polycount: Check Cell Count for degenerate hyperplane arrangements
In RCBR: Random Coefficient Binary Response Estimation
polycount R Documentation
Check Cell Count for degenerate hyperplane arrangements
Description
When the hyperplane arrangement is degenerate, i.e. not in general position,
the number of distinct cells can be checked against the formula of
Alexanderson and Wetzel (1981).
Usage
polycount(A, b, maxints = 10)
Arguments
A
is a n by m matrix of hyperplane slope coefficients
b
is an n vector of hyperplane intercept coefficients
maxints
is maximum number of lines allowed to cross at the same vertex
Value
number of distinct cells
References
Alexanderson, G.L and J.E. Wetzel, (1981) Arrangements of planes in space,
Discrete Math, 34, 219–240.
RCBR documentation built on Nov. 8, 2023, 5:08 p.m.
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| polycount | R Documentation |
Check Cell Count for degenerate hyperplane arrangements
Description
When the hyperplane arrangement is degenerate, i.e. not in general position, the number of distinct cells can be checked against the formula of Alexanderson and Wetzel (1981).
Usage
polycount(A, b, maxints = 10)
Arguments
A |
is a n by m matrix of hyperplane slope coefficients |
b |
is an n vector of hyperplane intercept coefficients |
maxints |
is maximum number of lines allowed to cross at the same vertex |
Value
number of distinct cells
References
Alexanderson, G.L and J.E. Wetzel, (1981) Arrangements of planes in space, Discrete Math, 34, 219–240.
R Package Documentation
Browse R Packages
We want your feedback!
Note that we can't provide technical support on individual packages. You should contact the package authors for that.
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