Sustainable Risk Management of Financial Institution Investments: A Cbsprcv-At-Risk Capital Framework

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Rohit Malhotra

Abstract

Is it possible to propose bootstrapped regression coefficient series which possess time-series element, considering they emerged from the idiosyncratic regression residuals? If it is so, then a generalization of traditional autoregressive conditional volatility based value-at-risk model and thereby ascertaining risk capital under pointback test (Traffic signal approach) can be meaningful. Using above methodology institutions can provide reasonable justification of “risk exposure” towards intra-industry investments with idiosyncratic wage data as a decision variable. The present paper use the similar ideology stated above, considering a robust autoregressive series of bootstrapped regression coefficients as a proxy for empirical conditional systematic (micro-systematic to be precise) risk series and leading to creation of a “Risk capital” measure for Banks to ascertain the “uninsured illiquid securities/assets risk capital buffer” they may have to ascertain under extreme risk prepositions. The paper clearly demonstrates how robust risk capital (Conditional bootstrapped shadow price regression coefficient variance: CBSPRCV-at- risk capital) of shadow assets (human capital costs) makes relevance in modern economic environment of unreliable market framework.

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How to Cite
Malhotra , R. . (2018). Sustainable Risk Management of Financial Institution Investments: A Cbsprcv-At-Risk Capital Framework. NLDIMSR Innovision Journal of Management Research, 1–10. Retrieved from https://nldinnovision.com/index.php/nldimsr/article/view/20

References

  1. Atkeson, A., & Phelan, C. (1994). Reconsidering the costs of business cycles with incomplete markets. In NBER Macroeconomics Annual 1994, Volume 9 (pp. 187-218). MIT Press.
  2. Berger, A. N., Bouwman, C. H., Kick, T., &Schaeck, K. (2011). Bank risk taking and liquidity creation following regulatory interventions and capital support. Documento detrabajo, WhartonFinancialInstitutions Center, Deutsche Bundesbank y Bangor Business School. Disponible en: http://ssrn.com/abstract, 1908102.
  3. Buss, A., Uppal, R., &Vilkov, G. (2015). Where Experience Matters: Asset allocation and asset pricing with opaque and illiquid assets.
  4. Chen, R., & Liu, L. M. (2001). Functional coefficient auto regressive models: estimation and tests of hypotheses. Journal of Time Series Analysis, 22(2), 151-173.
  5. Diebold, F. X., & Chen, C. (1996). Testing structural stability with endogenous breakpoint a size comparison of analytic and bootstrap procedures. Journal of Econometrics, 70(1), 221-241.
  6. Eakin, B. K., McMillen, D. P., & Buono, M. J. (1990). Constructing confidence intervals using the bootstrap: an application to a multi-product cost function. The Review of Economics and Statistics, 339-344.
  7. Ehrlich, I., Hamlen Jr, W. A., & Yin, Y. (2008). Asset management, human capital, andthe market for risky assets (No. w14340). National Bureau of Economic Research.
  8. Fair, R. C. (2003). Bootstrapping macro econometric models. Studies in Non linear Dynamics & Econometrics, 7(4).
  9. Galor, O., & Moav, O. (2004). From physical to human capital accumulation: Inequality and the process of development. The Review of Economic Studies, 71(4), 1001-1026.
  10. Gonçalves, S., &Kilian, L. (2004). Bootstrapping auto regressions with conditional heteroskedasticity of unknown form. Journal of Econometrics,123(1), 89-120.
  11. Hanushek, E. A., Ruhose, J., & Woessmann, L. (2015). Human capital quality andaggregate income differences: Development accounting for US states (No. w21295).National Bureau of Economic Research
  12. Imrohoroğlu, A. (1989). Cost of business cycles with indivisibilities and liquidity constraints. The Journal of Political Economy, 1364-1383.
  13. Inoue, A., &Kilian, L. (2002). Bootstrapping smooth functions of slope parameters and innovation variances in VAR (∞) models. International Economic Review, 43(2), 309-331.
  14. Kim, J. H. Bootstrap Prediction Intervals for Autoregressive Models Based on Asymptotically Mean-Unbiased Parameter Estimators.
  15. Krebs, T. (2003). Growth and welfare effects of business cycles in economies with idiosyncratic human capital risk. Review of Economic Dynamics, 6(4), 846-868.
  16. Kreiss, J. P., & Neumann, M. H. (1999). Bootstrap tests for parametric volatility structure in nonparametric autoregression. Prob. Theory Math. Stat, 393-404.
  17. Krusell, P., & Smith, A. A. (1999). On the welfare effects of eliminating business cycles. Review of Economic Dynamics, 2(1), 245-272.
  18. Leibowitz, M., & Bova, A. (2009). Portfolio liquidity. Morgan Stanley Research Portfolio Strategy.
  19. Levich, R. M., & Rizzo, R. C. (1999). Alternative tests for time series dependence based on auto correlation coefficients. WORKING PAPER SERIES-NEW YORK UNIVERSITY SALOMON CENTER S.
  20. Longstaff, F. A. (2004). Financial claustrophobia: Asset pricing in illiquid markets (No. w10411). National Bureau of Economic Research.
  21. Pan, L., &Politis, D. N. (2014). Bootstrap prediction intervals for linear, nonlinear and nonparametric auto regressions. Journal of Statistical Planning and Inference.
  22. Wester field, M.M., & Phalippou, L. (2014). Capital Commitment and Illiquidity Risks in Private Equity.
  23. Zhang, Q. (2006). Human capital, weak identification, and asset pricing. Journal of Money, Credit, and Banking, 38(4), 879-