¹Ú¾àÀç
À¯¿¹Çå
ºóºó·ç
¹«Ã··á
ÇØȸ´ç
¿Á±Ù°¢
¸ðÀÓ Àüü

¤ýÀÛ¼ºÀÚ ÁøÁø
¤ýÀÛ¼ºÀÏ °³±¹624(2015)³â 8¿ù 18ÀÏ (È­) 10:33  [»ç½Ã(ÞÓãÁ)]
¤ý¹®¼­ºÐ·ù ºóºó·ç
¤ýÃßõ: 0  ¤ý¿­¶÷: 75      
[¼Ò¿¹] °®´ÙÁà¾ß ÇÏ°í ´Ù ¸ø ÀÐÀº Ã¥






¸ø±¸ÇÔ:

unusual applications of number theory, nathanson editor
¿­Á¤À¸·Î¼­ÀÇ »ç¶û
ÇǷλçȸ
Çб³¿¡¼­ ¹è¿üÁö¸¸ Àß ¸ô¶ú´ø ¹Ì¼ú
¿Ö ¼¼°èÀÇ Àý¹ÝÀº ±¾ÁÖ¸®´Â°¡?
selected topics in the geometrical study of differential equations
introduction to abelian varieties, kumar murty
special functions, KZ type equations, and representation theory
opera de cribro, friedlander, Iwaniec



±¸ÇÔ:

Macdonald, Symmetric functions and Hall polynomials
Zhelobenko, Principal structures and methods of representation theory
Goldschmidt, Group characters, symmetric functions, and the Hecke algebra
Rosenberg, Topology, C*-algebras, and String duality
Bunke/Olbrich, Selberg zeta and theta functions
Lang, Edmunds, eigenvalues, embeddings and generalized trigonometric functions
Lepowsky, McKay and Tuite, Moonshine: the first quarter century and beyond


»çÁø
áÈçç,ó¢ñé,ÙíÞ÷ ÁøÁø(òçòâ)
ÀÚÅà °è°î ¹æ¹®
http://www.1392.org/bbs?moim08:1054 °Ô½Ã¹° ¸µÅ© (Ŭ¸¯) °Ô½Ã¹° ÁÖ¼Ò º¹»çÇϱâ
´ä±Û : Á¦ÇÑ (Á¢¼ÓÇϽʽÿÀ) ¼­Âû(¸ÞÀÏ) ¼öÁ¤/»èÁ¦ : Á¦ÇÑ (Á¢¼ÓÇϽʽÿÀ) Ãßõ     À­±Û ¹Ø±Û     ¸ñ·Ï ¾²±â
  ´Ù¸¥ ¾ÆÀÌÄÜ ºñ°ø°³ ¼³Á¤ »çÁ¶ ¹é°ú»çÀü ¸ÂÃã¹ý ¹®¹ý °Ë»ç±â 0
2000
ÀúÀå(ÀÔ·Â)

¹Ú¹®µ¶¼­È¸ ´ëÇ¥ : ´ëÇ¥ ÁøÁø

¹Ú¾àÀç¹æ¹®Çϱâ
´º½º¸¦ ¸»¾¸µå¸®°Ú½À´Ï´Ù, µþ²Ú! [1]+2 ÀåÁö¿ë 03-16
Àб⠽¬¿î °í·Á¿Õ À̾߱â [1] È«ºÀÇÑ 02-20
¼ö¾çÁ¦, ÀüÀï°ú ´ë¿îÇÏ¿¡ ¹ÌÄ£ Áß±¹ ÃÖ¾Ç.. È«ºÀÇÑ 01-27
[Ã¥¼Ò°³] ´ëÇÑÁ¦±¹ÀÇ ¿Ü±³Á¤Ã¥ È«ºÀÇÑ 01-26
 
À¯¿¹Çå¹æ¹®Çϱâ
[é×äÜ] ¿µÈ­¸®ºä : ÄâÀ̾îÆ® Ç÷¹À̽º.. [1] ÃÖÁØ 06-01
[é×äÜ] ¿µÈ­¸®ºä : ¼Ò°ø³à (2018).. [1]+1 ÃÖÁØ 05-20
[é×äÜ] ¿µÈ­¸®ºä : ¸®Æ² Æ÷·¹½ºÆ® (2018).. ÃÖÁØ 05-05
[é×äÜ] ¿µÈ­¸®ºä : ´Ù¿îÆú (2014) ÃÖÁØ 05-03
ºóºó·ç¹æ¹®Çϱâ
[ȸ¿ø] <Çà»ç> ¹Ú¹®µ¶¼­È¸ ¼Ò°³ È«ºÀÇÑ 12-23
[Á¤] <°ø¹®> ±¤¿ª¸ðÀÓ Çà»ç Âü¿©Àοø.. [1] ±èÁö¼ö 10-10
[Á÷Àå] <°ø¹®> ¸ðÀÓÆò°¡¿¡ °üÇÑ ¾È³».. [1] ±è½Å 02-12
[¼±¾È] Ã¥Á¤¸® 1 Á¤º´¿í 09-15
 
¹«Ã··á¹æ¹®Çϱâ
[ÁÖºÎ] <°ø¹®> ¸ðÀÓ Æó¼â¿¹Á¤¿¡ ´ëÇÑ Å뺸.. °­ÁØ¿µ 01-21
[÷Á¤] <°ø¹®> ¸ðÀÓ ÀÚ±¸¾È Á¦Ãâ±â°£.. [1] ±è½Å 08-27
[÷Á¤] <°ø¹®> ¸ðÀÓ ÀÚ±¸¹æ¾È Á¦Ãâ¿¡ ´ëÇÏ.. ±è½Å 08-18
[÷Á¤] <°ø¹®> ¸ðÀÓ Æó¼â ¿¹Á¤¿¡ ´ëÇÏ¿© ±è½Å 08-03
ÇØȸ´ç¹æ¹®Çϱâ
[¿µÁø] µ¶¼­È¸º¸ ¹ßÇà¿¡ ´ëÇÏ¿© [1]+1 È«ºÀÇÑ 12-18
[´ëÇ¥] ÇØȸ´ç °ø°£ ¼Ò°³ ±è¹Î½Â 07-03
 
¿Á±Ù°¢¹æ¹®Çϱâ
[µ¿¿©] µµ¼­¸ñ·Ï ÀÛ¼ºÁß ±è¹Î½Â 01-29
[´ëÇ¥] ¹Ú¹®µ¶¼­È¸ ¼±»ý¾È (°æÀÎ) (´ë¿Üºñ.. ±è¹Î½Â 08-06
[´ëÇ¥] ¿Á±Ù°¢ °ø°£ ¼Ò°³ ±è¹Î½Â 07-03