Thursday 19 January 2012

CDAXX


CDAXX






> # Print trade statistics table
> cat('\nRSI(2) Trade Statistics - RSI steps = 5, Size steps = 0.25\n')

RSI(2) Trade Statistics - RSI steps = 5, Size steps = 0.25
> print(tradeStats(sig,ret))
  Signal # Trades    % Win  Mean Win  Mean Loss Median Win Median Loss
1  -1.00      309 46.60194 0.7908320 -0.6201146  0.5529343  -0.4206923
2  -0.75      240 42.91667 0.5301378 -0.5227856  0.3438300  -0.3631226
3  -0.50      216 43.05556 0.3913037 -0.4502722  0.2422385  -0.3006031
4  -0.25      191 45.02618 0.2391220 -0.1944549  0.1499309  -0.1462801
5   0.00     1442  0.00000       NaN        NaN         NA          NA
6   0.25      157 52.22930 0.2827231 -0.3062386  0.2134882  -0.2284079
7   0.50      156 49.35897 0.6706037 -0.5946854  0.6051180  -0.4838192
8   0.75      185 48.64865 0.8130823 -1.1794626  0.6002428  -0.8490656
9   1.00      210 53.80952 1.6079988 -1.4924245  1.0110181  -1.1272812
   Mean W/L Median W/L
1 1.2752997  1.3143440
2 1.0140635  0.9468703
3 0.8690380  0.8058418
4 1.2297043  1.0249575
5       NaN         NA
6 0.9232119  0.9346796
7 1.1276613  1.2507111
8 0.6893667  0.7069452
9 1.0774407  0.8968641
>
> # Print drawdown table
> cat('\nRSI(2) Drawdowns - RSI steps = 5, Size steps = 0.25\n')

RSI(2) Drawdowns - RSI steps = 5, Size steps = 0.25
> print(table.Drawdowns(ret_all, top=10))
         From     Trough         To   Depth Length To Trough Recovery
1  2000-05-31 2002-07-23 2008-12-02 -0.2750   2202       560     1642
2  2011-02-07 2011-08-10       <NA> -0.2630    246       131       NA
3  2008-12-30 2009-10-28 2011-01-28 -0.1344    531       212      319
4  2000-03-03 2000-04-05 2000-05-03 -0.0546     44        24       20
5  2000-01-13 2000-01-17 2000-01-26 -0.0277     10         3        7
6  2000-05-22 2000-05-22 2000-05-25 -0.0109      4         1        3
7  2000-02-04 2000-02-04 2000-02-07 -0.0091      2         1        1
8  2000-02-09 2000-02-10 2000-02-16 -0.0084      6         2        4
9  2000-01-06 2000-01-06 2000-01-07 -0.0046      2         1        1
10 2000-02-23 2000-02-23 2000-02-24 -0.0041      2         1        1
>
> # Print downside risk table
> cat('\nRSI(2) Downside Risk - RSI steps = 5, Size steps = 0.25\n')

RSI(2) Downside Risk - RSI steps = 5, Size steps = 0.25
> print(table.DownsideRisk(ret_all))
                              Total System Return
Semi Deviation                             0.0064
Gain Deviation                             0.0098
Loss Deviation                             0.0084
Downside Deviation (MAR=210%)              0.0113
Downside Deviation (Rf=0%)                 0.0106
Downside Deviation (0%)                    0.0106
Maximum Drawdown                           0.2750
Historical VaR (95%)                      -0.0102
Historical ES (95%)                       -0.0201
Modified VaR (95%)                        -0.0052
Modified ES (95%)                         -0.0052
>
> # Calculate signals with the 'rsi2pos()' function
> # using new RSI and size step values
> sig <- rsi2pos(rsi, 10, 0.3)
>
> # Break out the long (up) and short (dn) signals
> sigup <- ifelse(sig > 0, sig, 0)
> sigdn <- ifelse(sig < 0, sig, 0)
>
> # Calculate rule returns
> ret_up <- ret * sigup
> colnames(ret_up) <- 'Long System Return'
> ret_dn <- ret * sigdn
> colnames(ret_dn) <- 'Short System Return'
> ret_all <- ret * sig
> colnames(ret_all) <- 'Total System Return'
>
> # Calculate performance statistics
> png(filename="20090606_rsi2_performance_updated.png", 720, 720)
> charts.PerformanceSummary(cbind(ret_up,ret_dn),methods='none',
+ main='RSI(2) Performance - RSI steps = 10, Size steps = 0.30')
> dev.off()
null device
          1
>
> # Print trade statistics table
> cat('\nRSI(2) Trade Statistics - RSI steps = 10, Size steps = 0.30\n')

RSI(2) Trade Statistics - RSI steps = 10, Size steps = 0.30
> print(tradeStats(sig,ret))
  Signal # Trades    % Win  Mean Win  Mean Loss Median Win Median Loss
1   -1.0      549 44.99089 0.7558113 -0.6565845 0.50856937 -0.43195259
2   -0.7      407 43.98034 0.6063034 -0.5915089 0.35049461 -0.41123759
3   -0.4      285 42.45614 0.4122292 -0.3806877 0.32363185 -0.25264987
4   -0.1      254 46.85039 0.1189782 -0.1213035 0.08493660 -0.10022296
5    0.0      432  0.00000       NaN        NaN         NA          NA
6    0.1      228 49.12281 0.1107091 -0.1266814 0.07407946 -0.08901997
7    0.4      243 49.38272 0.4087624 -0.5438892 0.31181830 -0.44707164
8    0.7      313 50.79872 0.8629201 -0.8446817 0.71152382 -0.67542816
9    1.0      395 51.39241 1.3757327 -1.5338425 0.96796960 -1.13208741
   Mean W/L Median W/L
1 1.1511258  1.1773731
2 1.0250114  0.8522922
3 1.0828542  1.2809500
4 0.9808310  0.8474765
5       NaN         NA
6 0.8739177  0.8321667
7 0.7515545  0.6974683
8 1.0215921  1.0534412
9 0.8969191  0.8550308
>
> # Print drawdown table
> cat('\nRSI(2) Drawdowns - RSI steps = 10, Size steps = 0.30\n')

RSI(2) Drawdowns - RSI steps = 10, Size steps = 0.30
> print(table.Drawdowns(ret_all, top=10))
        From     Trough         To   Depth Length To Trough Recovery
1 2000-05-18 2011-09-06       <NA> -0.5189   3009      2913       NA
2 2000-03-02 2000-04-05 2000-05-16 -0.0649     54        25       29
3 2000-01-10 2000-01-17 2000-02-01 -0.0432     17         6       11
4 2000-02-02 2000-02-04 2000-02-28 -0.0246     19         3       16
5 2000-01-06 2000-01-06 2000-01-07 -0.0046      2         1        1
Warning message:
In table.Drawdowns(ret_all, top = 10) : Only 5 available in the data.
>
> # Print downside risk table
> cat('\nRSI(2) Downside Risk - RSI steps = 10, Size steps = 0.30\n')

RSI(2) Downside Risk - RSI steps = 10, Size steps = 0.30
> print(table.DownsideRisk(ret_all))
                              Total System Return
Semi Deviation                             0.0107
Gain Deviation                             0.0091
Loss Deviation                             0.0084
Downside Deviation (MAR=210%)              0.0129
Downside Deviation (Rf=0%)                 0.0106
Downside Deviation (0%)                    0.0106
Maximum Drawdown                           0.5189
Historical VaR (95%)                      -0.0141
Historical ES (95%)                       -0.0249
Modified VaR (95%)                        -0.0119
Modified ES (95%)                         -0.0119
>

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