05. divisor and riemann-rochhomepage.ntu.edu.tw/~cjtsai/teaching/16rs/note05.pdf · rìemann— ) s...

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Page 1: 05. divisor and Riemann-Rochhomepage.ntu.edu.tw/~cjtsai/teaching/16rs/note05.pdf · Rìemann— ) S S Z-exDS —t-/q__ (ocò Som_e_ cmsîsYS cup) e Z mand 7 s (3Q) al ( JûvÙöY
Page 2: 05. divisor and Riemann-Rochhomepage.ntu.edu.tw/~cjtsai/teaching/16rs/note05.pdf · Rìemann— ) S S Z-exDS —t-/q__ (ocò Som_e_ cmsîsYS cup) e Z mand 7 s (3Q) al ( JûvÙöY
Page 3: 05. divisor and Riemann-Rochhomepage.ntu.edu.tw/~cjtsai/teaching/16rs/note05.pdf · Rìemann— ) S S Z-exDS —t-/q__ (ocò Som_e_ cmsîsYS cup) e Z mand 7 s (3Q) al ( JûvÙöY
Page 4: 05. divisor and Riemann-Rochhomepage.ntu.edu.tw/~cjtsai/teaching/16rs/note05.pdf · Rìemann— ) S S Z-exDS —t-/q__ (ocò Som_e_ cmsîsYS cup) e Z mand 7 s (3Q) al ( JûvÙöY