## _wp14157

## Source details

**Canonical URL:** [_wp14157](https://www.imf.org/-/media/websites/imf/imported-full-text-pdf/external/pubs/ft/wp/2014/_wp14157.pdf)

## Other formats

- [Markdown version](/-/media/websites/imf/imported-full-text-pdf/external/pubs/ft/wp/2014/_wp14157.pdf.md)
- [Structured JSON version](/-/media/websites/imf/imported-full-text-pdf/external/pubs/ft/wp/2014/_wp14157.pdf.json)

---

### Introduction and objectives
- Develops an open economy DSGE model with an optimizing banking sector to assess:
  - (1) the impact of capital ináows on the economy and credit-asset price cycles;
  - (2) the monetary transmission mechanism in the presence of a banking sector and Önancial frictions;
  - (3) the potential role for macroprudential policies in maintaining macro-Önancial stability and their interactions with monetary policy.
- Motivating context:
  - Central banks have a dual role in maintaining price and Önancial stability following the global Önancial crisis.
  - Policymakers in Emerging Asia face two interrelated challenges: (i) prevent capital áows from exacerbating macroeconomic overheating pressures and consequent ináation; and (ii) minimize the risk that prolonged easy Önancing conditions undermine Önancial stability.
- Policy toolkit beyond monetary and macroprudential policy includes foreign exchange market intervention, currency appreciation, Öncal adjustment, and structural reforms.

### Background and empirical stylized facts
- Capital áows to Emerging Asia have been highly volatile: boom from 2006Q4 to 2007Q3, sharp decline during the Global Financial Crisis, upswing from 2009Q3 to 2011Q3; after May 2013 portfolio áows saw a sharp reversal following Fed tapering announcement.
- Flows composition and implications:
  - Flows to non-China Asia dominated by portfolio and other investment (mainly bank loans); both are volatile and sensitive to external financial conditions.
  - Empirical VAR impulse responses (EM Asia):
    - A 1 percentage point of GDP increase in equity áows: consumption peak response ≈ 0.4 percentage points of quarter-on-quarter annualized growth; investment peak response > three times that amount.
    - Investment growth responds positively but short-lived to debt áows (wears off after two quarters).
  - Main transmission channels of non-FDI capital ináows: reduction in real cost of equity and expansion of private credit.
    - Real cost of equity decline persists even six quarters after a positive equity ináow shock.
- Risks associated with rapid credit growth: asset quality deterioration, bank capital pressures, higher incidence of crises during episodes of rapid credit growth.

### Model structure and key mechanisms
- Model type: New Keynesian open-economy DSGE with an optimizing banking sector (building on Gertler and Karadi 2011; Gertler and Kiyotaki 2010) and countercyclical capital requirement (Angelini et al. 2010).
- Agents: households (fraction $ bankers and fraction 1 $ workers), banks (agency problem, finite survival probability ), firms (capital producers, goods producers, retailers).
- Banking sector features and equations (as presented):
  - Balance sheet: Q_t S_B;t = NW_t + D_t (eq. 15).
  - Net worth law of motion and aggregate net worth evolution (eqs. 16, 26–29).
  - Leverage relation: Q_t S_B;t = _t NW_t (eq. 20) with _t given by first-order conditions (eqs. 21–24).
  - Agency/incentive constraint: V_t ≥ (Q_t S_B;t) (eq. 18).
  - Bank capital shock BC_t follows AR(1): log(BC_t+1/BC) = _BC log(BC_t/BC) + ε_BC;t+1 (standard deviation _BC).
- Macrofinancial accelerator: lending expands with higher bank net worth; declines in net worth amplify spreads and tighten borrowing constraints, inducing deleveraging and fire sales that depress asset values.
- Monetary policy: Taylor rule (eq. 54) with persistence _r and weights _ on expected inflation and _y on output gap; monetary policy shock ε_r;t+1 with standard deviation _M.
- Foreign borrowing shock modeled via disturbance to FL_t (eq. 7) with standard deviation _FB.
- Asset price shock AP_t follows AR(1) with standard deviation _AP.

### Macroprudential policy design in the model
- Macroprudential instrument: capital requirements implemented as a penalty for deviation of bank leverage from regulatory target.
  - Penalty enters net worth accumulation: NW_t = f(+)[Z_t + (1 )Q_t]S_b;t   R_t D_t-1   pen_f[ NW_t / (Q_t S_b;t)   MP_t ] g BC_t (eq. 73).
  - MP_t evolves: MP_t = (1 _MP)MP + (1 _MP)(X_t   X) + _MP MP_t-1 (eq. 74).
  - MP steady state set equal to steady-state leverage NW_t/(Q_t S_t); X_t is growth rate of output so positive X_t corresponds to countercyclical policy (capital requirements increase in good times).
- Bank capital shock BC_t persists as AR(1) (eq. 75).

### Calibration highlights (quarterly basis, reflecting Emerging Asia)
- Key calibrations and targets:
  - Discount factor  = 0:99.
  - Steady-state shares: w_C = 0:8, w_I = 0:8, w_C = 0:8, w_I = 0:8.
  - Substitution elasticities: _C = 1:5, _C = 1:5, _I = 0:25, _I = 0:25.
  - Banking sector:  (survival) = 0:975 implying a survival rate of 10 years; parameters calibrated to hit an average credit spread of 100 basis points and a financial intermediaries leverage ratio of 4.
- Selected parameter values (from Table 1):
  -  0:99;  37:67; C/Y 0:70%; I/Y 0:20; G/Y 0:10;  0:65;  0:069; _B 0:972; _B 0:384; _B 0:004; pen 0:25; _MP 0:5; _A 0:85; _BC 0:9; _FB 0:9; _AP 0:9; _r 0:5; _ 2; _y 0:5; etc.
- Note: calibration follows Anand et al. (2010) and Batini et al. (2007) where applicable.

### Main simulation results — role of macroprudential policy in reducing procyclicality
- Shocks considered: (i) foreign borrowing shock; (ii) bank capital shock; (iii) technology shock; (iv) monetary policy shock; (v) asset price shock.
- General finding:
  - Countercyclical capital regulation (macroprudential policy) is a powerful tool that increases resilience, reduces volatility of banks' capital and leverage ratio, and dampens volatility in lending, investment, and real economy.
- Selected mechanism responses:
  - Foreign borrowing shock:
    - Higher foreign borrowing expands future supply of capital, boosts investment demand, raises inflationary pressures and credit growth, appreciates real exchange rate, raises interest rates.
    - Macroprudential penalty on excessive leverage counteracts intermediary net worth build-up, reduces lending and investment booms.
  - Bank capital shock (negative):
    - Shock to bank capital (e.g., non-performing loans) magnifies through leverage: drop in net worth raises spread, tightens borrowing constraints, triggers fire sales, reduces asset values, amplifies fall in investment and output, and slows recovery via deleveraging.
    - Macroprudential framework reduces peaks in spreads and cushions the real impact.
  - Technology shock (positive):
    - Productivity gains lower inflation initially; policy rate can be lowered, real exchange rate may depreciate.
    - Countercyclical capital regulation lowers business cycle fluctuations but may work against monetary easing, creating a trade-off between macroeconomic and financial stability objectives.
  - Monetary tightening:
    - Contractionary monetary shock reduces asset prices, raises spread, cuts investment and activity; macroprudential policy moderates the fall in investment and inflation.
  - Asset price shock (positive):
    - Similar to technology shock in transmission except inflation increases in absence of productivity gains; macroprudential policy reduces volatility and overheating symptoms.

### Policy interactions — macroprudential and monetary policy
- Four policy scenarios evaluated (weighting in rules from Table 2):
  - (i) Standard Taylor rule (policy rule eq. 54).
  - (ii) Taylor rule augmented with a weight on credit growth (credit growth coefficient set at 0:5).
  - (iii) Standard Taylor rule plus macroprudential policy.
  - (iv) Taylor rule with credit growth plus macroprudential policy (reference scenario).
- Taylor rule parameterization (Table 2):
  - Taylor Rule: Lag interest rate 0:5; Inflation Rate 2; Output Gap 0:5.
  - Taylor Rule with Credit Growth: Lag interest rate 0:5; Inflation Rate 2; Output Gap 0:5; Credit Growth 0:5.
- Welfare evaluation method:
  - Consumption-equivalent welfare loss computed via second-order approximation of household utility (Schmitt-GrohÈ and Uribe 2007 approach).
  - Welfare loss reported as fraction of steady-state consumption (percentage terms) needed to equate welfare under given policy to the reference scenario (augmented Taylor rule + macroprudential policy) for a one percent shock.
- Welfare loss results (Table 3) — reported values:
  - Foreign Borrowing Shock:
    - Taylor Rule 0.352
    - Taylor Rule with Credit Growth 0.268
    - Taylor Rule and Macroprudential Policy 0.082
  - Bank Capital Shock:
    - Taylor Rule 0.434
    - Taylor Rule with Credit Growth 0.310
    - Taylor Rule and Macroprudential Policy 0.104
  - Technology Shock:
    - Taylor Rule 0.268
    - Taylor Rule with Credit Growth 0.224
    - Taylor Rule and Macroprudential Policy 0.072
  - Asset Price Shock:
    - Taylor Rule 0.396
    - Taylor Rule with Credit Growth 0.274
    - Taylor Rule and Macroprudential Policy 0.094
- Interpretations and comparative magnitudes:
  - Welfare loss is larger for financial shocks; the bank capital shock produces the highest welfare loss (Taylor Rule 0.434) followed by the asset price shock (Taylor Rule 0.396).
  - Introduction of macroprudential policy markedly reduces welfare loss across shocks (e.g., foreign borrowing shock: 0.352 → 0.082).
  - The augmented Taylor rule with credit growth reduces welfare loss relative to the standard Taylor rule (e.g., foreign borrowing shock: 0.352 → 0.268), but gains are smaller than those from introducing macroprudential policy.
  - Example differences highlighted in the text:
    - For foreign borrowing shock: difference between standard Taylor rule and augmented Taylor rule is 0:84; when macroprudential policy is considered the difference becomes 0:270; the welfare loss difference when adding credit growth into a macroprudential framework is 0:082.

### Main policy conclusions and recommendations
- Core recommendations:
  - Countercyclical macroprudential policies (capital requirements) can usefully complement monetary policy and are effective in reducing macroeconomic volatility and procyclicality of the financial system in Emerging Asia.
  - Combining a countercyclical capital requirement with a modified Taylor rule that places some weight on credit growth yields the best welfare outcomes in the model across a range of shocks.
- Caveats and trade-offs:
  - Gains from countercyclical capital requirements are lower for technology shocks and can result in lower medium-term output; there is a potential trade-off between macroeconomic stabilization and financial stability objectives requiring judicial, country-tailored use of macroprudential tools.
  - The paper does not model direct controls on capital ináows or large-scale foreign exchange interventions; prior literature suggests those measures may be suboptimal even in models without optimizing banking sectors, and these policies are left for future research.
- Practical implications for policymakers in Emerging Asia:
  - Maintain adequate bank capital buffers, avoid rapid credit growth that leads to non-performing loans, and monitor asset prices as an amplifier of business cycles.
  - Prefer macroprudential countercyclical capital regulation plus monetary policy tools (including consideration of credit growth in policy rules) over relying exclusively on targeting capital flows or large FX interventions.

*IMF Working Paper content from the provided PDF content unit.*

### References .............................................................................................................

### _wp14157 - References .............................................................................................................

### Introduction and objectives
- Develops an open economy DSGE model with an optimizing banking sector to assess:
  - (1) the impact of capital ináows on the economy and credit-asset price cycles;
  - (2) the monetary transmission mechanism in the presence of a banking sector and Önancial frictions;
  - (3) the potential role for macroprudential policies in maintaining macro-Önancial stability and their interactions with monetary policy.
- Motivating context:
  - Central banks have a dual role in maintaining price and Önancial stability following the global Önancial crisis.
  - Policymakers in Emerging Asia face two interrelated challenges: (i) prevent capital áows from exacerbating macroeconomic overheating pressures and consequent ináation; and (ii) minimize the risk that prolonged easy Önancing conditions undermine Önancial stability.
- Policy toolkit beyond monetary and macroprudential policy includes foreign exchange market intervention, currency appreciation, Öncal adjustment, and structural reforms.

### Background and empirical stylized facts
- Capital áows to Emerging Asia have been highly volatile: boom from 2006Q4 to 2007Q3, sharp decline during the Global Financial Crisis, upswing from 2009Q3 to 2011Q3; after May 2013 portfolio áows saw a sharp reversal following Fed tapering announcement.
- Flows composition and implications:
  - Flows to non-China Asia dominated by portfolio and other investment (mainly bank loans); both are volatile and sensitive to external financial conditions.
  - Empirical VAR impulse responses (EM Asia):
    - A 1 percentage point of GDP increase in equity áows: consumption peak response ≈ 0.4 percentage points of quarter-on-quarter annualized growth; investment peak response > three times that amount.
    - Investment growth responds positively but short-lived to debt áows (wears off after two quarters).
  - Main transmission channels of non-FDI capital ináows: reduction in real cost of equity and expansion of private credit.
    - Real cost of equity decline persists even six quarters after a positive equity ináow shock.
- Risks associated with rapid credit growth: asset quality deterioration, bank capital pressures, higher incidence of crises during episodes of rapid credit growth.

### Model structure and key mechanisms
- Model type: New Keynesian open-economy DSGE with an optimizing banking sector (building on Gertler and Karadi 2011; Gertler and Kiyotaki 2010) and countercyclical capital requirement (Angelini et al. 2010).
- Agents: households (fraction $ bankers and fraction 1 $ workers), banks (agency problem, finite survival probability ), firms (capital producers, goods producers, retailers).
- Banking sector:
  - Balance sheet: Q_t S_B;t = NW_t + D_t (eq. 15).
  - Net worth law of motion and aggregate net worth evolution (eqs. 16, 26–29).
  - Leverage relation: Q_t S_B;t = _t NW_t (eq. 20) with _t given by first-order conditions (eqs. 21–24).
  - Agency/incentive constraint: V_t ≥ (Q_t S_B;t) (eq. 18).
  - Bank capital shock BC_t follows AR(1): log(BC_t+1/BC) = _BC log(BC_t/BC) + ε_BC;t+1 (standard deviation _BC).
- Macrofinancial accelerator: lending expands with higher bank net worth; declines in net worth amplify spreads and tighten borrowing constraints, inducing deleveraging and fire sales that depress asset values.
- Monetary policy: Taylor rule (eq. 54) with persistence _r and weights _ on expected inflation and _y on output gap; monetary policy shock ε_r;t+1 with standard deviation _M.
- Foreign borrowing shock modeled via disturbance to FL_t (eq. 7) with standard deviation _FB.
- Asset price shock AP_t follows AR(1) with standard deviation _AP.

### Macroprudential policy design in the model
- Macroprudential instrument: capital requirements implemented as a penalty for deviation of bank leverage from regulatory target.
  - Penalty enters net worth accumulation: NW_t = f(+)[Z_t + (1 )Q_t]S_b;t   R_t D_t-1   pen_f[ NW_t / (Q_t S_b;t)   MP_t ] g BC_t (eq. 73).
  - MP_t evolves: MP_t = (1 _MP)MP + (1 _MP)(X_t   X) + _MP MP_t-1 (eq. 74).
  - MP steady state set equal to steady-state leverage NW_t/(Q_t S_t); X_t is growth rate of output so positive X_t corresponds to countercyclical policy (capital requirements increase in good times).
- Bank capital shock BC_t persists as AR(1) (eq. 75).

### Calibration highlights (quarterly basis, reflecting Emerging Asia)
- Key calibrations and targets:
  - Discount factor  = 0:99.
  - Steady-state shares: w_C = 0:8, w_I = 0:8, w_C = 0:8, w_I = 0:8.
  - Substitution elasticities: _C = 1:5, _C = 1:5, _I = 0:25, _I = 0:25.
  - Banking sector:  (survival) = 0:975 implying a survival rate of 10 years; parameters calibrated to hit an average credit spread of 100 basis points and a financial intermediaries leverage ratio of 4.
  - Selected parameter values (from Table 1):  0:99;  37:67; C/Y 0:70%; I/Y 0:20; G/Y 0:10;  0:65;  0:069; _B 0:972; _B 0:384; _B 0:004; pen 0:25; _MP 0:5; _A 0:85; _BC 0:9; _FB 0:9; _AP 0:9; _r 0:5; _ 2; _y 0:5; etc. (Table 1 provides the full list of parameter values.)
- Note: calibration follows Anand et al. (2010) and Batini et al. (2007) where applicable.

### Main simulation results — role of macroprudential policy in reducing procyclicality
- Shocks considered: (i) foreign borrowing shock; (ii) bank capital shock; (iii) technology shock; (iv) monetary policy shock; (v) asset price shock.
- General finding: countercyclical capital regulation (macroprudential policy) is a powerful tool that increases resilience, reduces volatility of banks' capital and leverage ratio, and dampens volatility in lending, investment, and real economy.
- Selected mechanism responses (qualitative and model-implied):
  - Foreign borrowing shock:
    - Higher foreign borrowing expands future supply of capital, boosts investment demand, raises inflationary pressures and credit growth, appreciates real exchange rate, raises interest rates.
    - Macroprudential penalty on excessive leverage counteracts intermediary net worth build-up, reduces lending and investment booms.
  - Bank capital shock (negative):
    - Shock to bank capital (e.g., non-performing loans) magnifies through leverage: drop in net worth raises spread, tightens borrowing constraints, triggers fire sales, reduces asset values, amplifies fall in investment and output, and slows recovery via deleveraging.
    - Macroprudential framework reduces peaks in spreads and cushions the real impact.
  - Technology shock (positive):
    - Productivity gains lower inflation initially; policy rate can be lowered, real exchange rate may depreciate.
    - Countercyclical capital regulation lowers business cycle fluctuations but may work against monetary easing, creating a trade-off between macroeconomic and financial stability objectives.
  - Monetary tightening:
    - Contractionary monetary shock reduces asset prices, raises spread, cuts investment and activity; macroprudential policy moderates the fall in investment and inflation.
  - Asset price shock (positive):
    - Similar to technology shock in transmission except inflation increases in absence of productivity gains; macroprudential policy reduces volatility and overheating symptoms.

### Policy interactions — macroprudential and monetary policy
- Four policy scenarios evaluated (weighting in rules from Table 2):
  - (i) Standard Taylor rule (policy rule eq. 54).
  - (ii) Taylor rule augmented with a weight on credit growth (credit growth coefficient set at 0:5).
  - (iii) Standard Taylor rule plus macroprudential policy.
  - (iv) Taylor rule with credit growth plus macroprudential policy (reference scenario).
- Taylor rule parameterization (Table 2):
  - Taylor Rule: Lag interest rate 0:5; Inflation Rate 2; Output Gap 0:5.
  - Taylor Rule with Credit Growth: Lag interest rate 0:5; Inflation Rate 2; Output Gap 0:5; Credit Growth 0:5.
- Welfare evaluation method:
  - Consumption-equivalent welfare loss computed via second-order approximation of household utility (Schmitt-GrohÈ and Uribe 2007 approach).
  - Welfare loss reported as fraction of steady-state consumption (percentage terms) needed to equate welfare under given policy to the reference scenario (augmented Taylor rule + macroprudential policy) for a one percent shock.
- Welfare loss results (Table 3) — reported values:
  - Foreign Borrowing Shock:
    - Taylor Rule 0.352
    - Taylor Rule with Credit Growth 0.268
    - Taylor Rule and Macroprudential Policy 0.082
  - Bank Capital Shock:
    - Taylor Rule 0.434
    - Taylor Rule with Credit Growth 0.310
    - Taylor Rule and Macroprudential Policy 0.104
  - Technology Shock:
    - Taylor Rule 0.268
    - Taylor Rule with Credit Growth 0.224
    - Taylor Rule and Macroprudential Policy 0.072
  - Asset Price Shock:
    - Taylor Rule 0.396
    - Taylor Rule with Credit Growth 0.274
    - Taylor Rule and Macroprudential Policy 0.094
- Interpretations and comparative magnitudes:
  - Welfare loss is larger for financial shocks; the bank capital shock produces the highest welfare loss (Taylor Rule 0.434) followed by the asset price shock (Taylor Rule 0.396).
  - Introduction of macroprudential policy markedly reduces welfare loss across shocks (e.g., foreign borrowing shock: 0.352 → 0.082).
  - The augmented Taylor rule with credit growth reduces welfare loss relative to the standard Taylor rule (e.g., foreign borrowing shock: 0.352 → 0.268), but gains are smaller than those from introducing macroprudential policy.
  - Example differences highlighted in the text:
    - For foreign borrowing shock: difference between standard Taylor rule and augmented Taylor rule is 0:84 (text states this value); when macroprudential policy is considered the difference becomes 0:270; the welfare loss difference when adding credit growth into a macroprudential framework is 0:082.

### Main policy conclusions and recommendations
- Countercyclical macroprudential policies (capital requirements) can usefully complement monetary policy and are effective in reducing macroeconomic volatility and procyclicality of the financial system in Emerging Asia.
- Combining a countercyclical capital requirement with a modified Taylor rule that places some weight on credit growth yields the best welfare outcomes in the model across a range of shocks.
- Caveats and trade-offs:
  - Gains from countercyclical capital requirements are lower for technology shocks and can result in lower medium-term output; there is a potential trade-off between macroeconomic stabilization and financial stability objectives requiring judicial, country-tailored use of macroprudential tools.
  - The paper does not model direct controls on capital ináows or large-scale foreign exchange interventions; prior literature suggests those measures may be suboptimal even in models without optimizing banking sectors, and these policies are left for future research.
- Practical implications for policymakers in Emerging Asia:
  - Maintain adequate bank capital buffers, avoid rapid credit growth that leads to non-performing loans, and monitor asset prices as an amplifier of business cycles.
  - Prefer macroprudential countercyclical capital regulation plus monetary policy tools (including consideration of credit growth in policy rules) over relying exclusively on targeting capital flows or large FX interventions.

*Italicized source attribution: IMF Working Paper content from the provided PDF content unit.*

### References

### References

### Works cited
- Angelini P., Neri S. and Panetta F.,2011. "Monetary and macroprudential policies," Temi di discus- sione (Economic working papers) 801, Bank of Italy, Economic Research Department.
- Anand R., Peiris S. J., and Saxegaard M.,2010, ìAn Estimated Model with MacroÖanncial Linkages for India,îIMF Working Paper No. 10/21, International Monetary Fund
- Batini N., Levine P., and Pearlman J.,2007. "Monetary Rules in Emerging Economies with Financial Market Imperfections," NBER Chapters, in: International Dimensions of Monetary Policy, pages 251-311 National Bureau of Economic Research, Inc.
- BeneöJ., Otker-Robe I., and V·vra D.,2009, ìModelling with Macro-Financial Linkages: Credit and Policy Shocks in Emerging Markets,î IMF Working Paper No. 09/123, International Monetary Fund.
- Benigno P.,2009. "Price Stability with Imperfect Financial Integration," Journal of Money, Credit and Banking, Blackwell Publishing, vol. 41(s1), pages 121-149, 02.
- Bank of International Settlements,2010, "Financial system and macroeconomic resilience: revisited". BIS papers N. 53.
- Schindler M., Papageorgiou C., Weisfeld H., Pattillo C. A., Spatafora N, Berg A.,2011. "Global Shocks and their Impact on Low-Income Countries: Lessons from theGlobal Financial Crisis," IMF Working Papers 11/27, International Monetary Fund.
- Bernanke B., Gertler M. and Gilchrist S.,1999, ìThe Financial Accelerator in a Quantitative Business Cycle Framework,î Handbook of Macroeconomics, Vol. 1C, Chapter 21, ed. By J.B. Taylor and M. Woodford (Amsterdam: North-Holland).
- Christiano L., Motto R. and Rostagno M.,2010. "Financial factors in economic áuctuations," Working Paper Series 1192, European Central Bank.
- Curdia V., and Woodford M.,2010. "Credit Spreads and Monetary Policy," Journal of Money, Credit and Banking, Blackwell Publishing, vol. 42(s1), pages 3-35, 09.
- Elekdag, S., and Tchakarov I.,2007, ìBalance Sheets, Exchange Rate Policy, and Welfare,îJournal of Economic Dynamics & Control, Vol. 31, pp. 3986-4015.
- Committee on the Global Financial System (CGFS),2010b, ìMacroprudential Instruments and Frame- works: A Stocktaking of Issues and Experiences,îCGFS Paper No. 38.
- Craig R.S., Davis E.P and Pascual A.G.,2006, ìSources of Procyclicality in East Asian  Financial Systemsî, in eds. Gerlach, S and Gruenwald, P, Procyclicality of Financial  Systems in Asia, International Monetary Fund.
- Crowe C., DellíAriccia G., Igan D. and Rabanal P.,2011, ìPolicies for MacroÖnancial Stability: Op- tions to Deal with Real Estate Booms,îIMF Sta§ Discussion Note,
- GalÌ J. and Monacelli T.,2005. "Monetary Policy and Exchange Rate Volatility in a Small Open Economy," Review of Economic Studies, Wiley Blackwell, vol. 72(3), pages 707-734, 07.
- Gertler M., Gilchrist S. and Natalucci F.,2007, ìExternal Constraints on Monetary Policy and the Financial Accelerator,îJournal of Money, Credit and Banking, Vol. 39, pp. 295-330
- Gertler, Mark and Kiyotaki, Nobuhiro,2010, ìFinancial Intermediation and Credit Policy in Busi- ness Cycle Analysisîin Handbook of Monetary Economics by Benjamin M. Friedman & Michael Woodford
- Gertler M., Nobuhiro K., and Queralto A.,2011ìFinancial Crises, Bank Risk Exposure and Govern- ment Financial Policy", Journal of Monetary Economics (forthcoming).
- Goodfriend M.and McCallum B. T.,2007. "Banking and interest rates in monetary policy analysis: A quantitative exploration," Journal of Monetary Economics, Elsevier, vol. 54(5), pages 1480-1507, July.
- Maino R., Barnett S.,2011, Macroprudential Framework in Asia, I.M.F.
- Matteo Iacoviello,2005,. "House Prices, Borrowing Constraints, and Monetary Policy in the Business Cycle," American Economic Review, American Economic Association, vol. 95(3), pages 739-764, June.
- International  Monetary  Fund,2011a,  "Macroprudential  Policy,  An  Organizing  Framework" (SM/11/54, March), International Monetary Fund
- International Monetary Fund,2011b, "Global Financial Stability Report, World Economic and Finan- cial Surveys" (Washington: International Monetary Fund, April).
- International Monetary Fund,2011c, "Recent Experiences in Managing Capital Ináows, Cross-Cutting Themes and Possible Guidelines" (February).
- Kannan P., Rabanal P. and Scott A.,2009."Monetary and Macroprudential Policy Rules in a Model with House Price Booms," IMF Working Papers 09/251, International Monetary Fund.
- Kashyap, K. An, Richard Berner, Charles A. Goodhart,2011,îThe Macroprudential Toolkitî IMF Economic Review, forthcoming
- Kiyotaki, N. and Moore, J.,1997,. "Credit Cycles," Journal of Political Economy, University of Chicago Press, vol. 105(2), pages 211-48, April.
- NíDiaye, P.,2009,. "Countercyclical Macro Prudential Policies in a Supporting Role to Monetary Policy". IMF Working Paper WP/09/257.
- Nier, E. W.,2009, ìFinancial Stability Frameworks and the Role of Central Banks: Lessons from the CrisisîIMF working paper WP/09/70.
- Obstfeld M. and Rogo§ K.,1995,. "Exchange Rate Dynamics Redux," Journal of Political Economy, University of Chicago Press, vol. 103(3), pages 624-60, June.
- Unsal D. F.,2013, "Capital Flows and Financial Stability: Monetary Policy and Macroprudential Responses," International Journal of Central Banking, International Journal of Central Banking, vol. 9(1), pages 233-285, March.
- ViÒals J.,2010, ìTowards a Safer Global Financial System,î speech delivered at the Center For Financial Studies at the Goethe Universit‰t, Frankfurt, November.

*Source: _wp14157 - References*

---


_Source: https://www.imf.org/-/media/websites/imf/imported-full-text-pdf/external/pubs/ft/wp/2014/_wp14157.pdf_
