# det

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##### Calculate the Determinant of a Matrix

det calculates the determinant of a matrix. determinant is a generic function that returns separately the modulus of the determinant, optionally on the logarithm scale, and the sign of the determinant.

Keywords
array
##### Usage
det(x, …)
determinant(x, logarithm = TRUE, …)
##### Arguments
x

numeric matrix: logical matrices are coerced to numeric.

logarithm

logical; if TRUE (default) return the logarithm of the modulus of the determinant.

Optional arguments. At present none are used. Previous versions of det allowed an optional method argument. This argument will be ignored but will not produce an error.

##### Details

The determinant function uses an LU decomposition and the det function is simply a wrapper around a call to determinant.

Often, computing the determinant is not what you should be doing to solve a given problem.

##### Value

For det, the determinant of x. For determinant, a list with components

modulus

a numeric value. The modulus (absolute value) of the determinant if logarithm is FALSE; otherwise the logarithm of the modulus.

sign

integer; either $$+1$$ or $$-1$$ according to whether the determinant is positive or negative.

##### Aliases
• det
• determinant
• determinant.matrix
##### Examples
library(base) # NOT RUN { (x <- matrix(1:4, ncol = 2)) unlist(determinant(x)) det(x) det(print(cbind(1, 1:3, c(2,0,1)))) # } 
Documentation reproduced from package base, version 3.6.1, License: Part of R 3.6.1

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