• Nem Talált Eredményt

Számozatlan képlet az 5.3. alfejezetben:

𝐷𝐷𝐷𝐷#= 𝐷𝐷#∙ 𝑖𝑖#

1 − 1 + 𝑖𝑖# +,- ,

where DSt is the debt servicing rate in the period t, Dt is the outstanding debt, it denotes the average annual interest rate and st stands for the average annual residual maturity of the outstanding debt.

Figure 8

Impact of regulation on banks’ short-term external debt and FX loans, with a 2003 introduction

2.5 EUR Billions EUR Billions 15

2006 2007

Reduction of short-term external debt of banks because of regulations

Short-term external debt of banks with regulations (right-hand scale)

Short-term external debt of banks without regulations (right-hand scale)

Reduction of FX loans because of regulations FX loans with regulations (right-hand scale) FX loans without regulations (right-hand scale) 0

Note: The crowded-out holdings for the years show the amount of holdings that would have had to be adjusted in the given year if the instruments had been introduced in 2003. While the reduction in short-term external debt is true for both scenarios, FX loan holdings would only have shrunk in the second case.

Source: MNB.

Large and growing surplus costs would have been incurred by banks mainly because of the potentially lost loans, and by households because of the large spread on forint loans, depending on the size of the FX loan holdings to be reduced and the assumed extent by which forint conversion can be performed (Figure 9).

Although the calculation above is admittedly a mere approximation, it has to be noted that these costs would probably have been much lower than the losses realised by households and the banking system in connection with the undertaken exchange rate risk and credit risk, related to the unsustainable banking model, as well as the spillover costs for the national economy, which are well-known to have been high. In the case of the Swiss franc-denominated loans, which comprised the overwhelming majority of household FX loans, on account of the Swiss franc’s 60-per cent appreciation against the forint between 2008 and November 2014 when the technical forint conversion took place, a revaluation effect amounting to around HUF 1,400 billion may have taken hold in connection with the FX loans shown by our estimate to have been crowded-out by the end of 2008, amounting to roughly HUF 2,300 billion, with regard to the change in repayment instalments at that time

Figure 9

Costs of banking system and households in case of FX loan forint conversions, under different scenarios

–250 –225 –200 –175 –150 –125 –100 –75 –50 –25 0

–250 –225 –200 –175 –150 –125 –100 –75 –50 –25 HUF Billions 0

HUF Billions Banks Households

2006 2007

2004

2003 2005 2008 2006 20072007 20042003 2005 2008

75 per cent 50 per cent 25 per cent

Note: In the case of the annual adjustment requirement, the annual amount of debt servicing (DS) for households and lost debt servicing for banks, with refinancing through various amounts of forint loans, assuming a 10-year average loan maturity. Crowded-out FX loans in the case of the regulation used in the previous year, with proportionate refinancing.

Source: MNB

and the remaining principal in 2014.16 In other words, the early introduction of the regulation would have saved the public this much in losses, which in itself is many times higher than the households’ and banks’ estimated losses combined. The regulations would have reduced excessive risk-taking by banks and households by internalising risks.

6. Summary

Building on the experiences from the 2008 global financial crisis, the MNB devised a comprehensive set of rules, mainly comprising regulations managing currency mismatches and short-term liquidity. To gain a rough picture about the extent by which these reduce the vulnerability of the banking system and thus also the economy, it was examined what impact the pre-crisis implementation of the above-described rules would have had. The backtesting calculation suggests that the liquidity and funding regulations introduced since 2012 would have considerably mitigated the vulnerability of individual banks, the banking sector as a whole and the entire national economy, had they been implemented before the crisis.

With respect to compliance with the regulations, in the case of a liability-side adjustment only, all banks would have improved their ratios, achieving full compliance. However, when the liability-side adjustment is constrained and an asset-side adjustment is permitted, about half of the banks would have been unable to meet all the requirements by relying only on the adjustment methods that were deemed easy to implement and proportionally cost-effective. In all cases, banks would have been forced to adjust the most by the FFAR: in the case of an asset-side adjustment, this would have been the least likely to be met by banks.

The backtesting results show that the short-term interbank external debt would have been substantially lower in all scenarios, which would have translated into considerably lower vulnerability and a smaller international reserve requirement.

With an asset-side adjustment, the volume of retail FX loans should have contracted as well through forint conversion, or it would have been unable to build up in the first place, due to the regulatory constraints. These adjustments would have materially improved the stability of the financial system, thereby mitigating the national economy’s vulnerability. Finally, the analysis described here also underlines the significance of timing. The costs associated with the adjustment would probably have been much lower than the losses arising from the flawed funding and lending practices. Nevertheless, if the measures had been introduced in 2008, the necessary adjustment would have meant a shock to the banking system. However, this would have been avoidable with an appropriately communicated and timely introduction.

16 The increased burden caused by the higher interest rates on forint loans was already taken into account among the costs of the regulation.

This analysis backtested the MNB’s current liquidity and funding instruments to show that the applied rules can effectively forestall the financial stress observed in crises, for example in the wake of the present coronavirus pandemic. The rules under review may prevent banks from their over-reliance on short-term, mainly external FX funds, funds from financial corporations or off-balance sheet derivative transactions, which are considered riskier. So based on this analysis, one may argue that the tested instruments would have been able to mitigate the risks associated with excessive FX lending and the high costs incurred by the national economy in connection with this, by internalising the costs of these funding practices paid by households and the banking system.

References

Acharya, V. – Schaefer, S. (2005): Understanding and managing correlation risk and liquidity risk. International Financial Risk Institute (IFRI) Roundtable, 29–30 September.

Balás, T. – Móré, Cs. (2007): Likviditási kockázat a magyar bankrendszerben (Liquidity risk in the Hungarian banking system). MNB-tanulmányok 69, Magyar Nemzeti Bank, December.

https://www.mnb.hu/letoltes/mt-69.pdf

BCBS (2000): Sound practices for managing liquidity in banking organisations. Basel Committee on Banking Supervision, February. https://www.bis.org/publ/bcbsc135.pdf BCBS (2009): Findings on the interaction of market and credit risk. Working Paper Series No.

16., Basel Committee on Banking Supervision, May. https://www.bis.org/publ/bcbs_wp16.

pdf

BCBS (2013): Basel III: The Liquidity Coverage Ratio and liquidity risk monitoring tools. Basel Committee on Banking Supervision, January. https://www.bis.org/publ/bcbs238.pdf BCBS (2014): Basel III: the net stable funding ratio. Basel Committee on Banking Supervision,

October. https://www.bis.org/bcbs/publ/d295.pdf

Baudino, P. – Sturluson, J.T. – Svoronos, J-P. (2020): The banking crisis in Iceland. FSI crisis management series No. 1, Bank for International Settlements. https://www.bis.org/fsi/

fsicms1.pdf

Brunnermeier, M.K. – Pedersen, L.H. (2007): Market Liquidity and Funding Liquidity.

NBER Working Paper No. 12939, National Bureau of Economic Research. https://doi.

org/10.3386/w12939

Csávás, Cs. (2015): A devizatartalék-megfelelés értékelésének nemzetközi trendjei (International trends of assessing FX reserves adequacy). Szakmai cikk (Article), Magyar Nemzeti Bank, June. https://www.mnb.hu/letoltes/csavas-csaba-a-devizatartalek-megfeleles-ertekelesenek-nemzetkozi-trendjei.pdf. Downloaded: 10 March 2020.

Dell’Ariccia, G. – Deniz, I. – Lae ven, L.A. (2012): Credit booms and lending standards:

Evidence from the subprime mortgage market. Journal of Money, Credit and Banking, 44(2–3): 367–384. https://doi.org/10.1111/j.1538-4616.2011.00491.x

Demyanyk, Y. – Hemert, O. Van (2011): Understanding the Subprime Mortgage Crisis. Review of Financial Studies, 24(6): 1848–1880. https://doi.org/10.1093/rfs/hhp033

Dudley, W. (2014): Welcome remarks. President and Chief Executive Officer of the Federal Reserve Bank of New York, at the workshop on the “Risks of Wholesale Funding”, New York City, 13 August.

Dynan, K. – Johnson, K. – Pence, K. (2003): Recent changes to a measure of US household debt service. Federal Reserve Bulletin, 89(10): 417–426.

ECB (2002): Developments in bank’s liquidity profile and management. European Central Bank, May. https://www.ecb.europa.eu/pub/pdf/other/banksliquidityprofile02en.pdf ECB (2010): Financial stability review. European Central Bank, June. https://www.ecb.europa.

eu/pub/pdf/fsr/financialstabilityreview201006en.pdf

Fábián, G – Vonnák, B. (eds.) (2014): Átalakulóban a magyar bankrendszer. Vitaindító a magyar bankrendszerre vonatkozó konszenzusos jövőkép kialakításához (Hungarian banking system in transition. A keynote paper for developing a consensus-based vision for the Hungarian). MNB-tanulmányok 112., különszám, Magyar Nemzeti Bank. https://

www.mnb.hu/letoltes/mt112-kulonszam.pdf

Hahm, J.H. – Shin, H.Y. – Shin, K. (2013): Non-Core Bank Liabilities and Financial Vulnerability.

Journal of Money, Credit and Banking, 45(s1): 3–36. https://doi.org/10.1111/jmcb.12035 Hartmann, P. (2010): Interaction of market and credit risk. Journal of Banking and Finance.

34(4): 697–702. https://doi.org/10.1016/j.jbankfin.2009.10.013

Huang, R. – Ratnovski, L. (2011): The dark side of bank wholesale funding. Journal of Financial Intermediation, 20(2): 248–263. https://doi.org/10.1016/j.jfi.2010.06.003

Hungarian Financial Supervisory Authority (HFSA) (2013): Risk report 2013/I. Hungarian Financial Supervisory Authority, June.

Iyer, R. – Peydró, J-L. (2011): Interbank contagion at work: Evidence from a natural experiment. The Review of Financial Studies, 24(4): 1337–1377. https://doi.org/10.1093/

rfs/hhp105

Nagy, M. – Szabó, E.V. (2008): The Sub-prime Crisis and its Impact on the Hungarian Banking Sector. MNB Bulletin, 2008(April): 35–43. https://www.mnb.hu/letoltes/mnb-bull-2008-04-marton-nagy-viktor-e-szabo-en.pdf

Nagy, M. – Palotai, D. (2014): A devizatartalék óvatosan csökkenthető (FX reserves may be reduced cautiously). Szakmai cikk (Article), Magyar Nemzeti Bank, April. https://www.

mnb.hu/letoltes/a-devizatartalek-ovatosan-csokkentheto-2014-04-22.pdf. Downloaded:

6 April 2020.

Nagy M. – Vonnák, B. (2014): Egy jól működő magyar bankrendszer 10 ismérve (10 features of a well-functioning Hungarian banking sector). Szakmai cikk (Article), Magyar Nemzeti Bank, March. https://www.mnb.hu/sajtoszoba/hirek-2015-juniusig/nagy-marton-vonnak-balazs-egy-jol-mukodo-magyar-bankrendszer-10-ismerve. Downloaded: 10 April 2020.

Páles, J. – Kuti, Zs. – Csávás, Cs. (2010): The role of currency swaps in the domestic banking system and the functioning of the swap market during the crisis. MNB Occasional Papers 90, Magyar Nemzeti Bank. https://www.mnb.hu/letoltes/op-90.pdf

Poghosyan, T. – Čihák, M. (2009): Distress in European Banks: An Analysis Based on a New Data Set. IMF Working Paper No. 09/9. https://doi.org/10.5089/9781451871562.001 Ratnovski, L. – Huang, R. (2009): Why Are Canadian Banks More Resilient? IMF Working

Paper No. 09/152. https://doi.org/10.5089/9781451872996.001

Sharma, P. (2004): Speech on liquidity risk. Financial Services Authority, London, October.

Yorulmazer, T. – Goldsmith-Pinkham, P. (2010): Liquidity, Bank Runs, and Bailouts: Spillover Effects During the Northern Rock Episode, Journal of Financial Services Research, 37:

83–98. https://doi.org/10.1007/s10693-009-0079-2

Annex

Figure 10

Distribution of banks’ initial and post-adjustment LCR values by years

0.0

2003before after before after before after before after before after before after before after before after before after before after before after before after

2005 2008 2006 20072007 20042003 2005 2008

Average of banks Minimum limit of LCR

Note: The chart shows the minimum and maximum values, the first and third quartile and the average.

Source: MNB

Figure 11

Distribution of banks’ initial and post-adjustment FECR values by years

–0.5

2003before after before after before after before after before after before after before after before after before after before after before after before after

2005 2008 2006 20072007 20042003 2005 2008

Average of banks FECR lower and upper limit

Note: The chart shows the minimum and maximum values, the first and third quartile and the average.

Source: MNB

Figure 12

Distribution of banks’ initial and post-adjustment FFAR values by years

0.0

2003before after before after before after before after before after before after before after before after before after before after before after before after

2005 2008 2006 20072007 20042003 2005 2008

Average of banks Minimum limit of FFAR

Note: The chart shows the minimum and maximum values, the first and third quartile and the average.

Source: MNB

Figure 13

Distribution of banks’ initial and post-adjustment IFR values by years

0.0

2003before after before after before after before after before after before after before after before after before after before after before after before after

2005 2008 2006 20072007 20042003 2005 2008

Average of banks Maximum limit of IFR

Note: The chart shows the minimum and maximum values, the first and third quartile and the average.

Source: MNB

KAPCSOLÓDÓ DOKUMENTUMOK