¤@¡B¡@¬ì¥Ø¦WºÙ¡G (Course Title) |
ºtºâªk ¡@¡@130618 |
¤G¡B¡@±Â½Ò¯Z§O¡G (Class) |
4IT9902¯Z
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¥|¡B¡@±Â½Ò±Ð®v¡G (Instructor) |
±Ð®v (Instructor's Name) |
»²¾É®É¶¡¦aÂI(¬P´Á/¸`¦¸/¦aÂI) (Office Hours) |
¤À¾÷ (Extension) |
e_mail |
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07-7811151Âà5729 |
SC102@fy.edu.tw |
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¤¡B¡@¥ý׬ì¥Ø¡G (Prerequisites) |
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¤»¡B¡@½Òµ{·§z¡G (Course Description) |
¥»½Òµ{¤§¥Øªº¦b©ó¡Aµ{¦¡³]p®É¸Ñ¨M°ÝÃDªº¤èªk¡C¥Dn¾Ç²ß¤º®e¥]¬A¡A½ÆÂø«×ªº¤ÀªR¡B±Æ¦C·j´M¡B¦X¨Ö¤ÎÓ§OÀ»¯}ªk¡B³g°ýªk¡B°ÊºA³W¹ºªk¡B§R°£»P¦¬´Mªkµ¥µ¥¡C |
¤C¡B¡@½Òµ{¥Ø¼Ð¡G (Course Objectives) |
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¤K¡B¡@±Â½Ò¤jºõ¡G (Syllabus) |
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²Ä¤G¶g: ²Ä¤@³¹.ºtºâªk¤ÀªR¤u¨ã 1.1 ¤°»ò¬O°õ¦æ®É¶¡ 1.2 µêÀÀ½X 1.3 ¤ÀªRºtºâªk 1.4 º¥¶i½u¼Ð°Oªk 1.5 º¥¶i½u¤ÀªR 1.6 ¹ê¨Ò¤ÀªR»P¹ê§@
²Ä¤T¶g:²Ä¤G³¹.ºtºâªk®Ä²v¤ÀªR 2.1 ¬°¦ón¾Çºtºâªk 2.2 ºtºâªk®Ä²v¤ÀªR 2.3 ½d¨Ò¤ÀªR»P¹ê§@
²Ä¥|¡B¤¡B¤»¶g 3.»¼°j 3.1 ¦ó¿×»¼°j 3.2 »¼°jµ{¦¡ºtºâªk»P¼¶¼g 3.3 ¹ê¨Ò¤ÀªR»P¹ê§@ 3.4 »¼°jµ{¦¡½ÆÂø«×pºâ (1) ¦PȽu©Ê»¼°j¦¡ (2) Å|¥Nªk (3) ¥Í¦¨¨ç¼Æªk 3.5 ½d¨Ò¤ÀªR»P¹ê§@
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²Ä ¤Q¤G¡B¤Q¤T¡B¤Q¥|¶g 6.¹Ï§Î²z½× 6.1 ¹Ï§Î²¤¶ 6.2³Ì¤p¥Í¦¨¾ð (1)Primeºtºâªk (2)Kruskalºtºâªk (3) Primem»PKruskalºtºâªk¤ñ¸û 6.3 6.4 ½d¨Ò¤ÀªR»P¹ê§@
²Ä¤Q¤¡B¤Q¤»¡B¤Q¤C ¶g 7.·j´M°ÝÃD 7.1 °ò¥»·j´Mªk 7.2 Âø´~ªk 7.4 ¤G¤¸¾ð¥¾ð 7.4¥~³¡·j´Mªk 7.5¦r¦ê·j´Mªk 7.6½d¨Ò¤ÀªR»P¹ê§@ ²Ä¤Q¤K¶g ´Á¥½¦Ò |
¤E¡B¡@±Ð¾Ç¤èªk¡G (Teaching Methods) |
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¤Q¡B±Ð§÷(±Ð¬ì®Ñ)¡G (Teaching Materials) |
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¤Q¤@¡BµûȤèªk¡G (Evaluation Methods) |
1.¥®É§@·~ 25%,2.¾Ç²ßºA«× 25%,3.´Á¤¤¦Ò25%,4.´Á¥½¦Ò 25% |
¤Q¤G¡B°Ñ¦Ò®Ñ¥Ø¡G (References) |
°Ñ¦Ò®Ñ¥Ø¡G(References) 1. ¸ê®Æµ²ºc»PºtºâªkC++, ±i²Ð¾±µÛ, ºX¼Ð¥Xª©ªÀ 2. ¸ê®Æµ²ºcì²z»PÀ³¥Î, ³¯¿A¶¯µ¥µÛ,ªQ±^¥Xª©ªÀ 3. Introduction to the Design and Analysis of Algorithms, §õ®a¦Pµ¥ºæ, ºX¼Ð¥Xª©ªÀ 4.Discrete Mathematics, John A, Albert D. ..., ùÖ®p¥Xª©ªÀ |
¤Q¤T¡B±Â½Ò»y¨¥¡G (Language of Instruction) |
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¤Q¥|¡B±Ð¾Ç«¬ºA¡G (Course Instruction Type) |
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