Table of Contents Sourcefiles Index Generics Functions Modules Types

TABLE OF CONTENTS

• src/form_factor/form_factor_1p
• src/form_factor/form_factor_2p
• src/form_factor/form_factor_3p
• src/form_factor/form_factor_4p
• src/form_factor/form_factor_5p
• src/form_factor/form_factor_6p
• src/integral/three_point/function_3p0m
• src/integral/three_point/function_3p0m_1mi
• src/integral/three_point/function_3p1m
• src/integral/three_point/function_3p1m_1mi
• src/integral/three_point/function_3p1m_2mi
• src/integral/three_point/function_3p2m
• src/integral/three_point/function_3p2m_1mi
• src/integral/three_point/function_3p3m
• src/integral/two_point/function_2p0m
• src/integral/two_point/function_2p_m1m2
• src/integrals/four_point/function_4p1m
• src/integrals/four_point/function_4p2m_3mi_onshell
• src/integrals/four_point/function_4p2m_adj
• src/integrals/four_point/function_4p2m_opp
• src/integrals/four_point/function_4p3m
• src/integrals/four_point/function_4p4m
• src/integrals/four_point/function_4p_ql10
• src/integrals/four_point/function_4p_ql11
• src/integrals/four_point/function_4p_ql12
• src/integrals/four_point/function_4p_ql13
• src/integrals/four_point/function_4p_ql14
• src/integrals/four_point/function_4p_ql15
• src/integrals/four_point/function_4p_ql16
• src/integrals/four_point/function_4p_ql6
• src/integrals/four_point/function_4p_ql7
• src/integrals/four_point/function_4p_ql8
• src/integrals/four_point/function_4p_ql9
• src/integrals/four_point/generic_function_4p
• src/integrals/three_point/func_gn
• src/integrals/three_point/func_h0
• src/integrals/three_point/func_he
• src/integrals/three_point/func_hf
• src/integrals/three_point/generic_function_3p
• src/integrals/two_point/generic_function_1p
• src/integrals/two_point/generic_function_2p
• src/interface/tool_lt_to_golem
• src/kinematic/inverse_matrice
• src/kinematic/matrice_s
• src/module/array
• src/module/cache
• src/module/constante
• src/module/dilogarithme
• src/module/equal
• src/module/form_factor_type
• src/module/kronecker
• src/module/logarithme
• src/module/multiply_div
• src/module/parametre
• src/module/precision
• src/module/sortie_erreur
• src/module/spinor
• src/module/translate
• src/module/tri_croissant
• src/numerical/adapt_gauss
• src/numerical/numerical_evaluation
• src/form_factor/form_factor_1p/a10_b
• src/form_factor/form_factor_1p/a10_s
• src/form_factor/form_factor_2p/a20_b
• src/form_factor/form_factor_2p/a20_s
• src/form_factor/form_factor_2p/a21_b
• src/form_factor/form_factor_2p/a21_s
• src/form_factor/form_factor_2p/a22_b
• src/form_factor/form_factor_2p/a22_s
• src/form_factor/form_factor_2p/b22_b
• src/form_factor/form_factor_2p/b22_s
• src/form_factor/form_factor_3p/a30_b
• src/form_factor/form_factor_3p/a30_s
• src/form_factor/form_factor_3p/a31_b
• src/form_factor/form_factor_3p/a31_s
• src/form_factor/form_factor_3p/a32_b
• src/form_factor/form_factor_3p/a32_s
• src/form_factor/form_factor_3p/a33_b
• src/form_factor/form_factor_3p/a33_s
• src/form_factor/form_factor_3p/b32_b
• src/form_factor/form_factor_3p/b32_s
• src/form_factor/form_factor_3p/b33_b
• src/form_factor/form_factor_3p/b33_s
• src/form_factor/form_factor_4p/a40_b
• src/form_factor/form_factor_4p/a40_s
• src/form_factor/form_factor_4p/a41_b
• src/form_factor/form_factor_4p/a41_s
• src/form_factor/form_factor_4p/a42_b
• src/form_factor/form_factor_4p/a42_s
• src/form_factor/form_factor_4p/a43_b
• src/form_factor/form_factor_4p/a43_s
• src/form_factor/form_factor_4p/a44_b
• src/form_factor/form_factor_4p/a44_s
• src/form_factor/form_factor_4p/b42_b
• src/form_factor/form_factor_4p/b42_s
• src/form_factor/form_factor_4p/b43_b
• src/form_factor/form_factor_4p/b43_s
• src/form_factor/form_factor_4p/b44_b
• src/form_factor/form_factor_4p/b44_s
• src/form_factor/form_factor_4p/c44_b
• src/form_factor/form_factor_4p/c44_s
• src/form_factor/form_factor_5p/a50_b
• src/form_factor/form_factor_5p/a50_s
• src/form_factor/form_factor_5p/a51_b
• src/form_factor/form_factor_5p/a51_s
• src/form_factor/form_factor_5p/a52_b
• src/form_factor/form_factor_5p/a52_s
• src/form_factor/form_factor_5p/a53_b
• src/form_factor/form_factor_5p/a53_s
• src/form_factor/form_factor_5p/a54_b
• src/form_factor/form_factor_5p/a54_s
• src/form_factor/form_factor_5p/a55_b
• src/form_factor/form_factor_5p/a55_s
• src/form_factor/form_factor_5p/a61_b
• src/form_factor/form_factor_5p/a61_s
• src/form_factor/form_factor_5p/a62_b
• src/form_factor/form_factor_5p/a62_s
• src/form_factor/form_factor_5p/a63_b
• src/form_factor/form_factor_5p/a63_s
• src/form_factor/form_factor_5p/b52_b
• src/form_factor/form_factor_5p/b52_s
• src/form_factor/form_factor_5p/b53_b
• src/form_factor/form_factor_5p/b53_s
• src/form_factor/form_factor_5p/b54_b
• src/form_factor/form_factor_5p/b54_s
• src/form_factor/form_factor_5p/b55_b
• src/form_factor/form_factor_5p/b55_s
• src/form_factor/form_factor_5p/c54_b
• src/form_factor/form_factor_5p/c54_s
• src/form_factor/form_factor_5p/c55_b
• src/form_factor/form_factor_5p/c55_s
• src/form_factor/form_factor_6p/a60_b
• src/form_factor/form_factor_6p/a60_s
• src/form_factor/form_factor_6p/a64_b
• src/form_factor/form_factor_6p/a64_s
• src/form_factor/form_factor_6p/a65_b
• src/form_factor/form_factor_6p/a65_s
• src/form_factor/form_factor_6p/a66_b
• src/form_factor/form_factor_6p/a66_s
• src/integral/three_point/function_3p0m/f3p_finite
• src/integral/three_point/function_3p0m/f3p_finite_np2
• src/integral/three_point/function_3p0m_1mi/f3p0m_1mi
• src/integral/three_point/function_3p0m_1mi/f3p0m_1mi_np2
• src/integral/three_point/function_3p1m/f3p1m
• src/integral/three_point/function_3p1m/f3p1m_np2
• src/integral/three_point/function_3p1m_1mi/f3p1m_1mi
• src/integral/three_point/function_3p1m_1mi/f3p1m_1mi_np2
• src/integral/three_point/function_3p1m_2mi/f3p1m_2mi
• src/integral/three_point/function_3p1m_2mi/f3p1m_2mi_np2
• src/integral/three_point/function_3p2m/f3p2m
• src/integral/three_point/function_3p2m/f3p2m_np2
• src/integral/three_point/function_3p2m_1mi/f3p2m_1mi
• src/integral/three_point/function_3p2m_1mi/f3p2m_1mi_np2
• src/integral/three_point/function_3p3m/f3p3m
• src/integral/three_point/function_3p3m/f3p3m_c
• src/integral/three_point/function_3p3m/i3_3mass
• src/integral/two_point/function_2p0m/f2p0m_1mi
• src/integral/two_point/function_2p0m/f2p0m_m1m2
• src/integral/two_point/function_2p_m1m2/f2p_m1m2
• src/integrals/four_point/function_4p1m/f1
• src/integrals/four_point/function_4p1m/f4p1m
• src/integrals/four_point/function_4p1m/f4p1m_c
• src/integrals/four_point/function_4p2m_3mi_onshell/f4p2m_3mi_onshell
• src/integrals/four_point/function_4p2m_3mi_onshell/f4p2m_3mi_onshell_c
• src/integrals/four_point/function_4p2m_adj/f2a
• src/integrals/four_point/function_4p2m_adj/f4p2m_adj
• src/integrals/four_point/function_4p2m_adj/f4p2m_adj_c
• src/integrals/four_point/function_4p2m_opp/f2b
• src/integrals/four_point/function_4p2m_opp/f4p2m_opp
• src/integrals/four_point/function_4p2m_opp/f4p2m_opp_c
• src/integrals/four_point/function_4p3m/f3
• src/integrals/four_point/function_4p3m/f4p3m
• src/integrals/four_point/function_4p3m/f4p3m_c
• src/integrals/four_point/function_4p4m/f4
• src/integrals/four_point/function_4p4m/f4p4m
• src/integrals/four_point/function_4p4m/f4p4m_c
• src/integrals/four_point/function_4p_ql10/f4p_ql10
• src/integrals/four_point/function_4p_ql10/f4p_ql10_c
• src/integrals/four_point/function_4p_ql11/f4p_ql11
• src/integrals/four_point/function_4p_ql11/f4p_ql11_c
• src/integrals/four_point/function_4p_ql12/f4p_ql12
• src/integrals/four_point/function_4p_ql12/f4p_ql12_c
• src/integrals/four_point/function_4p_ql13/f4p_ql13
• src/integrals/four_point/function_4p_ql13/f4p_ql13_c
• src/integrals/four_point/function_4p_ql14/f4p_ql14
• src/integrals/four_point/function_4p_ql14/f4p_ql14_c
• src/integrals/four_point/function_4p_ql15/f4p_ql15
• src/integrals/four_point/function_4p_ql15/f4p_ql15_c
• src/integrals/four_point/function_4p_ql16/f4p_ql16
• src/integrals/four_point/function_4p_ql16/f4p_ql16_c
• src/integrals/four_point/function_4p_ql6/f4p_ql6
• src/integrals/four_point/function_4p_ql6/f4p_ql6_c
• src/integrals/four_point/function_4p_ql7/f4p_ql7
• src/integrals/four_point/function_4p_ql7/f4p_ql7_c
• src/integrals/four_point/function_4p_ql8/f4p_ql8
• src/integrals/four_point/function_4p_ql8/f4p_ql8_c
• src/integrals/four_point/function_4p_ql9/f4p_ql9
• src/integrals/four_point/function_4p_ql9/f4p_ql9_c
• src/integrals/four_point/generic_function_4p/f4p
• src/integrals/four_point/generic_function_4p/f4p_np2
• src/integrals/four_point/generic_function_4p/f4p_np2_numeric
• src/integrals/four_point/generic_function_4p/f4p_np2_sca
• src/integrals/four_point/generic_function_4p/f4p_np4
• src/integrals/four_point/generic_function_4p/f4p_np4_numeric
• src/integrals/four_point/generic_function_4p/f4p_sca
• src/integrals/one_point/generic_function_1p/f1p
• src/integrals/three_point/func_gn/ge
• src/integrals/three_point/func_gn/gf
• src/integrals/three_point/func_gn/gl
• src/integrals/three_point/func_h0/h0d
• src/integrals/three_point/func_h0/h0e
• src/integrals/three_point/func_h0/h0f
• src/integrals/three_point/func_he/he
• src/integrals/three_point/func_he/he_c
• src/integrals/three_point/func_he/he_gen
• src/integrals/three_point/func_hf/hf
• src/integrals/three_point/func_hf/hf_c
• src/integrals/three_point/func_hf/hf_gen
• src/integrals/three_point/generic_function_3p/f3p
• src/integrals/three_point/generic_function_3p/f3p_np2
• src/integrals/three_point/generic_function_3p/f3p_np2_sc
• src/integrals/three_point/generic_function_3p/f3p_sc
• src/integrals/two_point/generic_function_2p/f2p
• src/integrals/two_point/generic_function_2p/f2p_np2
• src/interface/gb0i
• src/interface/gc0i
• src/interface/gd0i
• src/interface/ge0i
• src/interface/gf0i
• src/interface/tool_lt_to_golem/extract
• src/kinematic/inverse_matrice/imprime_mat
• src/kinematic/inverse_matrice/inverse
• src/kinematic/inversion/b
• src/kinematic/inversion/hj
• src/kinematic/inversion/init_invs
• src/kinematic/inversion/inv_s
• src/kinematic/inversion/norma_sumb
• src/kinematic/inversion/sumb
• src/kinematic/matrice_s/allocation_s
• src/kinematic/matrice_s/deallocation_s
• src/module/cache/allocate_cache
• src/module/cache/clear_cache
• src/module/cache/reset_cache
• src/module/countb
• src/module/dilogarithme/cdilog
• src/module/dilogarithme/zdilog
• src/module/equal/equal_real
• src/module/form_factor_type/assignment
• src/module/form_factor_type/division
• src/module/form_factor_type/eps
• src/module/form_factor_type/epsilon_type
• src/module/form_factor_type/form_factor
• src/module/form_factor_type/multiplication
• src/module/form_factor_type/subtraction
• src/module/form_factor_type/sum
• src/module/kronecker/delta
• src/module/kronecker/deltab
• src/module/locateb
• src/module/logarithme/q
• src/module/logarithme/z_log
• src/module/logarithme/z_log2
• src/module/multiply_div/mult_div
• src/module/packb
• src/module/pminus
• src/module/print_parameter
• src/module/punion
• src/module/sortie_erreur/catch_exception
• src/module/sortie_erreur/erreur
• src/module/spinor/bra
• src/module/spinor/bra_ket
• src/module/spinor/e_
• src/module/spinor/eps_prod_eps
• src/module/spinor/eps_prod_sca
• src/module/spinor/ket
• src/module/spinor/pslash
• src/module/spinor/scalar
• src/module/translate/to_complex
• src/module/tri_croissant/exchange_param
• src/module/tri_croissant/shift_param
• src/module/tri_croissant/tri_int
• src/module/unpackb
• src/numerical/adapt_gauss/adapt_gauss1
• src/numerical/numerical_evaluation/generic_eval_numer

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