ࡱ> ` bjbjss ;m       BBB8BBTOjDD:DDDD"D DNNNNNNN$Ph&S\N9 EFDDEFEFN  DDO{G{G{GEF( D DN{GEFN{G{G  {GDzD `<BmF"{GG$O0TO{GSFS{GS {GhD0&E"{GHEdEDDDNNeGDDDTOEFEFEFEF$B$f$$Bf$       04G1R170 / 89 DEGREE OF BACHELOR OF SCIENCE IN MATHEMATICS WITH FRENCH DESIGNATED DEGREE OF BACHELOR OF SCIENCE IN MATHEMATICS WITH FRENCH* Students must also comply with the University General Regulations and the Supplementary Regulations for the Degree of Bachelor of Science. The table below lists the compulsory courses for this degree together with the overall number of credit points required in each programme year. PROGRAMME YEAR 1 120 Credit PointsFirst Half-SessionSecond Half-SessionCourse CodeCourse TitleCredit pointsCourse CodeCourse TitleCredit pointsMA 1002Calculus20MA 1502Algebra20One of the two courses listed belowOne of the two courses listed belowFR 1006Introductory French Language 120FR 1506Introductory French Language 220FR 1007French Language 115FR 1507French Language 215Further credit points from courses of choice agreed with Adviser to make an overall total of 120 credit points (MA 1505 is strongly recommended) PROGRAMME YEAR 2 120 Credit PointsFirst Half-SessionSecond Half-SessionCourse CodeCourse TitleCredit pointsCourse CodeCourse TitleCredit pointsMA 2005Introduction to Analysis15MA 2507Advanced Calculus15MA 2004Sets and Algebraic Structures15MA 2506Linear Algebra15One of the two courses listed belowOne of the two courses listed belowFR 2001Advanced Introductory French Language 120FR 2501Advanced Introductory French Language 220FR 2002Advanced French Language 115FR 2502Advanced French Language 215Further credit points from courses of choice agreed with Adviser to make an overall total of 120 credit points (MA 2505 is strongly recommended) JUNIOR HONOURS PROGRAMME YEAR 3 125 Credit PointsFirst Half-SessionSecond Half-SessionCourse CodeCourse TitleCredit pointsCourse CodeCourse TitleCredit pointsFR 3003Level 3 French Language 530MX 3020Group Theory15MX 3531Rings and Fields15MX 3021Further Real Analysis15MX 3521Junior Honours Project5One of the two courses listed belowMX 3522Complex Analysis15MX 3023Mechanics A15MX 3532Metric and Topological Spaces15MX 3022Optimisation and Numerical Analysis15 Please see over ! SENIOR HONOURS PROGRAMME YEAR 4  120 Credit PointsFirst Half-SessionSecond Half-SessionCourse CodeCourse TitleCredit pointsCourse CodeCourse TitleCredit pointsThree courses from those listed belowFour courses from the list of available Special Options, or with the permission of the Head of Mathematical Sciences, three courses from the list of available Special Options and MX 3533MX 3023Mechanics A (See Note (iv))15MX 3022Optimisation and Numerical Analysis (See Note (iv))15MX 4008Topology15MX 4082Galois Theory15MX 4037Ordinary Differential Equations15One of the two courses listed belowMX 4020Project15MX 4021External Project15Candidates may if they wish take FR 4004, in which case they would choose two courses from MX 4008, MX 4037 and MX 4082 and three courses from the list of available Special Options Notesi.Where alternatives are offered, choice may be restricted by timetable constraintsii.MX 3521 is not included as part of Honours classification. MX 3521 is not included in the programme for candidates at level 3 in 2007/2008.iii.* Designated Programme: See Supplementary Regulation 4.1 (b) A minimum curriculum at level 3 must include at least 90 credit points from the courses listed in the Honours programme of which 30 credit points must be from a level 3 French language course (currently FR 3003).iv.A graduating curriculum for the honours degree must include 90 credit points from level 4 courses This information whilst correct at the time of going to press, is subject to alteration without notice. Courses of choice may be restricted by degree regulations or timetabling, and are subject to approval by your Advisers of Studies. PAGE 204  PAGE 159 The 51cg operates a flexible modular degree structure and details of all the degree programmes available can be accessed through the University web pages at:  HYPERLINK http://www.abdn.ac.uk/registry/calendar.hti http://www.abdn.ac.uk/registry/calendar.hti H  H  * y ;(FHJ¶©©©‘ud h&Fi7CJOJPJQJ^Jo(h&Fi7CJOJQJ^Jh&Fi57CJOJQJ^Jh&Fi7CJOJQJh&Fih\&CJOJQJh&FihuCJOJQJh&FiCJOJQJ^Jh&FiCJOJQJh&Fi5CJOJQJ\^Jh&Fi5CJOJQJ h&Fi5h&FiOJQJh&Fi5OJQJh&Fi'H  $ h$Ifa$gd&Fi   gd&Fi hd6gd&Figd&Fi$ h d6a$gd&Fi$ h d6a$gd&Figd&Fi$a$gd&Fi m h$Ifgd&Fidkd$$Ifl4    ;$Q'  t0    Q'4 laf4   , 9 G H P Y wwwwwwrbb h $Ifgd&FiFf&$ h$Ifa$gd&Fiwkd$$Ifl4    0;$b  t0    Q'4 laf4 Y \ d l o  h $Ifgd&Fi$ h $Ifa$gd&Fio p >++$ h $Ifa$gd&Fikd3$$Ifl    ֈ;   $    n      t0    Q'4 la wwdwwd$ h $Ifa$gd&Fi h $Ifgd&Fiwkdt$$Ifl4    0;$b    t0    Q'4 laf4   ( >.. h $Ifgd&FikdG$$Ifl    ֈ;   $ n   t0    Q'4 la( + 3 E H  h $Ifgd&Fi$ h $Ifa$gd&FiH I >+$ h $Ifa$gd&Fikdl$$Ifl    ֈ;   $    n      t0    Q'4 la  y$ h$Ifa$gd&Fi h d6gd&Fifkd $$Ifl4    ;$Q'  t0    Q'4 laf4   ) h$Ifgd&Fidkd` $$Ifl4    ;$Q'  t0    Q'4 laf4) * 6 C Q ] j x y wwwwwwrbb h $Ifgd&FiFf $ h$Ifa$gd&Fiwkd $$Ifl4    0;$b  t0    Q'4 laf4  h $Ifgd&Fi$ h $Ifa$gd&Fi >.. h $Ifgd&Fikd$$Ifl    ֈ;   $ n   t0    Q'4 la  h $Ifgd&Fi$ h $Ifa$gd&Fi # G >++$ h $Ifa$gd&Fikd$$Ifl    ֈ;   $    n      t0    Q'4 laG H P x { wwdwwd$ h $Ifa$gd&Fi h $Ifgd&Fiwkd$$Ifl4    0;$b    t0    Q'4 laf4 >.. h $Ifgd&Fikd$$Ifl    ֈ;   $ n   t0    Q'4 la  h $Ifgd&Fi$ h $Ifa$gd&Fi >+$ h $Ifa$gd&Fikd7$$Ifl    ֈ;   $ n   t0    Q'4 laxx$ hd6$Ifa$gd&Fi h d6gd&Fidkdx$$Ifl4    ;$Q'   t0    Q'4 laf4 hd6$Ifgd&Fidkd$$Ifl4    ;$Q'   t0    Q'4 laf4,:;Ctttttto\ h d6$Ifgd&FiFfi$ hd6$Ifa$gd&Fiwkd$$Ifl4    0;$b   t0    Q'4 laf4 C]`aivy^KKKK h d6$Ifgd&Fikdv$$Ifl4    F; $ t0    Q'    4 laf4$ h d6$Ifa$gd&Fi(kdQ$$Ifl    ֈ;   $ n   t0    Q'4 la$ h d6$Ifa$gd&Fi$ h d6$Ifa$gd&Fi h d6$Ifgd&Fi>($ h d6$Ifa$gd&Fikd$$Ifl    ֈ;   $ n   t0    Q'4 la .46F^;kd$$Ifl    \;  $bn   t0    Q'4 la$ h d6$Ifa$gd&Fi h d6$Ifgd&Fi^dt h d6$Ifgd&Fi$ h d6$Ifa$gd&Fi>++ h d6$Ifgd&Fikd$$Ifl    ֈ;   $ n   t0    Q'4 la h d6$Ifgd&Fi$ h d6$Ifa$gd&Fi "$&>.... h d6gd&Fikd $$Ifl    ֈ;   $    n      t0    Q'4 la&(NlgWW hd6$Ifgd&Fidkd2"$$Ifl4    ;$Q'   t0    Q'4 laf4$ h$Ifa$gd&Fi$ h d6a$gd&Fi h d6gd&FiJNS45=Y"#UV jkop|~klmntuxyzûλΦλλλ΢n!h{0JCJOJQJmHnHuh{0JCJOJQJjh{0JCJOJQJU h{hjQh&Fih&FiCJOJQJ^Jh&Fi5OJQJh&FiOJQJh&Fi7CJOJQJh&FiCJOJQJh&Fi5CJOJQJ\^Jh&Fi5CJOJQJh&Fi7CJOJQJ^J)+7DRSy4ttttttoWW$ h d6$Ifa$gd&FiFf%$ hd6$Ifa$gd&Fiwkd"$$Ifl4    0;$b   t0    Q'4 laf4 45=Y\]r_GG$ h d6$Ifa$gd&Fi h d6$Ifgd&Fi h d6$Ifgd&Fiwkd'$$Ifl4    0;$b  t0    Q'4 laf4]^faLL44$ h d6$Ifa$gd&Fi h d6$Ifgd&Fikdg($$Ifl4    \; $   t0    Q'4 laf4aLL44$ h d6$Ifa$gd&Fi h d6$Ifgd&Fikdk)$$Ifl4    \; $   t0    Q'4 laf4aL4$ h d6$Ifa$gd&Fi h d6$Ifgd&Fikdo*$$Ifl4    \; $   t0    Q'4 laf46kds+$$Ifl4    \; $   t0    Q'4 la h d6$Ifgd&Fi$ h d6$Ifa$gd&Fi!"N6$ h d6$Ifa$gd&Fikdt,$$Ifl4    \; $   t0    Q'4 la h d6$Ifgd&Fi"#+367rrZr$ h d6$Ifa$gd&Fi h d6$Ifgd&Fiwkdu-$$Ifl4    0;$b  t0    Q'4 laf478@QTUcNN6N$ h d6$Ifa$gd&Fi h d6$Ifgd&FikdM.$$Ifl4    \; $   t0    Q'4 laUV cK$ h d6$Ifa$gd&Fikd\/$$Ifl4    \; $       t0    Q'4 la   n$ h d6$Ifa$gd&Fi h  d6^ gd&Fidkdk0$$Ifl4    ;$Q'   t0    Q'4 laf4j $Ifgd&Fi$ h d6$Ifa$gd&Fi\kd 1$$Ifl4 04 laf4jkozq $Ifgd&Fi$ h d6$Ifa$gd&Filkd1$$Ifl0n R>04 la@zqqq $Ifgd&Fi$ h d6$Ifa$gd&Filkd*2$$Ifl0n R>04 la|zq $Ifgd&Fi$ h d6$Ifa$gd&Filkd2$$Ifl0n R>04 la|}~klmz{|~fa\SQO&`#$gd{gd&Fi h d6^`gd&Fi h  d6^ gd&FilkdX3$$Ifl0n R>04 laz{|}:;rst򺩜}vrk h{hjQh&Fi h]h{Uh{0J7CJ'j3h{57CJOJQJUh{57CJOJQJ!jh{57CJOJQJUh{7CJOJQJ!h&Fi0JCJOJQJmHnHuh{0JCJOJQJjh{0JCJOJQJUh{h{CJOJQJ|:hTOgd ?rkd5$$IfTlP/%'  &0'4 lap &T$ hp d$Ifa$gd ?$ hp dh$Ifa$gd ?$a$ Descriptions of all courses can be found in the Catalogue of Courses or on the University web pages at: http://www.abdn.ac.uk/registry/courses gd{90P/R :p ?. 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