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References

  1. Borodin, A. N. and Salminen, P. Handbook of Brownian Motion: Facts and Formulae. Probability and its Applications, 2nd Edition. (2002) Birkhauser. Math. Review MR1912205
  2. Dayanik, S. and Karatzas, I. On the optimal stopping problem for one-dimensional diffusions. Stochastic Process. Appl. 107 (2003), 173-212. Math. Review MR1999788
  3. Dynkin, E. B. Markov Processes. Vol. II. Academic Press, New York. (1965) Springer-Verlag, Berlin-Gottingen-Heidelberg. Math. Review MR0193671
  4. Dynkin, E. B. and Yushkevich, A. A. Markov Processes: Theorems and Problems Plenum Press. (1969) Math. Review MR0242252
  5. It^{o}, K. and Mckean, H. P., Jr. Diffusion Processes and their Sample Paths Springer, Berlin. (1974) Math. Review MR0345224
  6. Peskir, G. Principle of smooth fit and diffusions with angles. Stochastics 79 (2007), 293-302. Math. Review MR2308077
  7. Peskir, G. and Shiryaev, A. N. Optimal Stopping and Free-Boundary Problems. Lectures in Mathematics, ETH Z"{u}rich (2006) Birkh"{a}user. Math. Review MR2256030
  8. Revuz, D. emph{and} Yor, M. Continuous Martingales and Brownian Motion. Springer.(1999) Math. Review MR1725357
  9. Salminen, P. Optimal stopping of one-dimensional diffusions. Math. Nachr. 124 (1985), 85-101. Math. Review MR0827892
  10. Shiryaev, A. N. Optimal Stopping Rules. Springer.(1978) Math. Review MR0468067


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