**Next message:**Rolf Mertig: "Re: Dimension D"**Previous message:**Pietro Dall'Olio: "FYI: Tensor integrals of rank higher than 3 encountered"**Next in thread:**Rolf Mertig: "Re: Dimension D"**Maybe reply:**Rolf Mertig: "Re: Dimension D"**Maybe reply:**Pietro Dall'Olio: "Re: Dimension D"**Messages sorted by:**[ date ] [ thread ] [ subject ] [ author ]**Mail actions:**[ respond to this message ] [ mail a new topic ]

Sorry, another quick question. I still don't understand if it's possible with OneLoop to have a result in D dimensions. It always gives me the result in 4 dimensions.

For example, if I write:

-I/Pi^2*OneLoop[k,FeynAmpDenominator[PD[k, I*m], PD[k, 0]] (-PolarizationSum[mu, nu, k, Dimension -> D])*ScalarProduct[k, k, Dimension -> D]], Dimension -> D]

it gives me:

3/4 Subscript[A, 0](-m^2) g^(mu nu)+1/8 m^2 g^(mu nu)

Instead, I would like to obtain a result in D dimension, like:

(D-1)/D Subscript[A, 0](-m^2) g^(mu nu)

Is that possible?

Thank you very much.

Pietro

**Next message:**Rolf Mertig: "Re: Dimension D"**Previous message:**Pietro Dall'Olio: "FYI: Tensor integrals of rank higher than 3 encountered"**Next in thread:**Rolf Mertig: "Re: Dimension D"**Maybe reply:**Rolf Mertig: "Re: Dimension D"**Maybe reply:**Pietro Dall'Olio: "Re: Dimension D"**Messages sorted by:**[ date ] [ thread ] [ subject ] [ author ]**Mail actions:**[ respond to this message ] [ mail a new topic ]

*
This archive was generated by hypermail 2b29
: 06/25/17-10:40:02 AM Z CEST
*