Сервер Документов ОИЯИ 43 записей найдено  1 - 15следующийконец  перейти к записи: Поиск длился 0.01 секунд. 
1.
FAPT: a Mathematica package for calculations in QCD Fractional Analytic Perturbation Theory / Bakulev, Alexander P. ; Khandramai, Vyacheslav L. [arXiv:1204.2679]
Внешняя ссылка: Полный текст
2.
Resummation in Fractional APT: How many loops do we need to take into account? / Bakulev, Alexander P. [arXiv:0905.2356]
3.
Resummation in QCD Fractional Analytic Perturbation Theory / Bakulev, Alexander P. [arXiv:0909.5544]
4.
Resummation approach in Fractional APT: How many loops do we need to calculate? / Bakulev, Alexander P. [arXiv:0809.0761]
5.
Global Fractional Analytic Perturbation Theory in QCD with Selected Applications / Bakulev, Alexander P. [arXiv:0805.0829]
e-proceeding
6.
Resummation in QCD Fractional Analytic Perturbation Theory / Alexander P. Bakulev
7.
Fractional APT in QCD in the Euclidean and Minkowski regions / Bakulev, Alexander P. [arXiv:0710.1826]
8.
Resummation in (F)APT / Bakulev, A.P. ; Mikhailov, S.V. [arXiv:0803.3013]
Внешняя ссылка:
9.
Thresholds in FAPT: Euclid vs Minkowski / Bakulev, Alexander P. [arXiv:0810.3315]
10.
Resummation Approach in QCD Analytic Perturbation Theory / Bakulev, Alexander P. ; Potapova, Irina V. [arXiv:1108.6300]
Внешняя ссылка: Полный текст
11.
Higher-order QCD perturbation theory in different schemes: From FOPT to CIPT to FAPT / Bakulev, A.P. ; Mikhailov, S.V. ; Stefanis, N.G. [arXiv:1004.4125]
Внешние ссылки: e-proceeding
12.
Fractional Analytic Perturbation Theory in Minkowski space and application to Higgs boson decay into a b anti-b pair / Bakulev, A.P. ; Mikhailov, S.V. ; Stefanis, N.G. [hep-ph/0607040RUB-TPII-03-06]
Внешняя ссылка: PHRVA-D e-proceeding
13.
The Mathematica Package for Calculation of One-Loop Penguins in FCNC Processes / Bednyakov, A.V. ; Tanyildizi, S.H. [arXiv:1311.5546]
Внешние ссылки: Полный текст
14.
A Mathematica package for computing N=2 superfield operator product expansions / Krivonos, S. ; Thielemans, K. [hep-th/9512029IMPERIAL-TP-95-96-13]
Внешняя ссылка: CQGRD e-proceeding
15.
Pion form factor in QCD sum rules, local duality approach, and O(A(2)) fractional analytic perturbation theory / Bakulev, Alexander P. [arXiv:0909.4527]
e-proceeding

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