1 
WEINBERG S. Phenomenological lagrangians. Physica A, 1979, 96 (1/2): 327 340.

2 
GEORGI H. Effective field theory. Annual Review of Nuclear and Particle Science, 1993, 43 (1): 209 252.

3 
GASSER J, SAINIO M E, SVARC A. Nucleons with chiral loops. Nuclear Physics B, 1988, 307 (4): 779 853.

4 
WEINBERG S. Nuclear forces from chiral lagrangians. Physics Letters B, 1990, 251 (2): 288 292.

5 
KAPLAN D B, SAVAGE M J, WISE M B. A new expansion for nucleonnucleon interactions. Physics Letters B, 1998, 424 (3): 390 396.

6 
EPELBAUM E, GLÖCKLE W, MEIẞNER U. Nuclear forces from chiral lagrangians using the method of unitary transformation II: The twonucleon system. Nuclear Physics A, 2000, 671 (1): 295 331.

7 
ENTEM D R, MACHLEIDT R. Chiral 2π exchange at fourth order and peripheral NN scattering. Physical Review C, 2002, 66 (1): 014002.

8 
YANG J F, HUANG J H. Renormalization of NN scattering: Contact potential. Physical Review C, 2005, 71 (3): 034001.

9 
YANG J F. A note on nonperturbative renormalization for effective field theory. Journal of Physics A, 2009, 42 (34): 345402.

10 
YANG J F. Nonperturbative NN scattering in ^{3}S_{1}–^{3}D_{1} channel of EFT $ \left(\not { \pi }\right) $ . Annals of Physics, 2013, 339, 160 180.

11 
LÜ J J, YANG J F. Running under tight constraints in pionless effective field theory. International Journal of Modern Physics E, 2021, 30 (5): 2150026.

12 
PAN T W, YANG J F. Closedform Brückner Gmatrix and nuclear matter in EFT $ \left(\not { \pi }\right) $ . Physics Letters B, 2021, 817 (10): 136302.

13 
PHILLIPS D R, BEANE S R, COHEN T D. Nonperturbative regularization and renormalization: Simple examples from nonrelativistic quantum mechanics. Annals of Physics, 1998, 263 (2): 255 275.

14 
FONSECA A C, PENA M T. FaddeevBornOppenheimer equations for molecular threebody systems: Adiabatic calculation of ^{9}Be . Nuclear Physics A, 1988, 487 (1): 92 132.

15 
STADLER A, GLÖCKLE W, Sauer P U. Faddeev equations with threenucleon force in momentum space. Physical Review C, 1991, 44 (6): 2319 2327.

16 
BEDAQUE P F, HAMMER H W, VAN KOLCK U. Renormalization of the threebody system with shortrange interactions. Physical Review Letters, 1999, 82 (3): 463 467.

17 
BEDAQUE P F, RUPAK G, GRIEẞHAMMER H W. Low energy expansion in the threebody system to all orders and triton channel. Nuclear Physics A, 2003, 714 (3/4): 589 610.

18 
JI C, PHILLIPS D R, PLATTER L. The threeboson system at nexttoleading order in an effective field theory for systems with a large scattering length. Annals of Physics, 2012, 327 (7): 1803 1824.

19 
GLÖCKLE W. The Quantum Mechanical Fewbody Problem [M]. Berlin: Springer, 1983.

20 
JOACHAIN C J. Quantum Collision Theory [M]. Amsterdam: NorthHolland Publishing Company, 1975.

21 
NEWTON R J. Scattering Theory of Waves and Particles [M]. Berlin: Springer, 1982.

22 
BAKER G A. Essentials of Padé Approximants [M]. New York: Academic Press, 1975.

23 
YANG J F, NI G J. Padé improvement of betafunction in perturbative λϕ^{4} and QED . Communications in Theoretical Physics, 1994, 22 (2): 207 212.

24 
YANG J F, HUANG J H, LIU D. Padé expansion and the renormalization of nucleonnucleon scattering. Chinese Physics Letters, 2006, 23 (10): 2688 2690.
