antares.terms package

Submodules

antares.terms.term module

class antares.terms.term.Denominator(*_)

Bases: Monomial

as_term()

property lExps

property lInvs

class antares.terms.term.Numerator(linvs=[[]], lexps=[[]], coeffs=[], common_invs=[], common_exps=[], field=Field('Qi', 0, 0))

Bases: object

as_term()

property coeffs

property lCoefs

property lCommonExps

property lCommonInvs

property llExps

property llInvs

property variables

class antares.terms.term.Term(object1, object2=None, field=Field('Qi', 0, 0))

Bases: Numerical_Methods, object

Image(Rule)

property am_I_a_symmetry

property ansatz

canonical_ordering()

cluster(rule)

classmethod from_single_scalings(oUnknown, invariants=None, verbose=False)

property internal_masses

property is_fully_reduced

property is_symmetry

property multiplicity

rawImage(Rule)

simplify_factored_monomials(): Cancels powers of manifestly common factors between numerator and denominator. Lighter than rerunning single scaling study, but less powerful, since single scalings can also handle cancellations involving non-trivial rewritings (e.g. shoutens).

property variables

antares.terms.term.cluster_invariant(invariant, rule)

antares.terms.term.cluster_symmetry(symmetry, rule)

antares.terms.term.make_proper(fraction)

antares.terms.terms module

class antares.terms.terms.FittingSettings: Bases: object

antares.terms.terms.LoadResults(res_path, load_partial_results_only=False, silent=True, callable_to_check_with=None, multiplicity=None)

class antares.terms.terms.Terms(lllNumInvs_or_Terms, lllNumExps=None, llNumCoefs_or_Sym=None, llDenInvs=None, llDenExps=None, field=Field('Qi', 0, 0))

Bases: DiskCached, Numerical_Methods, Terms_numerators_fit, list

Image(Rule)

Write_LaTex()

property ansatz_size

property ansatze

property ansatze_angle_degrees

property ansatze_mass_dimensions

property ansatze_phase_weights

property ansatze_square_degrees

property are_fully_reduced

canonical_ordering()

check_against_unknown()

check_md_pw_consistency()

cluster(rule)

property coeffs

collapse()

property common_coeff_factor

compactify_symmetries()

do_exploratory_double_collinear_limits(invariants=None)

explicit_representation(raw=False)

property field

index_of_last_symmetry()

insert_ansatze(ansatze)

property internal_masses

invs_only_in_iDen(i)

is_ansatz()

property is_not_symmetry_mask

property llCoefs

property llDenExps

property llDenInvs

property lllNumExps

property lllNumInvs

property lphase_weights

property mass_dimensions

property max_abs_numerator

property max_denominator

property multiplicity

order_terms_by_complexity()

rearrange_and_finalise()

relevant_old_Terms(i)

remove_duplicates()

remove_zero_terms(): Remove zero-terms and possibly any dangling symmetry terms that follow them.

simplify_factored_monomials()

summarise(print_ansatze_info=True)

toFORM()

toFortran(dsubs=None)

toSaM()

toSympy()

update_variables()

property variables

property with_normalized_coeffs

antares.terms.terms.caching_decorator(func)

antares.terms.terms.fix_old_automatic_partial_fractioning_format(lTerms)

antares.terms.terms.parse_pNBs_to_functions(match): Converts a pNB to a function with the zab12 notation.

antares.terms.terms.string_toSaM(string)

antares.terms.terms_ad_hoc_ansatze module

antares.terms.terms_numerator_fit module

class antares.terms.terms_numerator_fit.Terms_numerators_fit