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1999. V. 9. 3. pp. 203-228.[53] Bachelier L. Theorie de la Speculation // Annales Scientiques de lcole Normale Suprieure.1900. V. 3. P. 2186.[54] Bird, R., Dennis, D., Tippett, M. A stop loss approach to portfolio insurance // Journal ofPortfolio Management. 1988. 14. P. 3540.[55] Black F., Scholes M. The Sricing of Options and Corporate Liabilities // Journal of PoliticalEconomy. 1973. Vol. 81.
3. P. 637659.[56] Carr P., Jarrow R. The Stop-Loss Start-Gain Paradox and Option Valuation: a NewDecomposition into Intrinistic and Time Value // Review of Financial Studies. 1990. V.3. . 3. P. 469492.[57] Cetin U., Jarrow R., Protter P., Warachka M. Pricing Options in an Extended Black ScholesEconomy with Illiquidity: Theory and Empirical Evidence // Review of Finncial Studies.2006. Vol. 19. 2.
P. 493529.[58] Cox J., Rubinstein M. Option Markets. NJ: Prentice-Hall, 1985.102[59] Cox J. C., Ross R.A., Rubinstein M. Option Pricing: a Simplied Approach // Journal ofFinancial Economics. 1976. V. 7. P. 229263.[60] Dowd K., Blake D. After VaR: The Theory, Estimation, and Insurance Applications ofQuantile-Based Risk Measures // CRIS Discussion Paper Series, 2006.[61] Dufour A., Engle R. F.
The ACD Model: Predictability of the Time Between ConsecutiveTrades // Discussion Papers in Finance: 2000-05. California: ISMA Centre. 58 p. (BusinessSchool for Financial Markets)[62] Dybvig P. H. Inecient dynamic portfolio strategies or how to throw away a million dollarsin the stock market // Review of Financial Studies. 1988. 1. P. 67-88.[63] Edirisinghe C., Naik V., Uppal R. Optimal Replication of Options with Transactions Costsand Trading Restrictions // Journal of Financial and Quantitative Analysis.
1993. 28. P.117138.[64] El Karoui N., Quenez M. C. Dynamics Programming and Pricing of Contingent Claims in aIncomplete Marcet //SIAM Journal on Applied Mathematics. 1995. V. 33. 1. P. 2966.[65] Follmer H., Kramkov D. Optional Decomposition under Constraints // Probability Theoryand Related Fields.
1997 Vol. 109. 1. P. 125.[66] Follmer H., Kabanov Yu. M. Optional Decomposition and Lagrange Multipliers // FinanceStochastic. 1998. Vol. 2. 1. P. 6981.[67] Gollier C. On the Ineciency of Bang-Bang and Stop-Loss Portfolio Strategies // Journal ofFinance. 1997. 14. P. 143154.[68] Jia Q. Pricing American Options using Monte Carlo Methods // Department of Mathematics,Uppsala University, 2009.[69] Kaminski K. M., Lo A. W. When do stop loss rules stop loss? // Swedish Institute forFinancial Research. Working paper.
2008. 34.[70] Karatzas I. On the Pricing of American Options // Appl. Math. Optim. 1988. 17. P. 3760.[71] Karatzas I., Shreve S. Brownian Motion and Stochastic Calculus // Springer. New York.1978.103[72] Kramkov D. O. Optional Decomposition of Supermartingales and Hedging Contingent Claimsin Incomplete Security Markets // Probability Theory and Related Fields.
1996 Vol. 105. 4.P. 459479.[73] McKean H. P. Jr. Appendix: A free boundary problem for the heat equation arising from aproblem in mathematical economics // Indust. Manage. Rev. 1965. 6. P. 3239.[74] Merton R.C. Option Pricing when Underlying Stock Returns are Discontinuous // Journalof Financial Economics. 1976. 3. P.
125144.[75] Mocioalca O. Jump Diusion Options with Transaction Costs // Romanian Journal of Pureand Applied Mathematics. 2007. Vol. 52. 3. P. 349366.[76] Myneni R. The Pricing of the American Option // The Annals of Applied Probability. 1992.Vol. 2. . 1. P. 123.[77] Ng S. -A. An Innitesimal Analysis of the Stop-Loss-Start-Gain Strategy // InternationalJournal of Theoretical and Applied Finance. 2005. Vol.
08. Iss. 05. P. 623635.[78] Osler C. L. Stop-loss orders and price cascades in currency markets // Journal of InternationalMoney and Finance. 2005. 24. P. 219-241.[79] Rockafellar R.T., Uryasev S. Conditional Value-at-Risk for General Loss Distributions //Journal of Banking and Finance. 2002. V. 26. . 7. P. 14431471.[80] Samuelson P. Rational Theory of Warrant Pricing // Industrial Management Review. 1965.V. 6. P. 13-31.[81] Schonbucher P., Wilmott P. The Feedback Eect of Hedging in Illiquid Markets // SIAMJournal on Applied Mathematics.
2000. 61. P. 232272.[82] Seidenverg E. A Case of Confused Identity // Financial Analysts Journal. 1988. P. 6367.[83] Shapiro A., Dentcheva D., Ruszczynski A. Lectures on Stochastic Programming: Modellingand Theory // MPS-SIAM Series on Optimization. Philadelphia. 2009. P. 447.[84] Sobol V. Modication of the Stop-Loss Start-Gain Strategy. Distribution of Hedger's Losses// Óïðàâëåíèå, èíôîðìàöèÿ è îïòèìèçàöèÿ: òåçèñû äîêëàäîâ Øåñòîé Òðàäèöèîííîéâñåðîññèéñêîé ìîëîäåæíîé ëåòíåé øêîëû (22-29 èþíÿ 2014 ã. äåð.
Ãðèãîð÷èêîâî, Ëåíèíñêèé ðàéîí, Ìîñêîâñêàÿ îáë.). 2014. Ì.: ÈÏÓ ÐÀÍ. 65 ñ.104[85] Vaseghi S.V. Advanced digital signal processing and noise reduction. 2nd ed. // Chichester.Wiley. 2000.[86] Wu Zh. Pricing American Options using Monte Carlo Methods // Masters thesis. Universityof Oxford, 2012.[87] Zhang M. Y., Russell J., Tsay R. S.
A nonlinear autoregressive conditional duration modelwith applications to nancial transaction data // Journal of Econometrics. 2001. Vol. 104.1. P. 179-207.105.
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