Mathematical finance – papers

 

N

Authors

Title

Electronic

Printed

1

A. Itkin

Pricing options with VG model using FFT

 arXiv: 0503137

 

2

A. Itkin
P. Carr

Pricing swaps and options on quadratic variation under stochastic time-change models discrete observations case

 

Review of Derivatives Research, 2010, Vol.13, N.2, p.141-176.
Description: rdr.jpg

3

A. Itkin
P. Carr

Using pseudo-parabolic and fractional equations for option pricing in jump diffusion models.

 arXiv:1002.1995

Computational Economics, 2012, Vol 40, N.1, p.63-104

4

A. Itkin
P. Carr

Jumps without Tears: A New Splitting Technology for Barrier Options

 

International Journal of Numerical Analysis and Modeling, 2011, v.8, N.4,  pp 667–704.
Description: ijnam.bmp

5

A. Itkin

New solvable stochastic volatility models for pricing volatility derivatives

 arXiv:1205.3550

Review of Derivatives Research, 2013, v.16, #2, pp.111-134
Description: rdr.jpg 

6

I. Halperin
A. Itkin

Pricing options on illiquid assets with liquid proxies using utility indifference and dynamic-static hedging

 arXiv:1205.3507

Quantitative Finance, 2014, v.14, # 3, pp.427-442

7

I. Halperin
A. Itkin

Pricing Illiquid Options with N+1 Liquid Proxies Using Mixed Dynamic-Static Hedging

 arXiv:1209.3503

International Journal of Theoretical and Applied Finance, 2013, vol.16, #7, pp.1350033-1 – 1350033-17.

8

I. Halperin
A. Itkin

USLV: Unspanned Stochastic Local
Volatility Model

 arXiv:1301.4442

 

9

A. Itkin

Efficient Solution of Backward Jump-Diffusion PIDEs with Splitting and Matrix Exponentials.

 arXiv:1304.3159

Journal of Computational Finance, 2016, v.19, pp. 29-70.
jcf

10

A. Itkin

High-Order Splitting Methods for Forward PDEs and PIDEs

 arXiv:1403.1804

International Journal of Theoretical and Applied Finance, 2015, v.18, #5, pp.1550031-1 – 1550031-24.

11

A. Itkin

Splitting and Matrix Exponentials approach for jump-diffusion models with Inverse Normal Gaussian, Hyperbolic and Meixner jumps. 

 arXiv:1405.6111

Algorithmic Finance, 2014, 3, pp.233-250

af

12

A. Itkin

To sigmoid-based funtional description
of the volatility smile.

 arXiv:1407.0256

The North American Journal of Economics and Finance, 2015, 1, pp.264-291.

najef

13

A. Itkin
A. Lipton

Efficient solution of structural default models with correlated jumps and mutual obligations.

 arXiv:1408.6513

International Journal of Computer Mathematics, 2015, v.92, #12, pp. 2380-2405.
IJCM

14

A. Itkin
A. Lipton

Structural default model with mutual
obligations.

 arXiv:1505.020309

Review of Derivatives Research, 2017, v. 20, #1, pp 15–46.

Description: rdr.jpg

15

A. Itkin

Nonlinear PDEs risen when solving some optimization problems in finance, and their solutions.

 arXiv:1510.04899

Journal of Computational Finance
2018, v.21, #4, pp.1-21.

jcf

16

A. Itkin

LSV models with stochastic interest rates and correlated jumps

 arXiv:1511.01460

International Journal of Computer Mathematics, 2017, v. 94, #7, pp.1291-1317. 

IJCM

18

A. Itkin
A. Lipton

Filling the gaps smoothly

 arXiv:1608.05145

Journal of Computational Science, 2018, v.24, pp.195-208.

Cover image

19

A. Itkin

Modeling stochastic skew of FX options using SLV models with stochastic spot/vol correlation and correlated jumps

 arXiv:1701.02821

Applied Mathematical Finance, 2017, v.24, N6, pp.485-519.
AMF

20

K. in’t Hout
A. Itkin
C. Oosterlee
J. Toivanen

Editorial. Special Issue – Computational methods in Finance

 

International Journal of Computer Mathematics, 2015, v.92, pp. 2345-2346.

IJCM

21

K. in’t Hout
A. Itkin
L. von Sydow
J. Toivanen

Editorial. Special Issue – Computational and algorithmic finance

 

Computational Science, 2018, v.24, pp.180-181.

Cover image

22

A. Itkin
V. Shcherbakov
A. Veygman

Influence of jump-at-default in IR and FX on Quanto CDS prices

 arXiv:1711.07133

International Journal of Theoretical and Applied Finance 2019, Vol. 22, No 3, 1950003

ijtaf

23

P. Carr
A. Itkin

An Expanded Local Variance Gamma model

 arXiv:1802.09611

Computational Economics, 2020, v.55, Issue 4.
CE

24

P. Carr
A. Itkin

Geometric Local Variance Gamma model

 arXiv:1809.07727

The Journal of Derivatives 2019, Vol. 27, Issue 2, pp. 7-30.


25

F. Soleymani
A. Itkin

Pricing foreign exchange options under stochastic volatility and interest rates using an RBF–FD method

 arXiv:1903.00937

Journal of Computational Science, Vol. 37, October 2019, 101028Cover image

26

P. Carr
A. Itkin

ADOL – Markovian approximation of rough lognormal model

 arXiv:1904.09240

Risk, Nov. 2019

27

A. Itkin

Deep learning calibration of option pricing models: some pitfalls and solutions

 arXiv:1906.03507

Risk, April. 2020

28

P. Carr
A. Itkin
S. Stoikov

Model free backward and forward PDEs for
implied volatility

 

 arXiv:1907.07305

The Journal of Derivatives, Fall 2020, 28, N1, 51-78.

29

A. Itkin
F. Soleymani

Four-factor model of Quanto CDS with jumps-at-default and stochastic recovery

 arXiv:1912.087137

 The Journal of Computational Science, 54(2021), 101434.

Cover image

31

P. Carr
A. Itkin

Semi-Analytical solutions for Barrier and American options written on a time-dependent Ornstein Uhlenbeck process

 

 arXiv:2003.08853

 The Journal of Derivatives, Fall 2021, 29 (1) 9-26.

32

A. Itkin
D. Muravey

Semi-closed form prices of barrier options in the Hull-White model

 

 arXiv:2004.09591

 Risk.net, Dec. 2020

33

P. Carr
A. Itkin
D. Muravey

Semi-closed form prices of barrier options in the time-dependent CEV and CIR models

 

arXiv:2005.05459

The Journal of Derivatives, Fall 2020, 28, N1, 26-50.

34

A. Itkin
A. Lipton
D. Muravey

From the Black-Karasinski to the Verhulst model to accommodate the unconventional Fed’s policy.

 

arXiv:2006.11976

 

35

A. Bogdanov
A. Itkin
A. Lipton
J. Pimbley

 

Physics and Financial Derivatives. Special Issue

 

 

The Journal of Derivatives, Fall 2020, 28, N1, 1-3.

36

A. Itkin
D. Muravey

Semi-analytic pricing of double barrier options with time-dependent barriers and rebates at hit.

 

arXiv:2009.09342

Frontiers of Mathematical Finance 2022, 1(1) : 53-79

FMF

37

A. Itkin
A. Lipton
D. Muravey

Multilayer heat equations: application to finance.

 

arXiv:2102.08338

Frontiers of Mathematical Finance
2022, 1(1) : 99-135

FMF

39

A. Itkin
D. Muravey

Semi-analytical pricing of barrier options in the time-dependent λ-SABR model: Uncorrelated case

 

arXiv:2109.02134

The Journal of Derivatives, 2022, 30(1) , 74-101

40

A. Itkin
A. Lipton
D. Muravey

Multilayer heat equations and their solutions via oscillating integral transforms

arXiv:2112.00949

Physica A, Statistical mechanics and its applications, 2022 vol.601, p. 127544 Go to journal home page - Physica A: Statistical Mechanics and its Applications

41

P. Carr
A. Itkin
D. Muravey

Semi-analytical pricing of barrier options in the time-dependent Heston model

 arXiv:2202.06177

The Journal of Derivatives, 2022, 30(2), 141-171

42

A. Itkin

My Reminiscences of Peter Carr

 

The Journal of Derivatives, 2022, 30(2), 8-15

43 Andrey Itkin
Alex Lipton
Fabio Mercurio
David Shimko
Liuren Wu

Editor’s Letter. Special issue in memory of Peter Carr

 arXiv:2307.13870

The Journal of Derivatives, 2022, 30(2),1-2.

44

A. Itkin
D. Muravey

American Options in Time-Dependent One-Factor Models: Semi-Analytic Pricing, Numerical Methods, and ML Support

 arXiv:2307.13870

The Journal of Derivatives, 2024, 31(3), 74-114.

45

A. Itkin

Short time behavior of the ATM implied skew in the ADO-Heston model

 arXiv:2309.15044

Frontiers of Mathematical Finance, 2024, 3(2), 214-238.

FMF

46

A. Itkin

Semi-analytic pricing of American options in time-dependent jump-diffusion models with exponential jumps

 arXiv:2308.08760

The Journal of Derivatives, 2024, 32(1), 110 – 137

47

A. Itkin
Y. Kitapbayev

Semi-analytical pricing of options written on
SOFR futures

 arXiv:2409.04903