[2025³â] 5¿ù º¹¼ÒÇØ¼®ÇÐ ÀÌ·Ð[4ÁÖ] (Àü°ø¼öÇÐ/½É´ë¿ø) N

  • À¯Çü : À̷а­ÀÇ
  • ±¸¼º : ÃÑ 24°­/(Á¾°­:19½Ã°£)
  • Çпø : ¹Ú¹®°¢ÀÓ¿ë°í½ÃÇпø
  • ±â°£ : 45ÀÏ
  • ¼ö°­ ½Ã°£ : 1.5¹è
    • °­ÀÇ
°­ÀÇ ¸ñÂ÷
  • 1°­ 25/05/11_[ÇÁ¸°Æ®] Chapter1 º¹¼Ò¼ö 1.1 º¹¼Ò¼öÀÇ Á¤ÀÇ¿Í ´ëÁ¶Àû ¼ºÁú (p.4~) »ùÇú¸±â 49ºÐ
  • 2°­ 25/05/11_[ÇÁ¸°Æ®] 1.3 Áö¼öÇü½Ä Example 1.3.2~ (p.7~) 60ºÐ
  • 3°­ 25/05/11_[ÇÁ¸°Æ®] Chapter 2.ÇØ¼®ÇÔ¼ö (p.11~) 44ºÐ
  • 4°­ 25/05/11_[ÇÁ¸°Æ®] 2.3 º¹¼ÒÇÔ¼öÀÇ ¹ÌºÐ (p.14~) 52ºÐ
  • 5°­ 25/05/11_[ÇÁ¸°Æ®] 2.6 ÇØ¼®ÇÔ¼ö Definition 2.6.1 (p.17~) 40ºÐ
  • 6°­ 25/05/11_[ÇÁ¸°Æ®] 2.6 ÇØ¼®ÇÔ¼ö Examplet 2.6.4 (p.19~) 41ºÐ
  • 7°­ 25/05/18_[ÇÁ¸°Æ®] º¹¼ÒÇØ¼® 1ÁÖÂ÷ È®ÀÎÇнÀ 41ºÐ
  • 8°­ 25/05/18_[ÇÁ¸°Æ®] 2.8 À¯ÀÏÇÏ°Ô °áÁ¤µÇ´Â ÇØ¼®ÇÔ¼ö Theorem 2.8.1 61ºÐ
  • 9°­ 25/05/18_[ÇÁ¸°Æ®] 3.2 ·Î±×ÇÔ¼ö Theorem 3.2.1 47ºÐ
  • 10°­ 25/05/18_[ÇÁ¸°Æ®] 3.5 ½Ö°î¼± ÇÔ¼ö Definition 3.5.1 48ºÐ
  • 11°­ 25/05/18_[ÇÁ¸°Æ®] 4.2 ¼±ÀûºÐ Example 4.2.2 38ºÐ
  • 12°­ 25/05/18_[ÇÁ¸°Æ®] 4.2 ¼±ÀûºÐ Theorem 4.2.2 (±×¸° Á¤¸®) 50ºÐ
  • 13°­ 25/05/25_[ÇÁ¸°Æ®] º¹¼ÒÇØ¼® 1ÁÖÂ÷ È®ÀÎÇнÀ 49ºÐ
  • 14°­ 25/05/25_[ÇÁ¸°Æ®] 4.5 ÄÚ½ÃÀÇ ÀûºÐ°ø½Ä Theorem 4.5.1 (p.35~) 42ºÐ
  • 15°­ 25/05/25_[ÇÁ¸°Æ®] 4.6 ¸®¿ìºô Á¤¸®¿Í ÃÖ´ëÅ©±â ¿ø¸® Lemma 4.6.1 (p.36~) 56ºÐ
  • 16°­ 25/05/25_[ÇÁ¸°Æ®] Chapter5 ±Þ¼ö 5.1 ¼ö¿­ÀÇ ¼ö·Å Definition 5.1.1 (p.40~) 44ºÐ
  • 17°­ 25/05/25_[ÇÁ¸°Æ®] 5.4 ·Î¶û±Þ¼ö Theorem 5.4.1 (p.43~) 45ºÐ
  • 18°­ 25/05/25_[ÇÁ¸°Æ®] 5.6 Á¦°ö±Þ¼öÀÇ ¹ÌºÐ°ú ÀûºÐ Theorem 5.6.1~ (p.45~) 49ºÐ
  • 19°­ 25/06/01_ º¹¼ÒÇØ¼® 3ÁÖÂ÷ È®ÀÎÇнÀ 43ºÐ
  • 20°­ 25/06/01_ 6.3 ±ØÁ¡¿¡¼­ÀÇ À¯¼ö Theorem 6.3.1 (p.50~) 52ºÐ
  • 21°­ 25/06/01_ 6.4 ÇØ¼®ÇÔ¼öÀÇ ¿µÁ¡ Theorem 6.4.5 (p.52~) 63ºÐ
  • 22°­ 25/06/01_ 6.6 °í¸³Æ¯ÀÌÁ¡ ±Ù¹æ¿¡¼­ÀÇ ÇÔ¼öÀÇ Çൿ Theorem 6.6.1 (p.54~) 43ºÐ
  • 23°­ 25/06/01_ 7.2 Á¶¸£´çÀÇ º¸Á¶Á¤¸® Theorem 7.2.1 (p.58~) 34ºÐ
  • 24°­ 25/06/01_ 7.4 Æí°¢ÀÇ ¿ø¸® Definition 7.4.1 (p.61~) ¡ÚÁ¾°­¡Ú 62ºÐ
±¤°í¹è³Ê