Safe Haskell | None |
---|---|
Language | Haskell2010 |
Data.Char.Alpha
Documentation
Constructors
A_a |
Minimal complete definition
parse_a :: (Ca x, CharParsing p) => p x Source #
Constructors
B_b |
Minimal complete definition
parse_b :: (Cb x, CharParsing p) => p x Source #
Constructors
C_c |
Minimal complete definition
parse_c :: (Cc x, CharParsing p) => p x Source #
Constructors
D_d |
Minimal complete definition
parse_d :: (Cd x, CharParsing p) => p x Source #
Constructors
E_e |
Minimal complete definition
parse_e :: (Ce x, CharParsing p) => p x Source #
Constructors
F_f |
Minimal complete definition
parse_f :: (Cf x, CharParsing p) => p x Source #
Constructors
G_g |
Minimal complete definition
parse_g :: (Cg x, CharParsing p) => p x Source #
Constructors
H_h |
Minimal complete definition
parse_h :: (Ch x, CharParsing p) => p x Source #
Constructors
I_i |
Minimal complete definition
parse_i :: (Ci x, CharParsing p) => p x Source #
Constructors
J_j |
Minimal complete definition
parse_j :: (Cj x, CharParsing p) => p x Source #
Constructors
K_k |
Minimal complete definition
parse_k :: (Ck x, CharParsing p) => p x Source #
Constructors
L_l |
Minimal complete definition
parse_l :: (Cl x, CharParsing p) => p x Source #
Constructors
M_m |
Minimal complete definition
parse_m :: (Cm x, CharParsing p) => p x Source #
Constructors
N_n |
Minimal complete definition
parse_n :: (Cn x, CharParsing p) => p x Source #
Constructors
O_o |
Minimal complete definition
parse_o :: (Co x, CharParsing p) => p x Source #
Constructors
P_p |
Minimal complete definition
parse_p :: (Cp x, CharParsing p) => p x Source #
Constructors
Q_q |
Minimal complete definition
parse_q :: (Cq x, CharParsing p) => p x Source #
Constructors
R_r |
Minimal complete definition
parse_r :: (Cr x, CharParsing p) => p x Source #
Constructors
S_s |
Minimal complete definition
parse_s :: (Cs x, CharParsing p) => p x Source #
Constructors
T_t |
Minimal complete definition
parse_t :: (Ct x, CharParsing p) => p x Source #
Constructors
U_u |
Minimal complete definition
parse_u :: (Cu x, CharParsing p) => p x Source #
Constructors
V_v |
Minimal complete definition
parse_v :: (Cv x, CharParsing p) => p x Source #
Constructors
W_w |
Minimal complete definition
parse_w :: (Cw x, CharParsing p) => p x Source #
Constructors
X_x |
Minimal complete definition
parse_x :: (Cx x, CharParsing p) => p x Source #
Constructors
Y_y |
Minimal complete definition
parse_y :: (Cy x, CharParsing p) => p x Source #
Constructors
Z_z |
Minimal complete definition
parse_z :: (Cz x, CharParsing p) => p x Source #
Constructors
A_A |
Minimal complete definition
parse_A :: (CA x, CharParsing p) => p x Source #
Constructors
B_B |
Minimal complete definition
parse_B :: (CB x, CharParsing p) => p x Source #
Constructors
C_C |
Minimal complete definition
parse_C :: (CC x, CharParsing p) => p x Source #
Constructors
D_D |
Minimal complete definition
parse_D :: (CD x, CharParsing p) => p x Source #
Constructors
E_E |
Minimal complete definition
parse_E :: (CE x, CharParsing p) => p x Source #
Constructors
F_F |
Minimal complete definition
parse_F :: (CF x, CharParsing p) => p x Source #
Constructors
G_G |
Minimal complete definition
parse_G :: (CG x, CharParsing p) => p x Source #
Constructors
H_H |
Minimal complete definition
parse_H :: (CH x, CharParsing p) => p x Source #
Constructors
I_I |
Minimal complete definition
parse_I :: (CI x, CharParsing p) => p x Source #
Constructors
J_J |
Minimal complete definition
parse_J :: (CJ x, CharParsing p) => p x Source #
Constructors
K_K |
Minimal complete definition
parse_K :: (CK x, CharParsing p) => p x Source #
Constructors
L_L |
Minimal complete definition
parse_L :: (CL x, CharParsing p) => p x Source #
Constructors
M_M |
Minimal complete definition
parse_M :: (CM x, CharParsing p) => p x Source #
Constructors
N_N |
Minimal complete definition
parse_N :: (CN x, CharParsing p) => p x Source #
Constructors
O_O |
Minimal complete definition
parse_O :: (CO x, CharParsing p) => p x Source #
Constructors
P_P |
Minimal complete definition
parse_P :: (CP x, CharParsing p) => p x Source #
Constructors
Q_Q |
Minimal complete definition
parse_Q :: (CQ x, CharParsing p) => p x Source #
Constructors
R_R |
Minimal complete definition
parse_R :: (CR x, CharParsing p) => p x Source #
Constructors
S_S |
Minimal complete definition
parse_S :: (CS x, CharParsing p) => p x Source #
Constructors
T_T |
Minimal complete definition
parse_T :: (CT x, CharParsing p) => p x Source #
Constructors
U_U |
Minimal complete definition
parse_U :: (CU x, CharParsing p) => p x Source #
Constructors
V_V |
Minimal complete definition
parse_V :: (CV x, CharParsing p) => p x Source #
Constructors
W_W |
Minimal complete definition
parse_W :: (CW x, CharParsing p) => p x Source #
Constructors
X_X |
Minimal complete definition
parse_X :: (CX x, CharParsing p) => p x Source #
Constructors
Y_Y |
Minimal complete definition
parse_Y :: (CY x, CharParsing p) => p x Source #
Constructors
Z_Z |
Minimal complete definition
parse_Z :: (CZ x, CharParsing p) => p x Source #
type IsLower x = (Ca x, Cb x, Cc x, Cd x, Ce x, Cf x, Cg x, Ch x, Ci x, Cj x, Ck x, Cl x, Cm x, Cn x, Co x, Cp x, Cq x, Cr x, Cs x, Ct x, Cu x, Cv x, Cw x, Cx x, Cy x, Cz x) Source #
Constructors
Instances
Eq Lower Source # | |
Ord Lower Source # | |
Show Lower Source # | |
Generic Lower Source # | |
Cz Lower Source # | |
Cy Lower Source # | |
Cx Lower Source # | |
Cw Lower Source # | |
Cv Lower Source # | |
Cu Lower Source # | |
Ct Lower Source # | |
Cs Lower Source # | |
Cr Lower Source # | |
Cq Lower Source # | |
Cp Lower Source # | |
Co Lower Source # | |
Cn Lower Source # | |
Cm Lower Source # | |
Cl Lower Source # | |
Ck Lower Source # | |
Cj Lower Source # | |
Ci Lower Source # | |
Ch Lower Source # | |
Cg Lower Source # | |
Cf Lower Source # | |
Ce Lower Source # | |
Cd Lower Source # | |
Cc Lower Source # | |
Cb Lower Source # | |
Ca Lower Source # | |
Defined in D |