Professor of Mathematics at Baruch College, City University of New York.
Phone: 646.312.4126; Email: rados.radoicic@baruch.cuny.edu
Mailing address: Department of Mathematics, Box B6-230, Baruch College, One Bernard Baruch Way, New York, NY 10010, USA
MIT Class of 2000. Ph.D. at MIT in 2004 under the supervision of Daniel J. Kleitman and Janos Pach. Hill Assistant Professor at Rutgers University (2004-2007).
Research interests: Mathematical Finance (Volatility modeling), Combinatorics, Discrete Geometry.
Part of the NY Geometry Seminar, and the NYC Discrete Geometry Group.
Part of the Baruch College MFE Program, the best Financial Engineering/Quantitative Finance masters program in North America.
Courses taught (Baruch College, Department of Mathematics):
MTH 2003 (Precalculus and Elements of Calculus), MTH 2205 (Applied Calculus), MTH 2610 (Calculus I), MTH 3010 (Calculus II), MTH 3100 (Selected Topics in Finite Mathematics), MTH 4000 (Bridge to Higher Mathematics), MTH 4005 (Problem-Solving Seminar), MTH 4120 (Probability), MTH 4140 (Graph Theory), MTH 4150 (Combinatorics), MTH 4500 (Introductory Financial Mathematics).
Courses taught (Baruch College, MFE Program):
MTH 9814 (A Quantitative Introduction to Pricing Financial Instruments), MTH 9841 (Statistics for Finance), MTH 9873 (Time Series Analysis), MTH 9891 (Introduction to Applied Financial Econometrics).
Also taught:
Statistics for Financial Engineering (MFE Summer Refresher Seminar), Advanced Calculus with Financial Engineering Applications(Pre-MFE Program), Financial Engineering & Applied Mathematics Program (Summer Leadership Academy), Intuition-Based Options Primer for Financial Engineering (Online QuantNet course).
Publications (Mathematical Finance):
- I. Matić, R. Radoičić, D. Stefanica. (2018). A PDE method for estimation of implied volatility. submitted.
- O. El Euch, J. Gatheral, R. Radoičić, M. Rosenbaum (2018). The Zumbach Effect Under Rough Heston. submitted.
- J. Gatheral, R. Radoičić. (2018). Rational Approximation of the Rough Heston Solution. submitted.
- E. Alòs, J. Gatheral, R. Radoičić. (2018). Exponentiation of Conditional Expectations Under Stochastic Volatility. submitted.
- D. Stefanica, R. Radoičić. (2017). An explicit implied volatility formula,
- I. Matić, R. Radoičić, D. Stefanica. (2017). Pólya-based approximation for the ATM-forward implied volatility. IJFE
- J. Gatheral, I. Matić, R. Radoičić, D. Stefanica. (2017). Tighter bounds for implied volatility.
- D. Stefanica, R. Radoičić. (2016). A sharp approximation for ATM-forward option prices and implied volatilites.
- R. Radoičić, D. Stefanica, T.-h. Wang. (2013). 150 Most Frequently Asked Questions on Quant Interviews, FE Press LLC.
Publications (Combinatorics/Discrete Geometry):
- R. Fulek, R. Radoičić. (2015). Vertical visibility among parallel polygons in three dimensions. LNCS 9411.
- J. Kynčl, J. Pach, R. Radoičić, G. Tóth. (2015). Saturated simple and k-simple topological graphs. CGTA.
- E. Ackerman, J. Pach, R. Pinchasi, R. Radoičić, G. Tóth. (2014). A note on coloring line arrangements, EJC.
- J. Pach, R. Radoičić, G. Tóth. (2012). Tangled thrackles, LNCS 7579; Geombinatorics.
- I. Pak, R. Radoičić. (2009). Hamiltonian paths in Cayley graphs. Discrete Mathematics.
- J. Fox, M. Mahdian, R. Radoičić. (2008). Rainbow solutions to the Sidon equation. Discrete Mathematics.
- R. Radoičić. G. Tóth. (2008). The discharging method and the Pach-Sharir conjecture. Contemporary Mathematics 453.
- D. Conlon, V. Jungić, R. Radoičić. (2007). On the existence of rainbow 4-term APs. Graphs and Combinatorics.
- J. Fox, V. Jungić, R. Radoičić. (2007). Sub-Ramsey numbers for APs and Schur triples. Integers, EJCNT.
- J. Pach, R. Radoičić, G. Tardos, G. Tóth. (2006). Improving the crossing lemma. DCG.
- J. Pach, R. Radoičić, J. Vondrák. (2006). On the diameter of separated point sets with many nearly equal distances. Euro. JC.
- N. Alon, R. Radoičić, B. Sudakov, J. Vondrák. (2006). A Ramsey-type result for the hypercube. JGT.
- R. Pinchasi, R. Radoičić, M. Sharir. (2006). On empty convex polygons in a planar point set, JCTA.
- J. Pach, R. Radoičić, G. Tóth. (2006). Relaxing planarity for topological graphs, BSMS 15.
- J. Pach, R. Radoičić, J. Vondrák. (2006). Nearly equal distances and Szemerédi’s regularity lemma. CGTA.
- N. Alon, J. Pach, R. Pinchasi, R. Radoičić. (2005). Crossing patterns of semi-algebraic sets. JCTA.
- J. Fox, R. Radoičić. (2005). On the degree of regularity of generalized van der Waerden triples, Integers, EJCNT
- M. Iorio, D. Ismailescu, R. Radoičić, M. Silva. (2005). On point sets containing their triangle centers. RRMPA.
- V. Jungić, J. Nešetril, R. Radoičić. (2005). Rainbow Ramsey theory. Integers, EJCNT.
- A. Dumitrescu, R. Radoičić. (2004). On a coloring problem for the integer grid. Contemporary Mathematics, 342.
- J. Pach, R. Radoičić, G. Tóth. (2004). A generalization of quasi-planarity. Contemporary Mathematics, 342.
- R. Pinchasi, R. Radoičić. (2004). Topological graphs with no self-intersecting C4. Contemporary Mathematics, 342.
- D. Ismailescu, R. Radoičić. (2004). A dense planar point set from iterated line intersections. CGTA.
- R. Radoičić, G. Tóth. (2003). Note on the chromatic number of the space. DCG.
- V. Jungić, J. Fox, M. Mahdian, J. Nešetríl, R. Radoičić. (2003). Rainbow APs and anti-Ramsey results. CPC.
- R. Radoičić, G. Tóth. (2003). Monotone paths in line arrangements. CGTA.
- V. Jungić, R. Radoičić. (2003). Rainbow 3-term arithmetic progressions. Integers, EJCNT.
Publications (Miscellanea):
- I. Matić, R. Radoičić, D. Stefanica. (2018). A sharp Pólya-based approximation to the normal cdf. AMC.
- J. Fox, R. Radoičić. (2005). Degree of regularity and the axioms of set theory, preprint.
- J. Fox, V. Jungić, R. Radoičić, M. Silva. (2005). On the existence of APs with a specified color pattern. preprint.
- D. Marinov, R. Radoičić. (2003). Counting 1324-avoiding permutations. EJC.
- R. Radoičić, G. Tóth. (2001). Noncrossing configurations in geometric graphs. preprint.
My biggest treasure:
