Description Usage Arguments Details Value Author(s) References See Also Examples
This function generates m random long short portfolios with n investments with the given gross and net notional exposure requirements. There are k non-zero positions in the portfolio.
1 2 | rlongshort(m, n = 2, k = n, segments = NULL, x.t.long = 1, x.t.short = x.t.long,
max.iter = 2000, eps = 0.001)
|
m |
A positive integer value for the number of portfolios generated |
n |
A positive integer value for the number of investments in the portfolio |
k |
A positive integer value for the number of non zero weights |
segments |
A vector or list of vectors that defines the portfolio segments |
x.t.long |
A positive real value for the sum of the long exposures |
x.t.short |
A positive real value for the sum of the absolute value of the short exposures |
max.iter |
A positive integer value for the maximum iterations in the acceptance rejection method |
eps |
A small positive real value for the convergence criteria for the gross notional exposure |
The arguments x.t
, x.t.long
and x.t.short
are proportions of total invested capital.
An m \times n numeric matrix of investment weights for the long short portfolios
Frederick Novomestky fn334@nyu.edu
Jacobs, B. I. and K. N. Levy, 1997. The Long and Short of Long-Short Investing, Journal of Investing, Spring 1997, 73-86.
Jacobs, B. I., K. N. Levy and H. M. Markowitz, 2005. Portfolio Optimization with Factors, Scenarios and Realist SHort Positions, Operations Research, July/August 2005, 586-599.
1 2 3 4 5 6 7 8 | ###
### 100 portfolios of 30 investments with 30 non-zero positions
###
x.matrix <- rlongshort( 100, 30 )
###
### 100 portfolios of 30 investments with 10 non-zero positions
###
y.matrix <- rlongshort( 100, 30, 20 )
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