Shield against Indeterminacy

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    This paper provides a first attempt to quantify and at the same time utilize estimated measures of uncertainty for the design of robust interest rate rules. We estimate several variants of a linearized form of a New Keynesian model using quarterly US data. Both our theoretical and numerical results indicate that Inflation-Forecast-Based (IFB) rules are increasingly prone to the problem of indeterminacy as the forward horizon increases. As a consequence the stabilization performance of optimized rules of this type worsens too. Robust IFB rules can be designed to avoid indeterminacy in an uncertain environment, but at an increasing utility loss as rules become more forward-looking.robustness, Taylor rules, inflation-forecast-based rules, indeterminacy

    Robust monetary policy with imperfect knowledge

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    We examine the performance and robustness properties of monetary policy rules in an estimated macroeconomic model in which the economy undergoes structural change and where private agents and the central bank possess imperfect knowledge about the true structure of the economy. Policymakers follow an interest rate rule aiming to maintain price stability and to minimize fluctuations of unemployment around its natural rate but are uncertain about the economy's natural rates of interest and unemployment and how private agents form expectations. In particular, we consider two models of expectations formation: rational expectations and learning. We show that in this environment the ability to stabilize the real side of the economy is significantly reduced relative to an economy under rational expectations with perfect knowledge. Furthermore, policies that would be optimal under perfect knowledge can perform very poorly if knowledge is imperfect. Efficient policies that take account of private learning and misperceptions of natural rates call for greater policy inertia, a more aggressive response to inflation, and a smaller response to the perceived unemployment gap than would be optimal if everyone had perfect knowledge of the economy. We show that such policies are quite robust to potential misspecification of private sector learning and the magnitude of variation in natural rates.Monetary policy

    Influence de la politique monƩtaire sur le taux long Quelques Ʃvidences empiriques, cas du Maroc

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    In an uncertain economic environment, long-term interest rates appear to be highly volatile and their sensitivity towards short-term interest rates appears to be still ambiguous. The aim of this work is to analyze this relationship, and to evaluate the impact of short-term interest rate on long-term interest rate in Morocco. We used a New Keynesian Model augmented with the term structure of interest rates, estimated with Bayesian methods on quarterly data for the period 2004-2015. The result shows that long-term interest rate increases in response to an increase in short term interest rate, which signifies that monetary policy in Morocco has the ability to influence long-term interest rates

    Household Risk Management and Optimal Mortgage Choice

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    A typical household has a home mortgage as its most significant financial contract. The form of this contract is correspondingly important. This paper studies the choice between a fixed-rate (FRM) and an adjustable-rate (ARM) mortgage. In an environment with uncertain inflation, a nominal FRM has risky real capital value whereas an ARM has a stable real capital value. However an ARM can increase the short-term variability of required real interest payments. This is a disadvantage of the ARM for a household that faces borrowing constraints and has only a small buffer stock of financial assets. The paper uses numerical methods to solve a life-cycle model with risky labor income and borrowing constraints, under alternative assumptions about available mortgage contracts. While an ARM is generally an attractive form of mortgage, a household with a large mortgage, risky labor income, high risk aversion, a high cost of default, and a low probability of moving is less likely to prefer an ARM. The paper also considers an inflation-indexed FRM, which removes the wealth risk of the nominal FRM without incurring the income risk of the ARM, and is therefore a superior vehicle for household risk management. The welfare gain from mortgage indexation can be very large.

    Household Risk Management and Optimal Mortgage Choice

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    Home mortgages are the most significant financial contract for many households. The form of this contract is correspondingly important. This paper studies the choice between fixed-rate (FRM) and adjustable-rate (ARM) mortgages. In an environment with uncertain inflation, nominal FRMs have risky real capital value whereas ARMs have safe capital value. However ARMs can greatly increase the short-term variability of required real interest payments. This is a serious disadvantage of ARMs for households who face borrowing constraints and have only a small buffer stock of financial assets. The paper uses numerical methods to solve a life-cycle model with risky labor income and borrowing constraints, under alternative assumptions about available mortgage contracts. Households with large mortgages, risky labor income, high risk aversion, and a low probability of moving are more likely to prefer nominal FRMs. The paper also considers inflation-indexed FRMs. These mortgages remove the wealth risk of nominal FRMs without incurring the income risk of ARMs, and therefore are a superior vehicle for household risk management. The paper finds that the welfare gains of mortgage indexation can be very large.

    From Discounting to Incorporating Decisions\u27 Long-Term Impacts

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    Ms. Atherton urges a different approach to valuing the impact of present day decisions on future generations

    ArchOptions: A Real Options-Based Model for Predicting the Stability of Software Architectures

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    Architectural stability refers to the extent an architecture is flexible to endure evolutionary changes in stakeholders\' requirements and the environment. We assume that the primary goal of software architecture is to guide the system\'s evolution. We contribute to a novel model that exploits options theory to predict architectural stability. The model is predictive: it provides \"insights\" on the evolution of the software system based on valuing the extent an architecture can endure a set of likely evolutionary changes. The model builds on Black and Scholes financial options theory (Noble Prize wining) to value such extent. We show how we have derived the model: the analogy and assumptions made to reach the model, its formulation, and possible interpretations. We refer to this model as ArchOptions

    Uncertainty and UK Monetary Policy

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    This paper provides empirical evidence on the response of monetary policymakers to uncertainty. Using data for the UK since the introduction of inflation targets in October 1992, we find that the impact of inflation on interest rates is lower when inflation is more uncertain and is larger when the output gap is more uncertain. These findings are consistent with the predictions of the theoretical literature. We also find that uncertainty has reduced the volatility but has not affected the average value of interest rates and argue that monetary policy would have been less passive in the absence of uncertainty

    Monetary Policy Rules in an Uncertain Environment

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    This article examines recent research on the influence of various forms of economic uncertainty on the performance of different classes of monetary policy rules: from simple rules to fully optimal monetary policy under commitment. The authors explain why uncertainty matters in the design of monetary policy rules and provide quantitative examples from the recent literature. They also present results for several policy rules in ToTEM, the Bank of Canada's main model for projection and analysis, including rules that respond to price level, rather than to inflation.

    Evaluating architectural stability with real option theory

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