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update B->K form factors to 2305.06301
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peterstangl committed Dec 16, 2023
1 parent e19feba commit 58df88d
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Showing 4 changed files with 129 additions and 6 deletions.
4 changes: 2 additions & 2 deletions flavio/classes.py
Original file line number Diff line number Diff line change
Expand Up @@ -505,8 +505,8 @@ def read_default(self):
flavio.physics.bdecays.formfactors.b_v.bsz_parameters.bsz_load('v2', 'LCSR-Lattice', ('B->K*', 'Bs->phi', 'Bs->K*'), self)

# Read default parameters for B->P form factors
flavio.physics.bdecays.formfactors.b_p.bsz_parameters.gkvd_load('v1', 'LCSR-Lattice', ('B->K', 'B->pi'), self)
flavio.physics.bdecays.formfactors.b_p.bcl_parameters_lmvd.load_parameters('data/arXiv-2102.07233v2/LCSR-LQCD_mod_BCL_params_K=4.yaml', self)
flavio.physics.bdecays.formfactors.b_p.bsz_parameters.load_ffs_eos('data/arXiv-2305-06301v1/BSZ-parameters-N2.yaml', 'B->K::FormFactors[parametric,BSZ]@GRvDV:2023A', r'::alpha\^(.*)_(.*)@BSZ2015', r' BSZ a\2_\1', self) # B->K
flavio.physics.bdecays.formfactors.b_p.bcl_parameters_lmvd.load_parameters('data/arXiv-2102.07233v2/LCSR-LQCD_mod_BCL_params_K=4.yaml', self) # B->pi

# Read default parameters for Lambdab->Lambda form factors
flavio.physics.bdecays.formfactors.lambdab_12.lattice_parameters.lattice_load_ho(self)
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6 changes: 3 additions & 3 deletions flavio/data/parameters_uncorrelated.yml
Original file line number Diff line number Diff line change
Expand Up @@ -183,9 +183,9 @@ B->D IW a_T: 0 ± 0.2 # ±20% power correction to Isgur-Wise relation
B->D BCL m0: 0
B->D BCL m+: 0

# B->K form factors (1509.06235)
B->K BCL m0: 5.711 # m_Bs*(0+)
B->K BCL m+: 5.4154 # m_Bs*(1-)
# B->K form factors (2305.06301)
B->K BCL m0: 5.630 # m_Bs*(0+)
B->K BCL m+: 5.415 # m_Bs*(1-)

# B->pi form factors
B->pi BCL m0: 0
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14 changes: 13 additions & 1 deletion flavio/physics/bdecays/formfactors/b_p/bsz_parameters.py
Original file line number Diff line number Diff line change
Expand Up @@ -3,7 +3,8 @@
import pkgutil
from flavio.classes import Parameter
from flavio.statistics.probability import MultivariateNormalDistribution

import yaml
import re

FFs = ["f+", "fT", "f0"]
ai = ["a0", "a1", "a2"]
Expand Down Expand Up @@ -78,3 +79,14 @@ def gkvd_load(version, fit, transitions, constraints):
constraints.set_constraint('{} BCL {}'.format(tr, m), v)
filename = 'data/arXiv-1811-00983{}/{}_{}.json'.format(version, tr.replace('->', ''), fit)
load_parameters(filename, tr, constraints)


def load_ffs_eos(filename, dict_name, regex, subst, constraints):
f = pkgutil.get_data('flavio.physics', filename)
ff_dict = yaml.safe_load(f)[dict_name]
observables = ff_dict['observables']
central_values = np.asarray(ff_dict['means'])
covariance = np.asarray(ff_dict['covariance'])
pattern = re.compile(regex)
observables = [pattern.sub(subst, obs) for obs in observables]
constraints.add_constraint(observables, MultivariateNormalDistribution(central_value=central_values, covariance=covariance))
111 changes: 111 additions & 0 deletions flavio/physics/data/arXiv-2305-06301v1/BSZ-parameters-N2.yaml
Original file line number Diff line number Diff line change
@@ -0,0 +1,111 @@
'B->K::FormFactors[parametric,BSZ]@GRvDV:2023A':
type: MultivariateGaussian(Covariance)
observables:
[ 'B->K::alpha^f+_0@BSZ2015', 'B->K::alpha^f+_1@BSZ2015', 'B->K::alpha^f+_2@BSZ2015',
'B->K::alpha^f0_1@BSZ2015', 'B->K::alpha^f0_2@BSZ2015',
'B->K::alpha^fT_0@BSZ2015', 'B->K::alpha^fT_1@BSZ2015', 'B->K::alpha^fT_2@BSZ2015' ]
kinematics:
[ {}, {}, {}, {}, {}, {}, {}, {} ]
options:
[ {}, {}, {}, {}, {}, {}, {}, {} ]
means:
[ 0.33196382, -0.96403506, -0.30273752,
0.33478906, 0.00372445,
0.32361471, -1.02911783, -0.39954681 ]
covariance:
- [ 1.06227450e-04, 5.60397216e-04, 5.72589000e-04, 7.40688899e-04, 1.25032299e-03, 9.14505970e-05, 5.01501004e-04, 4.99544851e-04 ]
- [ 5.60397216e-04, 4.44949117e-03, 4.46191768e-03, 4.56924624e-03, 8.09429203e-03, 4.86905884e-04, 4.20585066e-03, 4.34304287e-03 ]
- [ 5.72589000e-04, 4.46191768e-03, 8.07469575e-03, 4.63405024e-03, 9.13816900e-03, 4.40491538e-04, 3.25180929e-03, 4.89351044e-03 ]
- [ 7.40688899e-04, 4.56924624e-03, 4.63405024e-03, 6.01051739e-03, 1.09627971e-02, 6.44171154e-04, 4.35397812e-03, 4.36955441e-03 ]
- [ 1.25032299e-03, 8.09429203e-03, 9.13816900e-03, 1.09627971e-02, 2.14770010e-02, 1.06437589e-03, 7.45692121e-03, 8.14256293e-03 ]
- [ 9.14505970e-05, 4.86905884e-04, 4.40491538e-04, 6.44171154e-04, 1.06437589e-03, 4.63910599e-04, 3.38583152e-03, 5.86408025e-03 ]
- [ 5.01501004e-04, 4.20585066e-03, 3.25180929e-03, 4.35397812e-03, 7.45692121e-03, 3.38583152e-03, 3.04321443e-02, 5.60104873e-02 ]
- [ 4.99544851e-04, 4.34304287e-03, 4.89351044e-03, 4.36955441e-03, 8.14256293e-03, 5.86408025e-03, 5.60104873e-02, 1.18254612e-01 ]


'B_s->phi::FormFactors[parametric,BSZ]@GRvDV:2023A':
type: MultivariateGaussian(Covariance)
observables:
[ 'B_s->phi::alpha^A0_0@BSZ2015', 'B_s->phi::alpha^A0_1@BSZ2015', 'B_s->phi::alpha^A0_2@BSZ2015',
'B_s->phi::alpha^A1_0@BSZ2015', 'B_s->phi::alpha^A1_1@BSZ2015', 'B_s->phi::alpha^A1_2@BSZ2015',
'B_s->phi::alpha^A12_1@BSZ2015', 'B_s->phi::alpha^A12_2@BSZ2015',
'B_s->phi::alpha^V_0@BSZ2015', 'B_s->phi::alpha^V_1@BSZ2015', 'B_s->phi::alpha^V_2@BSZ2015',
'B_s->phi::alpha^T1_0@BSZ2015', 'B_s->phi::alpha^T1_1@BSZ2015', 'B_s->phi::alpha^T1_2@BSZ2015',
'B_s->phi::alpha^T2_1@BSZ2015', 'B_s->phi::alpha^T2_2@BSZ2015',
'B_s->phi::alpha^T23_0@BSZ2015', 'B_s->phi::alpha^T23_1@BSZ2015', 'B_s->phi::alpha^T23_2@BSZ2015']
kinematics:
[ {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {} ]
options:
[ {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {} ]
means:
[ 0.38000311, -1.27092227, 2.75074752,
0.30467219, 0.47300921, 1.96851627,
0.32277817, -0.64655359,
0.37782957, -0.89784964, 3.89603141,
0.33630568, -0.76226543, 0.99707755,
0.74223041, 2.00139229,
0.63570005, 1.1784008 , 1.79990344 ]
covariance:
- [ 1.68849787e-03, -3.39958632e-03, -1.06442485e-01, 8.50106656e-04, 5.44263291e-03, -2.76869399e-03, 1.38665440e-02, 4.44617010e-02, 8.18482353e-04, 1.23530687e-03, -3.23551338e-02, 6.12111410e-04, 1.71434162e-03, -1.82461508e-02, 5.03525707e-03, 5.58096791e-03, 8.14028872e-04, 5.81869360e-03, 1.65156079e-03 ]
- [ -3.39958632e-03, 1.54954188e-01, 1.18342920e+00, 6.87285582e-04, 6.74684255e-03, 1.39727184e-02, -1.82067280e-02, -2.39065685e-02, 2.30384459e-03, 2.96344599e-03, -9.08340713e-02, 1.68554228e-03, 4.67482612e-03, -5.52005435e-02, 1.28360816e-02, 2.62667058e-03, 1.74312694e-03, 1.74665371e-02, 3.70651328e-02 ]
- [ -1.06442485e-01, 1.18342920e+00, 1.44298910e+01, -3.61850587e-02, -2.22799361e-01, 2.15089308e-01, -8.22393443e-01, -2.42967783e+00, -2.29860779e-02, -3.64678564e-02, 9.40176164e-01, -1.78474401e-02, -4.59279247e-02, 5.20855447e-01, -1.46016694e-01, -1.93086410e-01, -2.62645603e-02, -1.50564265e-01, 2.10949001e-01 ]
- [ 8.50106656e-04, 6.87285582e-04, -3.61850587e-02, 1.04210250e-03, 5.02057769e-03, -1.50507863e-02, 7.46875844e-03, 2.58364929e-02, 1.14678374e-03, 2.05128240e-03, -4.18743221e-02, 8.80902540e-04, 2.45121921e-03, -2.60406953e-02, 7.19595012e-03, 7.48224147e-03, 1.02064147e-03, 7.77805397e-03, 5.47817878e-03 ]
- [ 5.44263291e-03, 6.74684255e-03, -2.22799361e-01, 5.02057769e-03, 8.69952335e-02, 3.50416641e-01, 9.03363229e-02, 4.52564198e-01, 7.35612956e-03, 1.33125737e-02, -2.68052497e-01, 5.59954686e-03, 1.57999857e-02, -1.61302239e-01, 4.52974100e-02, 4.60316274e-02, 6.72118875e-03, 5.17770376e-02, 3.32956139e-02 ]
- [ -2.76869399e-03, 1.39727184e-02, 2.15089308e-01, -1.50507863e-02, 3.50416641e-01, 3.33548290e+00, 2.69542636e-01, 1.92211798e+00, -3.63417777e-03, -6.38785635e-03, 1.24364913e-01, -3.22232882e-03, -5.43798620e-03, 1.38428206e-01, -2.92276012e-02, -3.69783441e-02, -2.28735221e-03, -9.20636905e-03, 3.94191113e-07 ]
- [ 1.38665440e-02, -1.82067280e-02, -8.22393443e-01, 7.46875844e-03, 9.03363229e-02, 2.69542636e-01, 3.00067145e-01, 1.63053454e+00, 7.89251106e-03, 9.04563695e-03, -3.30584955e-01, 5.77648848e-03, 1.67621658e-02, -1.65010263e-01, 5.07183237e-02, 7.49901604e-02, 7.55854757e-03, 5.80569253e-02, 3.29821484e-02 ]
- [ 4.44617010e-02, -2.39065685e-02, -2.42967783e+00, 2.58364929e-02, 4.52564198e-01, 1.92211798e+00, 1.63053454e+00, 9.88291405e+00, 2.94736699e-02, 2.41218184e-02, -1.29531146e+00, 2.13013899e-02, 6.31310047e-02, -5.93215221e-01, 1.93030453e-01, 3.17836821e-01, 2.72909796e-02, 2.23927606e-01, 1.89530469e-01 ]
- [ 8.18482353e-04, 2.30384459e-03, -2.29860779e-02, 1.14678374e-03, 7.35612956e-03, -3.63417777e-03, 7.89251106e-03, 2.94736699e-02, 2.57039389e-03, -2.76894441e-03, -1.45701401e-01, 1.23092515e-03, 3.34227238e-03, -3.64287294e-02, 1.02075229e-02, 1.15318633e-02, 1.43347744e-03, 1.07548813e-02, 6.20591657e-03 ]
- [ 1.23530687e-03, 2.96344599e-03, -3.64678564e-02, 2.05128240e-03, 1.33125737e-02, -6.38785635e-03, 9.04563695e-03, 2.41218184e-02, -2.76894441e-03, 1.46798307e-01, 1.09371881e+00, 2.06306670e-03, 6.49611844e-03, -5.73267575e-02, 1.55154583e-02, 8.63488423e-03, 2.29565537e-03, 1.52584930e-02, 6.61149130e-03 ]
- [ -3.23551338e-02, -9.08340713e-02, 9.40176164e-01, -4.18743221e-02, -2.68052497e-01, 1.24364913e-01, -3.30584955e-01, -1.29531146e+00, -1.45701401e-01, 1.09371881e+00, 1.61509308e+01, -4.56503707e-02, -1.17415340e-01, 1.40053479e+00, -3.91411569e-01, -5.14476180e-01, -5.40181874e-02, -4.12856423e-01, -2.43986657e-01 ]
- [ 6.12111410e-04, 1.68554228e-03, -1.78474401e-02, 8.80902540e-04, 5.59954686e-03, -3.22232882e-03, 5.77648848e-03, 2.13013899e-02, 1.23092515e-03, 2.06306670e-03, -4.56503707e-02, 1.26762598e-03, 6.66617747e-04, -5.72456810e-02, 7.34178445e-03, -9.95152417e-03, 1.06918871e-03, 8.51895481e-03, 9.41615593e-03 ]
- [ 1.71434162e-03, 4.67482612e-03, -4.59279247e-02, 2.45121921e-03, 1.57999857e-02, -5.43798620e-03, 1.67621658e-02, 6.31310047e-02, 3.34227238e-03, 6.49611844e-03, -1.17415340e-01, 6.66617747e-04, 1.03128239e-01, 6.43801468e-01, 2.24736741e-02, 1.23479184e-01, 3.51304772e-03, 2.66841449e-02, 6.43137380e-03 ]
- [ -1.82461508e-02, -5.52005435e-02, 5.20855447e-01, -2.60406953e-02, -1.61302239e-01, 1.38428206e-01, -1.65010263e-01, -5.93215221e-01, -3.64287294e-02, -5.73267575e-02, 1.40053479e+00, -5.72456810e-02, 6.43801468e-01, 7.92188399e+00, -2.04915722e-01, 1.34738655e+00, -2.84784064e-02, -2.40445913e-01, -4.36887399e-01 ]
- [ 5.03525707e-03, 1.28360816e-02, -1.46016694e-01, 7.19595012e-03, 4.52974100e-02, -2.92276012e-02, 5.07183237e-02, 1.93030453e-01, 1.02075229e-02, 1.55154583e-02, -3.91411569e-01, 7.34178445e-03, 2.24736741e-02, -2.04915722e-01, 1.79599906e-01, 8.73231740e-01, 9.07760327e-03, 6.67147735e-02, 1.79871007e-02 ]
- [ 5.58096791e-03, 2.62667058e-03, -1.93086410e-01, 7.48224147e-03, 4.60316274e-02, -3.69783441e-02, 7.49901604e-02, 3.17836821e-01, 1.15318633e-02, 8.63488423e-03, -5.14476180e-01, -9.95152417e-03, 1.23479184e-01, 1.34738655e+00, 8.73231740e-01, 6.63769052e+00, 1.19182002e-02, 5.32735311e-02, -4.52130094e-01 ]
- [ 8.14028872e-04, 1.74312694e-03, -2.62645603e-02, 1.02064147e-03, 6.72118875e-03, -2.28735221e-03, 7.55854757e-03, 2.72909796e-02, 1.43347744e-03, 2.29565537e-03, -5.40181874e-02, 1.06918871e-03, 3.51304772e-03, -2.84784064e-02, 9.07760327e-03, 1.19182002e-02, 3.30516611e-03, 8.36210747e-03, -9.92690528e-02 ]
- [ 5.81869360e-03, 1.74665371e-02, -1.50564265e-01, 7.77805397e-03, 5.17770376e-02, -9.20636905e-03, 5.80569253e-02, 2.23927606e-01, 1.07548813e-02, 1.52584930e-02, -4.12856423e-01, 8.51895481e-03, 2.66841449e-02, -2.40445913e-01, 6.67147735e-02, 5.32735311e-02, 8.36210747e-03, 4.86267188e-01, 2.92018543e+00 ]
- [ 1.65156079e-03, 3.70651328e-02, 2.10949001e-01, 5.47817878e-03, 3.32956139e-02, 3.94191113e-07, 3.29821484e-02, 1.89530469e-01, 6.20591657e-03, 6.61149130e-03, -2.43986657e-01, 9.41615593e-03, 6.43137380e-03, -4.36887399e-01, 1.79871007e-02, -4.52130094e-01, -9.92690528e-02, 2.92018543e+00, 2.53854683e+01 ]


'B->K^*::FormFactors[parametric,BSZ]@GRvDV:2023A':
type: MultivariateGaussian(Covariance)
observables:
[ 'B->K^*::alpha^A0_0@BSZ2015', 'B->K^*::alpha^A0_1@BSZ2015', 'B->K^*::alpha^A0_2@BSZ2015',
'B->K^*::alpha^A1_0@BSZ2015', 'B->K^*::alpha^A1_1@BSZ2015', 'B->K^*::alpha^A1_2@BSZ2015',
'B->K^*::alpha^A12_1@BSZ2015', 'B->K^*::alpha^A12_2@BSZ2015',
'B->K^*::alpha^V_0@BSZ2015', 'B->K^*::alpha^V_1@BSZ2015', 'B->K^*::alpha^V_2@BSZ2015',
'B->K^*::alpha^T1_0@BSZ2015', 'B->K^*::alpha^T1_1@BSZ2015', 'B->K^*::alpha^T1_2@BSZ2015',
'B->K^*::alpha^T2_1@BSZ2015', 'B->K^*::alpha^T2_2@BSZ2015',
'B->K^*::alpha^T23_0@BSZ2015', 'B->K^*::alpha^T23_1@BSZ2015', 'B->K^*::alpha^T23_2@BSZ2015']
kinematics:
[ {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {} ]
options:
[ {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {} ]
means:
[ 0.34213768, -1.14740932, 2.37275841,
0.28926565, 0.45994786, 1.22417351,
0.5511594 , 0.57813167,
0.36280141, -1.08931588, 2.80292123,
0.31924221, -0.96188597, 2.09305925,
0.59323779, 1.6795425 ,
0.62123502, 0.97330702, 1.82128227 ]
covariance:
- [ 7.04335096e-04, 3.02586340e-04, -1.97247218e-02, 2.91887697e-04, 1.07377699e-03, -5.52058107e-04, 4.50822372e-03, 1.08166688e-02, 2.57685509e-04, -4.46661067e-04, -3.18699997e-03, 2.04515093e-04, -5.02673466e-05, -3.30642711e-03, 9.75176889e-04, 7.59583987e-04, 3.40224655e-04, 1.25634038e-03, -1.68277465e-03 ]
- [ 3.02586340e-04, 3.92338350e-02, 1.27772176e-01, -3.86687657e-05, 4.55751871e-03, 2.83219171e-03, 1.65903167e-02, 7.53963733e-02, -3.35194806e-04, 4.06907283e-03, -3.36073947e-02, -1.89503848e-04, 1.59414076e-04, 5.70016999e-03, -7.52654052e-04, -4.07731261e-04, -4.56100677e-04, -1.13851602e-03, 6.65588206e-03 ]
- [-1.97247218e-02, 1.27772176e-01, 3.17107088e+00, -3.46322226e-03, -2.35679137e-02, 1.63431068e-01, -1.18364854e-01, 7.28720833e-02, -1.24221506e-03, -2.80426757e-02, 3.41138318e-01, -1.19244629e-03, 7.25569789e-04, 1.97007388e-02, -4.82409049e-03, -1.84260659e-02, -6.38760406e-03, -1.92905646e-02, 1.15171186e-01 ]
- [ 2.91887697e-04, -3.86687657e-05, -3.46322226e-03, 3.68436303e-04, 1.19093695e-03, -3.33266091e-03, 1.66398713e-03, 4.90951987e-03, 4.34204053e-04, -2.73332528e-04, -1.14693704e-02, 3.36548431e-04, 2.81164250e-05, -6.01831055e-03, 1.73323967e-03, 1.50018005e-03, 4.14383967e-04, 1.66220159e-03, 5.73757594e-04 ]
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