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2
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85035214987
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For more details, see, Ph.D. thesis, Because our intermediate calculational procedure is quite distinct from other’s and a comparison is not simple and because our final results agree with other’s when evanescent operators are taken into account, we shall just use the thesis for the necessary archival purpose
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For more details, see K. Adel, Ph.D. thesis, University of Michigan, 1993. Because our intermediate calculational procedure is quite distinct from other’s and a comparison is not simple and because our final results agree with other’s when evanescent operators are taken into account, we shall just use the thesis for the necessary archival purpose.
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University of Michigan
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It has been brought to our attention that identities similar to Eq. (72) were derived independently by
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It has been brought to our attention that identities similar to Eq. (72) were derived independently by Giancarlo Cella, Giuseppe Curci, Giulia Ricciardi and Andrea Viceré, Phys. Lett. B 325, 227 (1994)
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85035216588
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The results given here by these authors updated their previous calculation (last article of our Ref. [2]) and are now in agreement with the authors of Ref. [3]. Note added. Furthermore, M. Misiak redid his calculation and is also now in agreement with Ref. [3] [Nucl. Phys. B439, 461(E) (1995)]. As we pointed out in Ref. [4] and show here in the present article again, upon inclusion of evanescent operators, we reach the same result. Thus all calculations done with evanescent operators in various ways arrive at the same answer. The issue is not who made some “silly little algebraic mistakes.” Rather, one question we are raising here, controversial as it may be, is whether such evanescent contributions should or should not be included in order to obtain a mass independent subtraction scheme
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The results given here by these authors updated their previous calculation (last article of our Ref. [2]) and are now in agreement with the authors of Ref. [3]. Note added. Furthermore, M. Misiak redid his calculation and is also now in agreement with Ref. [3] [Nucl. Phys. B439, 461(E) (1995)]. As we pointed out in Ref. [4] and show here in the present article again, upon inclusion of evanescent operators, we reach the same result. Thus all calculations done with evanescent operators in various ways arrive at the same answer. The issue is not who made some “silly little algebraic mistakes.” Rather, one question we are raising here, controversial as it may be, is whether such evanescent contributions should or should not be included in order to obtain a mass independent subtraction scheme.
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85035233970
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M. Veltman, schoonschip (unpublished)
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M. Veltman, schoonschip (unpublished).
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