@@ -57,12 +57,12 @@ The function has the following parameters:
5757-    ** itrans** : specifies the form of the system of equations.
5858-    ** N** : order of the matrix ` A ` .
5959-    ** nrhs** : number of right-hand sides, i.e., the number of columns of the matrix ` B ` .
60- -    ** DL** : multipliers that define the matrix ` L ` .
61- -    ** D** : diagonal elements of the upper triangular matrix ` U ` .
62- -    ** DU** : elements of the first super-diagonal of ` U ` .
63- -    ** DU2** : elements of the second super-diagonal of ` U ` .
64- -    ** IPIV** : vector of pivot indices.
65- -    ** B** : right-hand side matrix B, overwritten by the solution matrix ` X ` .
60+ -    ** DL** :   multipliers that define the matrix ` L `  as a  [ ` Float64Array ` ] [ mdn-float64array ] .
61+ -    ** D** : diagonal elements of the upper triangular matrix ` U `  as a  [ ` Float64Array ` ] [ mdn-float64array ] .
62+ -    ** DU** : elements of the first super-diagonal of ` U `  as a  [ ` Float64Array ` ] [ mdn-float64array ] .
63+ -    ** DU2** : elements of the second super-diagonal of ` U `  as a  [ ` Float64Array ` ] [ mdn-float64array ] .
64+ -    ** IPIV** : vector of pivot indices as an  [ ` Int32Array ` ] [ mdn-int32array ] .
65+ -    ** B** : right-hand side matrix B, overwritten by the solution matrix ` X `  as a  [ ` Float64Array ` ] [ mdn-float64array ] .
6666-    ** LDB** : stride of the first dimension of ` B `  (a.k.a., leading dimension of the matrix ` B ` ).
6767
6868Note that indexing is relative to the first index. To introduce an offset, use [ ` typed array ` ] [ mdn-typed-array ]  views.
@@ -117,22 +117,22 @@ The function has the following parameters:
117117-    ** itrans** : specifies the form of the system of equations.
118118-    ** N** : order of the matrix ` A ` .
119119-    ** nrhs** : number of right-hand sides, i.e., the number of columns of the matrix ` B ` .
120- -    ** DL** : multipliers that define the matrix ` L ` .
120+ -    ** DL** :   multipliers that define the matrix ` L `  as a  [ ` Float64Array ` ] [ mdn-float64array ] .
121121-    ** sdl** : stride length for ` DL ` .
122122-    ** odl** : starting index for ` DL ` .
123- -    ** D** : diagonal elements of the upper triangular matrix ` U ` .
123+ -    ** D** : diagonal elements of the upper triangular matrix ` U `  as a  [ ` Float64Array ` ] [ mdn-float64array ] .
124124-    ** sd** : stride length for ` D ` .
125125-    ** od** : starting index for ` D ` .
126- -    ** DU** : elements of the first super-diagonal of ` U ` .
126+ -    ** DU** : elements of the first super-diagonal of ` U `  as a  [ ` Float64Array ` ] [ mdn-float64array ] .
127127-    ** sdu** : stride length for ` DU ` .
128128-    ** odu** : starting index for ` DU ` .
129- -    ** DU2** : elements of the second super-diagonal of ` U ` .
129+ -    ** DU2** : elements of the second super-diagonal of ` U `  as a  [ ` Float64Array ` ] [ mdn-float64array ] .
130130-    ** sdu2** : stride length for ` DU2 ` .
131131-    ** odu2** : starting index for ` DU2 ` .
132- -    ** IPIV** : vector of pivot indices.
132+ -    ** IPIV** : vector of pivot indices as an  [ ` Int32Array ` ] [ mdn-int32array ] .
133133-    ** si** : stride length for ` IPIV ` .
134134-    ** oi** : starting index for ` IPIV ` .
135- -    ** B** : right-hand side matrix B, overwritten by the solution matrix ` X ` .
135+ -    ** B** : right-hand side matrix B, overwritten by the solution matrix ` X `  as a  [ ` Float64Array ` ] [ mdn-float64array ] .
136136-    ** sb1** : stride length for first dimension of ` B ` .
137137-    ** sb2** : stride length for second dimension of ` B ` .
138138-    ** ob** : starting index for ` B ` .
292292
293293[ mdn-float64array ] : https://developer.mozilla.org/en-US/docs/Web/JavaScript/Reference/Global_Objects/Float64Array 
294294
295+ [ mdn-int32array ] : https://developer.mozilla.org/en-US/docs/Web/JavaScript/Reference/Global_Objects/Int32Array 
296+ 
295297[ mdn-typed-array ] : https://developer.mozilla.org/en-US/docs/Web/JavaScript/Reference/Global_Objects/TypedArray 
296298
297299</section >
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