SV1FJ: SV1FJ model simulation
In JumpTest: Financial Jump Detection
Description
Usage
Arguments
Value
References
Examples
Description
Simulate Stochastic Volitility model with one factor model (including jump) with given length and other parameters
Usage
1
2
Arguments
M
number of interverals to be simulated
m
number of time points within each interval
p0
start price
lam
frequency of jump
mu
drift
v0
volatility parameter
beta0
underlying Brownian motion intercept paramter
beta1
underlying Brownian motion slope parameter
alphav
volatility parameter
cov
Brownian motion correlation
Value
simulated time series
References
Chernov, M., et al. (2003). "Alternative models for stock price dynamics." Journal of Econometrics 116(1): 225-257.
Examples
1
SV1FJ(1000,390)
Example output
Loading required package: MASS
n1
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JumpTest documentation built on May 1, 2019, 9:45 p.m.
R Package Documentation
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Note that we can't provide technical support on individual packages. You should contact the package authors for that.
Description Usage Arguments Value References Examples
Description
Simulate Stochastic Volitility model with one factor model (including jump) with given length and other parameters
Usage
1 2 |
Arguments
M |
number of interverals to be simulated |
m |
number of time points within each interval |
p0 |
start price |
lam |
frequency of jump |
mu |
drift |
v0 |
volatility parameter |
beta0 |
underlying Brownian motion intercept paramter |
beta1 |
underlying Brownian motion slope parameter |
alphav |
volatility parameter |
cov |
Brownian motion correlation |
Value
simulated time series
References
Chernov, M., et al. (2003). "Alternative models for stock price dynamics." Journal of Econometrics 116(1): 225-257.
Examples
1 | SV1FJ(1000,390)
|
Example output
Loading required package: MASS
n1
[1,] 2.9902010405 0
[2,] 2.9976923238 0
[3,] 2.9951797426 0
[4,] 2.9941092600 0
[5,] 2.9459766512 0
[6,] 2.9296937785 0
[7,] 2.9577526538 0
[8,] 2.9413695016 0
[9,] 2.9613665264 0
[10,] 2.9206437761 0
[11,] 2.9425205714 0
[12,] 2.9652802292 0
[13,] 3.0174719415 0
[14,] 2.9928519689 0
[15,] 3.0139421398 0
[16,] 2.9399440387 0
[17,] 2.9401520870 0
[18,] 2.9356956179 0
[19,] 2.9780950744 0
[20,] 2.9666626197 0
[21,] 2.9358263309 0
[22,] 2.8942205514 0
[23,] 2.8949788743 0
[24,] 2.9281241883 0
[25,] 2.9506703027 0
[26,] 3.0053688621 0
[27,] 3.0473755024 0
[28,] 3.0366072964 0
[29,] 3.0182008089 0
[30,] 3.0933441665 0
[31,] 3.1257632399 0
[32,] 3.1387860169 0
[33,] 3.1524966874 0
[34,] 3.1203382852 0
[35,] 3.1445612628 0
[36,] 3.1312703544 0
[37,] 3.1233227681 0
[38,] 3.1623973217 0
[39,] 3.1928886575 0
[40,] 3.1740933238 0
[41,] 3.1344100875 0
[42,] 3.0891766216 0
[43,] 3.0855366745 0
[44,] 3.1031845562 0
[45,] 3.0794586158 0
[46,] 3.1186028484 0
[47,] 3.1058946127 0
[48,] 3.1269858614 0
[49,] 3.1165018754 0
[50,] 3.1814918819 0
[51,] 3.1494096142 0
[52,] 3.1798089727 0
[53,] 3.1562991869 0
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[55,] 3.2118560568 0
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[58,] 3.1979576643 0
[59,] 3.2030084395 0
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