ÐÏࡱá>þÿ þÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿì¥Áaà ð¿‚bjbjšÍšÍ >{ø§I\ø§I\\ %ÿÿÿÿÿÿ·J J ÂÂÂÂÂÿÿÿÿÖÖÖ84BdÖRj¦¦ÂÂÂ���ÑÓÓÓÓÓÓ$¼¶r!V÷Â�����÷ÂÂÂÂÛ }}}�FÂÂÂÂÑ}�Ñ}}}ÂÿÿÿÿÀ¢¹‘ÌÑÿÿÿÿãF}½"0R}È!)TÈ!}}È!‘,��}�����÷÷}���R����ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÈ!���������J > ˆ: DEGREE OF MASTER OF ARTS IN APPLIED MATHEMATICS (01G12270) DESIGNATED DEGREE OF MASTER OF ARTS IN APPLIED MATHEMATICS (01G12289) Students must also comply with the University General Regulations and the Supplementary Regulations for the Degree of Master of Arts All the courses listed below are prescribed for this degree PROGRAMME YEAR 1 – 120 Credit Points First Half SessionSecond Half SessionCourse CodeCourse TitleCredit PointsCourse CodeCourse TitleCredit PointsPD 1001Professional Skills Part 10MA 1005Calculus I15MA 1508Calculus II15MA 1006Algebra15MA 1511Set Theory15Plus 60 credit points from courses of choice. You are required to choose 60 credits from Sustained Study, Discipline Breadth or Sixth Century courses across levels 1 and 2. PROGRAMME YEAR 2 – 120 Credit Points First Half-SessionSecond Half-SessionCourse CodeCourse TitleCredit PointsCourse CodeCourse TitleCredit PointsMA 2009Analysis I15MA 2509Analysis II15MA 2008Linear Algebra I15MA 2508 OR: MA 2507Linear Algebra II Advanced Calculus15 15EG 2012Engineering Mathematics 215Plus 45 credit points from courses of choice. You are required to choose 60 credits from Sustained Study, Discipline Breadth or Sixth Century courses across levels 1 and 2. PROGRAMME YEAR 3 – 120 Credit Points First Half-SessionSecond Half-SessionCodeCourse TitleCredit PointsCodeCourse TitleCredit PointsMX 3020 Group Theory 15MX 3535Analysis IV15MX 3035Analysis III15MX 3536Differential Equations15Plus 45 credits from:MX 3036Metric and Topological Spaces15MX 3531Rings and Fields15EITHER: MX 4087 Financial Maths* 15EITHER: MX 4540 Knots* 15OR: MX 4086  Optimisation Theory* 15OR: MX 4549 Geometry* 15Plus 15 credit points from courses of choice. You are required to choose 30 credits from Discipline Breadth or Sixth Century courses across levels 3 and 4. PROGRAMME YEAR 4 – 120 Credit Points First Half-SessionSecond Half-SessionCourse CodeCourse TitleCredit pointsCourse CodeCourse TitleCredit pointsPX 4011Project A30MX4085Non-Linear Dynamics and Chaos Theory 115MX 4553Modelling Theory15MX 4555Non-Linear Dynamics and Chaos Theory 215Plus a further 30 credit points from level 4 courses in Mathematical Sciences (MX coded - see Course Catalogue online for available options) and 15 credits from course of choice. You are required to choose 30 credits from Discipline Breadth or Sixth Century courses across levels 3 and 4.A graduating curriculum for the Honours programme must include 90 credit points from Level 4 courses. PLEASE SEE OVER ( Notes1.Designated Programme: See Supplementary Regulation 1.2.Where alternatives are offered, choice may be restricted by timetable constraints.3.Candidates seeking entry to the Junior Honours programme must have accumulated, by award or recognition, or been exempted from, at least 240 credit points at levels 1 and 2, including the prescribed courses required to enter programme year 3.4.* Courses are offered in alternate years. MX 4087 and MX 4540 will be offered in 2016-2017.     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±ðé™›´Knots*  2 ±é™›´  ´›™é'ÿÿ'ÿÿ'ÿÿ´Ï™œ---  2 ¤¶œ™Ï´  ´Ï™œ'ÿÿ'ÿÿ 2 ±°œ™Ï´15  2 ±¼œ™Ï´  ´Ï™œ'ÿÿ'ÿÿ'ÿÿü- @ !ð˜S-ð ü- @ !ð[˜U- ÿÿÿð ü- @ !ð˜°-ð ü- @ !𰘱- ÿÿÿð ü- @ !ð˜a-ð ü- @ !ð5˜b- ÿÿÿð ü- @ !ð˜—-ð ü- @ !ðP˜˜- ÿÿÿð ü- @ !ð˜è-ð ü- @ !ð²˜é- ÿÿÿð ü- @ !ð˜›-ð ü- @ !ð3˜œ- ÿÿÿð ü- @ !ð˜Ï- ÿÿÿð ü- @ !ð™S- ÿÿÿð ü- @ !ð™°- ÿÿÿð ü- @ !ð™a- ÿÿÿð ü- @ !ð™—- ÿÿÿð ü- @ !ð™è- ÿÿÿð ü- @ !ð™›- ÿÿÿð ü- @ !ð™Ï- ÿÿÿð ϰµU--- 2 À[Uµ°ÏOR:  2 ÀmUµ°Ï  ϰµU'ÿÿ'ÿÿûõÿ�@"Arial- - - --- 2 Í[Uµ°ÏMX 40 2 ÍzUµ°Ï86- - -   2 ͆Uµ°Ï ---  2 ͉Uµ°Ï  ϰµU'ÿÿ'ÿÿ'ÿÿÏaµ±---  2 À¸±µaÏ  Ïaµ±'ÿÿ'ÿÿ 2 ͸ ±µaÏOptimisation  2 Íò±µaÏ  2 Íö±µaÏTheory  2 ͱµaÏ*  2 ͱµaÏ  Ïaµ±'ÿÿ'ÿÿ'ÿÿÏ—µb---  2 À}bµ—Ï  Ï—µb'ÿÿ'ÿÿ 2 Íwbµ—Ï15  2 ̓bµ—Ï  Ï—µb'ÿÿ'ÿÿ'ÿÿÏ赘--- 2 ÀŸ˜µèÏOR:  2 À±˜µèÏ  Ï赘'ÿÿ'ÿÿ--- 2 ÍŸ˜µèÏMX 4549  2 ÍʘµèÏ  Ï赘'ÿÿ'ÿÿ'ÿÿÏ›µé---  2 Àðéµ›Ï  Ï›µé'ÿÿ'ÿÿ 2 Íð éµ›ÏGeometry*  2 Í#éµ›Ï  Ï›µé'ÿÿ'ÿÿ'ÿÿÏϵœ---  2 À¶œµÏÏ  Ïϵœ'ÿÿ'ÿÿ 2 ͰœµÏÏ15  2 ͼœµÏÏ  Ïϵœ'ÿÿ'ÿÿ'ÿÿü- @ !ð´S-ð ü- @ !ð[´U- ÿÿÿð ü- @ !ð´°-ð ü- @ !ð°´±- ÿÿÿð ü- @ !ð´a-ð ü- @ !ð5´b- ÿÿÿð ü- @ 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/¤œ$Ï?Credit  ?Ï$œ'ÿÿ'ÿÿ ÌÌÌüÌÌÌ- @ !ð&1£- ÿÿÿð  2 <¤œ$Ï?points  2 <Çœ$Ï?  ?Ï$œ'ÿÿ'ÿÿ'ÿÿü- @ !ð#S-ð ü- @ !ðL#U- ÿÿÿð ü- @ !ð#¡-ð ü- @ !ð¿#¢- ÿÿÿð ü- @ !ð#a-ð ü- @ !ð5#b- ÿÿÿð ü- @ !ð#—-ð ü- @ !ðG#˜- ÿÿÿð ü- @ !ð#ß-ð ü- @ !ð»#à- ÿÿÿð ü- @ !ð#›-ð ü- @ !ð3#œ- ÿÿÿð ü- @ !ð#Ï- ÿÿÿð ü- @ !ð$S- ÿÿÿð ü- @ !ð$¡- ÿÿÿð ü- @ !ð$a- ÿÿÿð ü- @ !ð$—- ÿÿÿð ü- @ !ð$ß- ÿÿÿð ü- @ !ð$›- ÿÿÿð ü- @ !ð$Ï- ÿÿÿð M¡@U--- 2 K[U@¡MPX 4011  2 K„U@¡M  M¡@U'ÿÿ'ÿÿ'ÿÿM›@¢--- 2 K‰ ¢@›MProject A  2 Kµ¢@›M  M›@¢'ÿÿ'ÿÿ'ÿÿMÏ@œ--- 2 K¯œ@ÏM30  2 K»œ@ÏM  MÏ@œ'ÿÿ'ÿÿ'ÿÿü- @ !ð?S-ð ü- @ !ðL?U- ÿÿÿð ü- @ !ð?¡-ð ü- @ !ð¿?¢- ÿÿÿð ü- @ !ð?a-ð ü- @ !ð5?b- ÿÿÿð ü- @ !ð?—-ð ü- @ !ðG?˜- ÿÿÿð ü- @ !ð?ß-ð ü- @ !ð»?à- ÿÿÿð ü- @ !ð?›-ð ü- @ !ð3?œ- ÿÿÿð ü- @ !ð?Ï- ÿÿÿð ü- @ !ð @S- ÿÿÿð ü- @ !ð @¡- ÿÿÿð ü- @ !ð @›- ÿÿÿð ü- @ !ð @Ï- ÿÿÿð w¡NU--- 2 g[UN¡wMX4085  2 g‚UN¡w  w¡NU'ÿÿ'ÿÿ'ÿÿwaN¢--- 2 `©¢NawNon  2 `¼¢Naw- 22 `À¢NawLinear Dynamics and Chaos     waN¢'ÿÿ'ÿÿ 2 n©¢NawTheory  2 nË¢Naw   2 n΢Naw1  2 nÔ¢Naw  waN¢'ÿÿ'ÿÿ'ÿÿw—Nb--- 2 gwbN—w15  2 gƒbN—w  w—Nb'ÿÿ'ÿÿ'ÿÿ\ßN˜--- 2 YŸ˜Nß\MX 4553  2 YʘNß\  \ßN˜'ÿÿ'ÿÿ'ÿÿ\›Nà--- #2 YçàN›\Modelling Theory  2 Y:àN›\  \›Nà'ÿÿ'ÿÿ'ÿÿ\ÏNœ--- 2 Y¯œNÏ\15  2 Y»œNÏ\  \ÏNœ'ÿÿ'ÿÿ'ÿÿü- @ !ðMS-ð ü- @ !ðLMU- ÿÿÿð ü- @ !ðM¡-ð ü- @ !ð¿M¢- ÿÿÿð ü- @ !ðMa-ð ü- @ !ð5Mb- ÿÿÿð ü- @ !ðM—-ð ü- @ !ðGM˜- ÿÿÿð ü- @ !ðMß-ð ü- @ !ð»Mà- ÿÿÿð ü- @ !ðM›-ð ü- @ !ð3Mœ- ÿÿÿð ü- @ !ðMÏ- ÿÿÿð ü- @ !ðNS- ÿÿÿð ü- @ !ðN¡- ÿÿÿð ü- @ !ðNa- ÿÿÿð ü- @ !ðN—- ÿÿÿð ü- @ !ðNß- ÿÿÿð ü- @ !ðN›- ÿÿÿð ü- @ !ðNÏ- ÿÿÿð wß]˜--- 2 nŸ˜]ßwMX 4555  2 nʘ]ßw  wß]˜'ÿÿ'ÿÿ'ÿÿw›]à--- 2 hçà]›wNon  2 húà]›w- 22 hþà]›wLinear Dynamics and Chaos   w›]à'ÿÿ'ÿÿ 2 uçà]›wTheory  2 u à]›w   2 u à]›w2  2 uà]›w  w›]à'ÿÿ'ÿÿ'ÿÿwÏ]œ--- 2 n¯œ]Ïw15  2 n»œ]Ïw  wÏ]œ'ÿÿ'ÿÿ'ÿÿü- @ !ð\S- ÿÿÿð ü- @ !ð\¡- ÿÿÿð ü- @ !ð\a- ÿÿÿð ü- @ !ð\—-ð ü- @ !ðG\˜- ÿÿÿð ü- @ !ð\ß-ð ü- @ !ð»\à- ÿÿÿð ü- @ !ð\›-ð ü- @ !ð3\œ- ÿÿÿð ü- @ !ð\Ï- ÿÿÿð ü- @ !ð]S- ÿÿÿð ü- @ !ð]¡- ÿÿÿð ü- @ !ð]a- ÿÿÿð ü- @ !ð]—- ÿÿÿð ü- @ !ð]ß- ÿÿÿð ü- @ !ð]›- ÿÿÿð ü- @ !ð]Ï- ÿÿÿð “ÏxU--- g2 ƒ[=UxÏ“Plus a further 30 credit points from level 4 courses in Mathe   42 ƒ�UxÏ“matical Sciences (MX coded    2 ƒUxÏ“-  2 ƒ"UxÏ“  ;2 ƒ$ UxÏ“see Course Catalogue online for  “ÏxU'ÿÿ'ÿÿ--- d2 ‘ú;UxÏ“available options) and 15 credits from course of choice.  ---  2 ‘3UxÏ“  “ÏxU'ÿÿ'ÿÿ'ÿÿü- @ !ðwS-ð ü- @ !ðLwU- ÿÿÿð ü- @ !ðw¡-ð ü- @ !ð¿w¢- ÿÿÿð ü- @ !ðwa-ð ü- @ !ð5wb- ÿÿÿð ü- @ !ðw—-ð ü- @ !ðGw˜- ÿÿÿð ü- @ !ðwß-ð ü- @ !ð»wà- ÿÿÿð ü- @ !ðw›-ð ü- @ !ð3wœ- ÿÿÿð ü- @ !ðwÏ- ÿÿÿð ü- @ !ðxS- ÿÿÿð ü- @ !ðxÏ- ÿÿÿð ¢Ï”U--- 52 ŸeU”Ï¢You are required to choose 3 y2 ŸIU”Ï¢0 credits from Discipline Breadth or Sixth Century courses across levels    2 Ÿ–U”Ï¢3  2 ŸœU”Ï¢  2 ŸŸU”Ï¢and   2 Ÿ¶U”Ï¢4  2 Ÿ¼U”Ï¢.  2 Ÿ¿U”Ï¢  ¢Ï”U'ÿÿ'ÿÿ'ÿÿü- @ !ð“S-ð ü- @ !ðz“U- ÿÿÿð ü- @ !ð“Ï- ÿÿÿð ü- @ !ð”S- ÿÿÿð ü- @ !ð”Ï- ÿÿÿð °Ï£U------ .2 ®pU£Ï°A graduating curriculum   2 ®õU£Ï°  2 ®øMU£Ï°for the Honours programme must include 90 credit points from Level 4 courses.   ---  2 ®³U£Ï°  °Ï£U'ÿÿ'ÿÿ'ÿÿü- @ !ð¢S-ð ü- @ !ðz¢U- ÿÿÿð ü- @ !ð¢Ï- ÿÿÿð ü- @ !ð £S- 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