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BIN=../bin
# first part of the library: the basics
ts_dcmplx: dcmplx.c ts_dcmplx.c
gcc -o $(BIN)/ts_dcmplx dcmplx.c ts_dcmplx.c -lm
ts_roots: dcmplx.c dc_roots.c ts_roots.c
gcc -o $(BIN)/ts_roots dcmplx.c dc_roots.c ts_roots.c -lm
ts_dc_determinant: dcmplx.c dc_matrix.c ts_dc_determinant.c
gcc -o $(BIN)/ts_dc_determinant dcmplx.c dc_matrix.c \
ts_dc_determinant.c -lm
ts_timer: timer.c
gcc -o $(BIN)/ts_timer ts_timer.c timer.c
lib.a:
gcc -c dcmplx.c dc_matrix.c dc_inverse.c
ar ruv lib.a dcmplx.o dc_matrix.o dc_inverse.o
ts_dc_inverse: ts_dc_inverse.c lib.a
gcc -o $(BIN)/ts_dc_inverse ts_dc_inverse.c lib.a -lm
# second part: numerical GCD and Smith form
ts_gcd: dcmplx.c dc_roots.c dc_interpolation.c poly_gcd.c \
poly_dcmplx.c ts_gcd.c
gcc -o $(BIN)/ts_gcd dcmplx.c dc_roots.c dc_interpolation.c \
poly_gcd.c poly_dcmplx.c ts_gcd.c -lm
ts_interpolation: dcmplx.c dc_roots.c dc_interpolation.c \
poly_dcmplx.c poly_gcd.c ts_interpolation.c
gcc -o $(BIN)/ts_interpolation dcmplx.c dc_roots.c \
poly_dcmplx.c poly_gcd.c \
dc_interpolation.c ts_interpolation.c -lm
ts_hermite: dcmplx.c dc_roots.c dc_interpolation.c \
poly_dcmplx.c poly_gcd.c poly_hermite.c poly_matrix.c \
poly_smith.c ts_hermite.c dc_matrix.c
gcc -o $(BIN)/ts_hermite dcmplx.c dc_roots.c dc_interpolation.c \
poly_dcmplx.c poly_gcd.c poly_hermite.c poly_matrix.c \
poly_smith.c ts_hermite.c dc_matrix.c -lm
ts_smith: dcmplx.c dc_roots.c dc_interpolation.c poly_dcmplx.c \
poly_gcd.c poly_smith.c poly_matrix.c dc_matrix.c ts_smith.c
gcc -o $(BIN)/ts_smith dcmplx.c dc_roots.c dc_interpolation.c \
poly_dcmplx.c poly_gcd.c \
poly_smith.c poly_matrix.c dc_matrix.c ts_smith.c -lm
ts_multiply: dcmplx.c dc_roots.c dc_interpolation.c \
poly_gcd.c poly_dcmplx.c poly_smith.c poly_matrix.c \
ts_multiply.c
gcc -o $(BIN)/ts_multiply dcmplx.c dc_roots.c \
dc_interpolation.c poly_gcd.c poly_dcmplx.c \
poly_matrix.c poly_smith.c ts_multiply.c -lm
ts_divide: dcmplx.c dc_roots.c dc_interpolation.c poly_gcd.c poly_dcmplx.c \
poly_matrix.c poly_smith.c ts_divide.c
gcc -o $(BIN)/ts_divide dcmplx.c dc_roots.c dc_interpolation.c \
poly_gcd.c poly_dcmplx.c poly_matrix.c poly_smith.c \
ts_divide.c -lm
ts_poly_inverse: dcmplx.c poly_dcmplx.c poly_matrix.c poly_smith.c \
dc_roots.c dc_interpolation.c poly_gcd.c ts_poly_inverse.c
gcc -o $(BIN)/ts_poly_inverse dcmplx.c poly_dcmplx.c \
poly_matrix.c poly_smith.c dc_roots.c dc_interpolation.c \
poly_gcd.c ts_poly_inverse.c -lm
# third part: realization algorithms
ts_c2ada: dcmplx.c dc_roots.c dc_interpolation.c poly_gcd.c poly_dcmplx.c \
poly_matrix.c poly_smith.c c2ada_poly_matrix.c ts_c2ada.c
gcc -o $(BIN)/ts_c2ada dcmplx.c dc_roots.c dc_interpolation.c \
poly_dcmplx.c poly_gcd.c poly_matrix.c poly_smith.c \
c2ada_poly_matrix.c ts_c2ada.c -lm
read_input: dcmplx.c dc_matrix.c dc_inverse.c c2ada_dc_matrix.c read_input.c
gcc -o $(BIN)/read_input dcmplx.c dc_matrix.c dc_inverse.c \
c2ada_dc_matrix.c read_input.c -lm
ts_realization: dcmplx.c dc_matrix.c dc_roots.c dc_interpolation.c \
dc_inverse.c poly_dcmplx.c poly_gcd.c poly_matrix.c \
poly_hermite.c poly_smith.c append_polymatrix.c \
realization.c ts_realization.c
gcc -o $(BIN)/ts_realization dcmplx.c dc_matrix.c dc_roots.c \
dc_interpolation.c dc_inverse.c poly_dcmplx.c poly_gcd.c \
poly_matrix.c poly_hermite.c poly_smith.c \
append_polymatrix.c realization.c ts_realization.c -lm
clean:
/bin/rm -f *.o lib.a *.exe *~
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