@@ -326,18 +326,18 @@ default Becke hardness is 3.
326326Radial grid
327327===========
328328
329- The radial grid is generated according to Lindh, Malmqvist, and
330- Gagliardi, ` TCA 106, 178
331- (2001) <http ://dx. doi.org/10.1007/s002140100263> `__.
332-
333- The motivation for this choice is the nice feature of the above scheme
334- that the range of the radial grid is basis set dependent . The precision
335- can be tuned with one single radial precision parameter. The smaller the
336- radial precision, the better quality grid you obtain.
337-
338- The basis set ( more precisely the Gaussian primitives/exponents) are
339- used to generate the atomic radial grid range. This means that a more
340- diffuse basis set generates a more diffuse radial grid .
329+ Two choices are available:
330+ - Lindh-Malmqvist- Gagliardi (https://dx.doi.org/10.1007/s002140100263)
331+ - Krack-Köster (https ://doi.org/10.1063/1.475719)
332+
333+ Advantage of LMG scheme: The range of the radial grid is basis set dependent.
334+ The precision can be tuned with one single radial precision parameter . The
335+ smaller the radial precision, the better quality grid you obtain. The basis
336+ set (more precisely the Gaussian primitives/exponents) are used to generate the
337+ atomic radial grid range. This means that a more diffuse basis set generates a
338+ more diffuse radial grid.
339+
340+ Advantage of the KK scheme: parameter-free .
341341
342342
343343Angular grid
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