Where do our Graduates Go? Our established single-honours BSc and Integrated Masters courses Mathematics and Statistics and MORSE attract excellent students, and produce graduates who are in great demand. And our new BSc Honours course, Data Science is designed specifically to allow graduates to quickly become highly-skilled leaders in the "big data" era. The emphasis in all of our courses is on mathematically based learning that is of very direct relevance to the demands of the real world. This helps explain why our graduates are so highly sought-after, even relative to graduates from other maths degrees. The range of destinations of MathStat and MORSE graduate is very wide indeed. Some of the most popular: Actuary · Investment Analyst · Management Consultant Statistician or Statistical Researcher · Software Engineer Marketing Analyst · Credit Risk Analyst · Accountant Postgraduate Study, often at top graduate schools including Cambridge, Oxford, Imperial, ETH (Zurich, CH) Switzerland), Cornell (New York), HKUST (HK) etc. Warwick has been among the most targeted universities for graduate recruitment by top employers for many years. 'The Graduate Market in 2016' ranks Warwick third, after Manchester and Nottingham and ahead of Cambridge and Oxford. For more details, follow the links at www2.warwick.ac.uk/stats/courses/warwick-graduates-in-demand ate u d a gr Some data from Unistats (as at 2016-03-14): graduates surveyed 6 months after graduation In work or <table here> further study MMORSE BSc MORSE MMathStat BSc MathStat 100% 90% 87% 75% (of those employed) On a professional or managerial job 100% 90% 85% 85% Some of Warwick's main competitors LSE Bus Math Stat <table Stat with Finance Actuarial Sci Maths & Econ 70% 90% 90-95% 70% 85% 80% 95% here> 79-83% Imperial College Math with Stat 88% Math with Stat for Finance 100% 90% 90% s: n tso r Citi e YC r b u o N o t d on a i , f R t s t n o i n s h y o o n acl aet, LCondire, L A few gnASna ma n t i y , s d a r d on n adm 5 t, H ytwi oftw o r n l 1 d T o a f n 0 2 n s & ol m aAt nSor at S llegleleLgoe L a g r m SE sult1a2, Sale 4, G h e n a g e R i o h o n n e 1 i d i 0 g C n O g e C 0 2 a l n n o m l n i a 2 r M l CRSE iirrm e ET Engi mperei ria ar& SE ,, B , MMrM aO i w B p R I n t m s f t e a O o a ,a hubcbtu llccam , SSale twar dent aat Im M ford oT 2 e c x 1 D S 0 M , O e t f stu en tt D phineene A rka, BORSE 22012 2, So ital xford rr a D tud a g p e h s n Sitaerm P p L o u i , e 1 O lo 02012 hD s e Yo s oSva, MMORSE E 2 v T a ffe H tal in an elop & e i l t v P E t D c S S e , n s M R R 2 a a rre rn Rad a eD E spi ung na Iv bb, M M,MMOMO E 201 n o yam t w o a h t Y a g g f H o r w y t J n ot & hall Ze G Tu vchae, va ORS inffdeo Sof ltannst hite 2, S n at w es: e f a uat t s Ju grad ur o of 1 0 ,W , dLcol nst uat Er isticidaon 12, henanIavaKnuon a, MM SE 2 k a o d on 0 n iceo p t 2 C a n R t s e n n , B u a h a t E v a n J 2 R t o e S S gaZn 1 nsult al S k, L O che MM 20 y of hall, L OR tsacthJoh r c an n r i o t u E s M u d e e i S C , e e G na K rriie e, M c MOR20120,11, M che Byst at Dician ian, Min hit r o a r C h t c l s E i o W S 2 ccC dgreidge t Ana atis atist Z S SE i , B u r R M , e e b a O mamb arrk kM t DIPV cal Setam St aC stic kov c M OR M C t u a J r t i tHleK Ma Bishe vat,yBnS, MM alEys2t0a11, t h f ct a t S d , r o t a a e 9 , s e i o n e , S s s y n n sheukgu e e 00sura, nSce , Fa AR 2In 1,1M Gai i B 011 inistrancer Rstud iA MO V 1 0 2 E 2 i M P 0 l I C , S n HQ umni E2 ne S S in C , PhD RB SE enM E R H t maas , l S Gaai r Tho O R M e O om g h O sttutd MMM OR 11 ambrid MM mazo 009ur,ses/a , h M s 0 n e T D 2 o a M h , C ,1, Pian ARSE 2ts/co , Seattle es hbertsyn, M Jam acte at m n t t 1 a O m S 0 o n a c M Q 2 a a ta t J Nam,isM th t Fain Cu gust teartts tisti kz/son H c r S u S a . h m M e t N t M c m a b a u hr ien t at A a S i pe StSaE 2010l,iffe, M hristotpoh s rwick. s/alumn i c li A cliffe, MMCuth am R e t s r n e S u e s o i r C c i / a c ts hc eMO herarcah Max Tunni nni rcS ,trM at w c.uk/sta .a o C u Saam k s e o S ic e T r K w e e R r l oa s x A :w ri st MoreM Re Ale Victo Fa S ST AT HR M O SAE TH TAT MA @Warwick Data, information, knowledge: Quantitative modelling and analysis for science, society and industry T M Mathematics and Statistics is a single honours degree course designed for mathematically able students who have an interest in solving practical problems such as arise in modern science, business, government, etc. • • @Warwick @Warwick MORSE three-year BSc (Hons) MathStat, UCAS code GG13 four-year integrated masters, MMathStat, UCAS code GGC3 DATA DATA DATA DATA DATA DATA DATA DATA SCIENCE S DATA DATA DATA DATA @Warwick @Warwick TH TA T M A @Warwick Our 4-dimensional degree: DATA DATA DATA DATA • • • • Mathematics DATA DATA DATA DATA SCIENCE Operations Research DATA DATA DATA DATA @Warwick MORSE Statistics Economics MORSE and MMORSE are mathematics degrees which integrate the study of pure mathematics and statistics with their applications to economics, finance and management. These are core skills required in modern business analytics. • • three-year BSc (Hons) MORSE, UCAS code GLN0 four-year integrated masters, MMORSE, UCAS code G0L0 @Warwick DATA DATA DATA DATA DATA DATA DATA DATA SCIENCE DATA DATA DATA DATA @Warwick Big data: Cutting-edge data handling and analysis for the information challenges of tomorrow BSc Data Science is designed for able mathematicians with an interest in pursuing sophisticated theory and methods relevant to modern applications requiring large-scale data analysis. It provides the technical skills and insight to operate at the forefront of science, industry and business analytics. • three-year BSc (Hons) DatSci, UCAS code 7G73 More information about our degrees can be found online at www2.warwick.ac.uk/stats/courses