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Annotation of OpenXM/src/asir-contrib/todo.txt, Revision 1.4

1.4     ! takayama    1: $OpenXM: OpenXM/src/asir-contrib/todo.txt,v 1.3 1999/12/17 04:14:45 takayama Exp $
1.3       takayama    2:
1.1       takayama    3:
                      4: * Find rational solutions of Garnier systems by exhaustive search.
                      5:   It is a nice problem of solving algebraic equations.
                      6:   (This project is also mentioned in src/ox_math/todo.txt)
1.2       takayama    7:
                      8: * Introductory tutorial for OpenXM.  It should be understandable
                      9:   high school students who learned Basic programming in
                     10:      Sugaku A, B, C.
1.1       takayama   11:
                     12: * Write sample programs of asir for the Noro's lecture note:
                     13:      unkei:~noro/papers/niigata.ps.gz
                     14:   on computer algebra systems.
                     15:
                     16: * Sample programs of asir for the book
                     17:      Mori Masatake, Fortran 77 Suuchi-Keisan Programming, Iwanami.
                     18:
                     19: * Sample programs for asir
                     20:
                     21:   Example 1:
                     22:     Write sample programs that implements algorithms
                     23:     in the following books:
                     24:      R.Sedgewick, Algorithms in C.
                     25:      Knuth : The Art of Programming, Semi-numerical algorithms.
                     26:      Cox-O'Shea-Little :  Ideals, Varieties, and Algorithms.
                     27:      Hikita Teruo, C de kaku Algorithm,  Science-sha
                     28:           Chapter 11, geometry algorithm,
                     29:           Chapter 12, Parallel programming and algorithms.
                     30:
                     31:   Example 2:
                     32:     Rewrite sample programs in
                     33:         Kida, Makino : Ubasic ni yoru Computer Seisuu-ron, Nihon Hyoron-sha
                     34:     by asir and OpenXM.
                     35: