..    -                            -        junesato@gmail.com        2011/09/25                             -       -
!!-   -
!!-   -
?2011/10/08(       )              -       -
?2011/10/08(       )              -       -
?     2011/10/08(       )(kosenconf-031sciences)                   -       -
?2011/10/22(       )              -       -
?2011/10/22(       )              -       -
?    2011/10/22(       )                in(kosenconf-036sendai)                  -       -
?2011/10/29(       )              -       -
?2011/10/29(       )              -       -
?    2011/10/29(       )                 in(kosenconf-032ibaraki)                  -       -
(2011/11/07          in                                            IT                            32011/11/14         in   ...
2011       -   -
2011           ?       -   -
2011                   ?(              ?           -       -
2011                        ?(              ?                   ?)           -            -
-   -
-   -
TEX      ?      -   -
TEX      ?          -   -
TEX(             )    -     -
TEX (        ?)      -        -
ggrks!!!!        -   -
TEX      (Donald E. Knuth)                                               11    http://ja.wikipedia.org/wiki/TeX           ...
TEX           ?      -   -
1        (Euler’s identity)    e = −1    iπ              -      -
2          (Schrodinger equation)    ∂ψ           2∂2 ψi   ∂t         =   − 2m ∂x2 + V(x,           t)ψ                   ...
3                   (Rydberg constant)                     mee4       R∞ =         8ch3ϵ 2                              0 ...
4    N2 + 3H2   2NH3           [NH3]2     K=          [N2][H2]3     I ♡ Chemistry!!                    -   -
TEX       ?      -       -
TEX       ?(OS           )      -           -
TEX        ?(OS            )  OS       -           -
TEX              ?(OS                  )  OS       PDF             -           -
TEX  -   -
!!!!     -   -
-   -
-   -
1   2   3    4   2            2                     ?                         -   -
1   4   2   3    1+4=2+3                -   -
1.1∼8   ,42           2                   ?               -       -
1∼8   a1∼a4     b1∼b42 a1 + a2 + a3 + a4 = b1 + b2 + b3 + b4 a2 + a2 + a2 + a2 = b2 + b2 + b2 + b2  1    2    3    4    1 ...
2.1.       ,1   2 k+12k        2(1   )    2               ...,k                          ?                      -       -
1 ∼ 2 k+1           A (a1 ∼a2 k )B(b1 ∼b2 k ) 2a1 +a2 +a3 +· · ·+a2 k = b1 +b2 +b3 +· · ·+b2 k...a1 +a2 +a3 +· · ·+a kk = ...
1∼2 k+1   2k          A    B               -   -
k  A    {ai}2           i=1             k  B     {bi}2            i=1      ai      bi1∼2 k+1                   -   -
n = 1, 2, . . . , k            ∑            2k               ∑                             2k                  (ai) n =   ...
?http://kosenconf.jp/?031sciences                       -   -
?http://kosenconf.jp/?031sciences  sciences@kosenconf.jp            Mail                       -   -
?http://kosenconf.jp/?031sciences  sciences@kosenconf.jp            Mail                       -   -
Upcoming SlideShare
Loading in …5
×

てふてふのおはなし[Talk of TeX]

1,782 views

Published on

Published in: Technology
0 Comments
0 Likes
Statistics
Notes
  • Be the first to comment

  • Be the first to like this

No Downloads
Views
Total views
1,782
On SlideShare
0
From Embeds
0
Number of Embeds
823
Actions
Shares
0
Downloads
2
Comments
0
Likes
0
Embeds 0
No embeds

No notes for slide

てふてふのおはなし[Talk of TeX]

  1. 1. .. - - junesato@gmail.com 2011/09/25 - -
  2. 2. !!- -
  3. 3. !!- -
  4. 4. ?2011/10/08( ) - -
  5. 5. ?2011/10/08( ) - -
  6. 6. ? 2011/10/08( )(kosenconf-031sciences) - -
  7. 7. ?2011/10/22( ) - -
  8. 8. ?2011/10/22( ) - -
  9. 9. ? 2011/10/22( ) in(kosenconf-036sendai) - -
  10. 10. ?2011/10/29( ) - -
  11. 11. ?2011/10/29( ) - -
  12. 12. ? 2011/10/29( ) in(kosenconf-032ibaraki) - -
  13. 13. (2011/11/07 in IT 32011/11/14 in ( )2011/11/19 ( )2012/01/14 15 2012 in - -
  14. 14. 2011 - -
  15. 15. 2011 ? - -
  16. 16. 2011 ?( ? - -
  17. 17. 2011 ?( ? ?) - -
  18. 18. - -
  19. 19. - -
  20. 20. TEX ? - -
  21. 21. TEX ? - -
  22. 22. TEX( ) - -
  23. 23. TEX ( ?) - -
  24. 24. ggrks!!!! - -
  25. 25. TEX (Donald E. Knuth) 11 http://ja.wikipedia.org/wiki/TeX - -
  26. 26. TEX ? - -
  27. 27. 1 (Euler’s identity) e = −1 iπ - -
  28. 28. 2 (Schrodinger equation) ∂ψ 2∂2 ψi ∂t = − 2m ∂x2 + V(x, t)ψ - -
  29. 29. 3 (Rydberg constant) mee4 R∞ = 8ch3ϵ 2 0 : me , :e :c , h ε0 - -
  30. 30. 4 N2 + 3H2 2NH3 [NH3]2 K= [N2][H2]3 I ♡ Chemistry!! - -
  31. 31. TEX ? - -
  32. 32. TEX ?(OS ) - -
  33. 33. TEX ?(OS ) OS - -
  34. 34. TEX ?(OS ) OS PDF - -
  35. 35. TEX - -
  36. 36. !!!! - -
  37. 37. - -
  38. 38. - -
  39. 39. 1 2 3 4 2 2 ? - -
  40. 40. 1 4 2 3 1+4=2+3 - -
  41. 41. 1.1∼8 ,42 2 ? - -
  42. 42. 1∼8 a1∼a4 b1∼b42 a1 + a2 + a3 + a4 = b1 + b2 + b3 + b4 a2 + a2 + a2 + a2 = b2 + b2 + b2 + b2 1 2 3 4 1 2 3 4 - -
  43. 43. 2.1. ,1 2 k+12k 2(1 ) 2 ...,k ? - -
  44. 44. 1 ∼ 2 k+1 A (a1 ∼a2 k )B(b1 ∼b2 k ) 2a1 +a2 +a3 +· · ·+a2 k = b1 +b2 +b3 +· · ·+b2 k...a1 +a2 +a3 +· · ·+a kk = b1 +b2 +b3 +· · ·+b kk k k k k k k 2 2 - -
  45. 45. 1∼2 k+1 2k A B - -
  46. 46. k A {ai}2 i=1 k B {bi}2 i=1 ai bi1∼2 k+1 - -
  47. 47. n = 1, 2, . . . , k ∑ 2k ∑ 2k (ai) n = (bi) n i=1 i=1 - -
  48. 48. ?http://kosenconf.jp/?031sciences - -
  49. 49. ?http://kosenconf.jp/?031sciences sciences@kosenconf.jp Mail - -
  50. 50. ?http://kosenconf.jp/?031sciences sciences@kosenconf.jp Mail - -

×