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Arael@2005-03-11 16:43
引用
最初由 seiyafan 发布
大学里的课是有层次的，很多high level course需要有你学过lower level courses，就像高中的sequential math I, II and III, 不会先学III再学I。real analysis也是一样，光是cal那点是不够的。像我们这里real analysis需要你先学过mathematical analysis，也是一个大三大四级别的课。这就是为什么real analysis是给研究生上的课。
p.s.我们学校是规则是本科生不能选研究生的课，除非你是senior，或者你的GPA在3.0以后而且有advisor的书面许可。Stony也可能有它自己的一套规矩。不是打击你的积极性，而是把事实都摆出来。
哦，我只是指analysis的入門課。就是mathematical analysis吧。有些時候就叫 "analysis". 我們學校的analysis 通常是sophomore念的，有時候也有freshman會take.
數學課很多時候只看title不太知道難度的。。。。例如"Algebra I"就可以很難。
其實是不是analysis不重要，最重要是要一門完全是prove theorems的課。
引用
最初由 Novia 发布
只有國內有嗎?.....-0-|||||||
語言。。不是沒興趣。。。。是根本沒能力。。。。。。。。。。。。=_____________=|||||||||
偶現在讀一篇article都有困難。。。。寫paper也都是語法錯誤。。。。。。T_______________T
其實很多理工科都不需要寫什麽paper。。
如果只是不想碰文章而選數學的確不是很好的理由。。
引用
最初由 Lizard 发布
可是數學不也很悶嗎;)除非有興趣~!同樣算理科的話,actual science賺的錢一般會比accounting 多,而且同樣是悶課,當然就選前景樂觀點的啦
數學當然不悶:)
btw, acturial science 和 accounting都不算是理科。這些應該算是商科吧。
Novia@2005-03-11 23:07
引用
最初由 Arael 发布
其實很多理工科都不需要寫什麽paper。。
如果只是不想碰文章而選數學的確不是很好的理由。。
不是單單paper....偶擔心文科的課本也太難懂。。。。。。
偶也沒說一定要讀數學的~~~理工科適合的話也可以阿~~~ 可是偶還沒發現自己適合讀的。。。。。。@@.....
ThunderBird@2005-03-12 01:40
Modules suitable for 'all courses, both semesters, all years'
CODE TITLE CREDITS SEM LECTURER(S)
G11ACF Analytical and Computational Foundations 20 Full Year Dr D. Delbourgo Dr J. F. Feinstein Dr J. A. D. Wattis
G11CAL Calculus 20 Full Year Dr S. Waters Dr J. M. T. Louko
G11LMA Linear Mathematics 20 Full Year Prof J. E. Cremona Dr O. F. Bandtlow
G13AF2 Applications of Fluid Mechanics 10 Spring Dr S. Waters
G13AFM Applications of Fluid Mechanics 15 Spring Dr S. Waters
G13ALG Commutative Algebra 15 Autumn Prof I. B. Fesenko
G13AM2 Analytical Methods for Differential Equations 10 Autumn Prof J. R. King Dr M. Bowen
G13AMD Analytical Methods for Differential Equations 15 Autumn Prof J. R. King Dr M. Bowen
G13AOD Analysis of Data 15 Full Year Dr W. J. Browne
G13CC2 Information and Coding Theory 10 Spring Dr D. R. Woodall
G13CCR Coding and Cryptography 15 Spring Dr D. R. Woodall
G13CMB Combinatorics 15 Spring Dr D. R. Woodall
G13EL2 Elasticity 10 Autumn Dr K. P. Soldatos
G13ELA Elasticity 15 Autumn Dr K. P. Soldatos
G13EM2 Electromagnetism 10 Autumn Dr T. R. Faulkner
G13EMA Electromagnetism 15 Autumn Dr T. R. Faulkner
G13FNT Further Number Theory 15 Autumn Dr D. Delbourgo
G13GAL Galois Theory 15 Spring Dr D. Delbourgo
G13GAM Game Theory 15 Autumn Dr A. N. Walker
G13GE2 General Relativity 10 Spring Dr J. W. Barrett
G13GER General Relativity 15 Spring Dr J. W. Barrett
G13GLM Generalised Linear Models and Medical Statistics 15 Autumn Dr C. D. Litton
G13GRA Introductory Graph Theory 15 Autumn Dr N. Diamantis
G13GTH Group Theory 15 Autumn Dr M. Edjvet
G13HI2 Hilbert Space 10 Spring Dr J. Zacharias
G13HIL Hilbert Space 15 Spring Dr J. Zacharias
G13INF Statistical Inference 15 Autumn Dr N. A. Butler
G13MAF Mathematical Finance 15 Spring Dr H. Le
G13MIN Measure and Integration 15 Spring Dr J. M. Lindsay
G13MM2 Mathematical Medicine and Biology 10 Spring Prof H. M. Byrne
G13MMB Mathematical Medicine and Biology 15 Spring Prof H. M. Byrne
G13MO2 Mathematical Optics 10 Spring Dr K. I. Hopcraft
G13MOP Mathematical Optics 15 Spring Dr K. I. Hopcraft
G13MTS Metric and Topological Spaces 15 Autumn Dr J. F. Feinstein
G13ND2 Nonlinear Dynamical Systems 10 Autumn Dr G. Tanner Dr P. C. Matthews
G13NDS Nonlinear Dynamical Systems 15 Autumn Dr G. Tanner Dr P. C. Matthews
G13NM2 Numerical Methods for Differential Equations 10 Spring Dr P. C. Matthews
G13NMD Numerical Methods for Differential Equations 15 Spring Dr P. C. Matthews
G13PJA Project Autumn 15 Autumn Dr J. M. T. Louko
G13PJS Project Spring 15 Spring Dr J. M. T. Louko
G13REP Representation Theory 15 Autumn Prof D. W Hoffmann
G13SP2 Special Relativity 10 Autumn Prof E. A. G. Armour Dr J. M. T. Louko
G13SPR Special Relativity 15 Autumn Prof E. A. G. Armour Dr J. M. T. Louko
G13SQ2 Semi-classical Quantum Theory 10 Spring Dr G. Tanner
G13SQT Semi-classical Quantum Theory 15 Spring Dr G. Tanner
G13ST2 Stochastic Models 10 Autumn Dr S. Utev
G13STM Stochastic Models 15 Autumn Dr S. Utev
G13TS2 Topics in Statistics 1 10 Spring Prof A. T. A. Wood
G13TST Topics in Statistics 2 15 Spring Prof A. T. A. Wood
G13VOC Vocational Mathematics 20 Full Year Dr S. Hibberd Dr J. A. D. Wattis
G14ADE Advanced Techniques for Differential Equations 20 Autumn Dr S. C. Creagh Prof J. Billingham
G14AGE Algebraic Geometry 15 Spring Dr G Berhuy
G14ANC Applied Nonlinear Mathematics 20 Autumn Dr P. C. Matthews
G14BLA Black Holes 15 Spring Dr J. M. T. Louko
G14CAN Functions of a Complex Variable 15 Autumn Prof J. K. Langley
G14DIS Mathematics Dissertation 30 Full Year Dr J. M. T. Louko
G14DTF Dynamical Theory of Fields 15 Spring Dr G. A. Jaroszkiewicz
G14FUN Functional Analysis 15 Autumn Dr J. M. Lindsay
G14PTH Probability Theory 15 Autumn Dr P. D. O'Neill
G14SPT MMath Project 40 Full Year Dr J. M. T. Louko
G14TCM Topics in Continuum Mechanics 20 Spring Dr G. P. Parry Prof O. E. Jensen
G14TPR Topics in Probability 10 Spring Prof F. G. Ball
G14TS2 Topics in Statistics 2 10 Spring Prof I. L. Dryden
G14WFC Waves in Fluids 10 Spring Dr P. D. M. Spelt
G1AFPM Foundations of Pure Mathematics 10 Autumn Dr D. R. Woodall
G1AMOD Modelling and Dynamics 20 Full Year Prof O. E. Jensen Dr M. Bowen Dr G. A. Jaroszkiewicz
G1AMSS Mathematical Structures 10 Spring Dr M. Edjvet
G1APRB Probability 10 Autumn Dr P. D. O'Neill
G1ASTA Statistics 10 Spring Prof I. L. Dryden
G1BALG Algebra 1 10 Spring Prof D. W Hoffmann
G1BCOF Complex Functions 10 Spring Dr J. F. Feinstein
G1BDEF Differential Equations and Fourier Analysis 10 Spring Dr M. Owen
G1BDYN Dynamical Systems 10 Autumn Dr M. Bowen Prof J. R. King
G1BENT Elementary Number Theory 10 Spring Dr N. Diamantis
G1BFLU Fluid Mechanics 10 Spring Prof O. E. Jensen
G1BGLA Geometry and Linear Algebra 10 Autumn Dr J. M. Lindsay
G1BINM Introduction to Numerical Methods 10 Autumn Dr P. D. M. Spelt Ms J. A. Nicholson
G1BIQM Introduction to Quantum Mechanics 10 Spring Dr S. C. Creagh
G1BLHM Lagrangian and Hamiltonian Mechanics 10 Spring Prof V. P. Belavkin
G1BLIN Linear Models 10 Spring Dr N. A. Butler
G1BMAC Markov Chains 10 Spring Dr S. Utev
G1BMAN Mathematical Analysis 10 Autumn Dr J. Zacharias
G1BMEC Mechanics 10 Autumn Dr G. P. Parry
G1BNCM Numerical and Computational Methods 10 Spring Dr O. F. Bandtlow Ms J. A. Nicholson
G1BPRT Probability Techniques 10 Autumn Dr H. Le
G1BSCM Statistical Concepts and Methods 10 Autumn Prof F. G. Ball
G1BVEC Vector Calculus 10 Autumn Dr J. M. T. Louko
G1CANA Applied Nonlinear Mathematics 15 Autumn Dr P. C. Matthews
G1CANT Algebraic Number Theory 15 Spring Prof I. B. Fesenko
G1CAQT Advanced Quantum Theory 15 Autumn Prof E. A. G. Armour
G1CGLM Generalised Linear Models and Medical Statistics 10 Autumn Dr C. D. Litton
G1CQTB Modern Quantum Theory 15 Autumn Prof V. P. Belavkin
G1CWFA Waves in Fluids 15 Spring Dr P. D. M. Spelt
HG1AMC Applications of Mathematics in Chemistry 10 Autumn Dr N. Biggs
HG1BMT Basic Mathematical Techniques 10 Autumn Dr G Berhuy
HG1FND Foundation Mathematics 20 Full Year Dr J. Zacharias Dr S Pumplun
HG1M01 Calculus for Engineers 10 Autumn Dr S. Hibberd
HG1M02 Applied Algebra for Engineers 10 Spring Dr T. R. Faulkner
HG2M03 Advanced Calculus for Engineers 10 Autumn Dr N. Biggs
HGA2MA Matrices and their Applications 10 Spring Dr M. Edjvet
HGAM11 Engineering Mathematics 1 10 Autumn Dr G. P. Parry Dr J. W. Barrett Dr P. D. M. Spelt
HGAM12 Engineering Mathematics 2 10 Spring Dr A. N. Walker Dr R. H. Tew Dr G. W. Richardson
HGAMC1 Mathematics for Chemistry 1 10 Autumn Dr G. P. Parry
HGAMC2 Mathematics for Chemistry 2 10 Spring Prof E. A. G. Armour
HGAMCC Mathematical Computing for Chemists 5 Full Year Dr J. A. D. Wattis
HGAMPA Mathematics for Physics and Astronomy 20 Full Year Dr A. N. Walker Dr J. W. Barrett
HGBM13 Diff Equations and Calculus for Engineers 10 Autumn Dr T. R. Faulkner Dr J. A. D. Wattis
HGBM14 Math Techniques for Diff Eqs for Engineers 10 Autumn Dr G. A. Jaroszkiewicz
HGBM16 Math Techniques for Electrical and Electronic Eng 20 Full Year Dr K. I. Hopcraft Dr G. Tanner
HGBMPN Probabilistic and Num Techniques for Eng 10 Spring Dr S. Hibberd
HGBMPS Probabilistic and Stat Techniques for Eng 10 Spring Dr C. D. Litton
HGCMCE Computerised Math Methods in Eng 10 Spring Dr A. N. Walker
HGCMCV Complex Variable Techniques in Engineering 10 Spring Dr K. P. Soldatos
HGCMMM Mathematics for Engineering Management 10 Autumn Dr W. J. Browne
HGCMOD Advanced Math Techniques in ODEs for Eng 10 Autumn Dr K. P. Soldatos
HGCMPD Mathematical Techniques in PDEs for Eng 10 Spring Dr K. P. Soldatos
好像有点乱，勉强凑合看看吧。这是NOTTINGHAM数学系里所有的课程= =
seiyafan@2005-03-12 01:54
引用
最初由 Arael 发布
哦，我只是指analysis的入門課。就是mathematical analysis吧。有些時候就叫 "analysis". 我們學校的analysis 通常是sophomore念的，有時候也有freshman會take.
數學課很多時候只看title不太知道難度的。。。。例如"Algebra I"就可以很難。
那些我在MIT OCW都看过了，topic和这里有些不一样。
myrion@2005-03-12 14:16
引用
最初由 Novia 发布
不是單單paper....偶擔心文科的課本也太難懂。。。。。。
偶也沒說一定要讀數學的~~~理工科適合的話也可以阿~~~ 可是偶還沒發現自己適合讀的。。。。。。@@.....
說實話數學的課本不會比文科的簡單好讀:p:p
偶弟是很清楚自己對數學的潛力跟興趣才選這科的
據他告訴偶的消息班上同學唸到一半transfer跟drop的很多
而且就像飯飯說的課程都是有層次性 初級沒過或唸不紮實後面會唸的很辛苦
Novia@2005-03-12 14:36
引用
最初由 myrion 发布
說實話數學的課本不會比文科的簡單好讀:p:p
偶弟是很清楚自己對數學的潛力跟興趣才選這科的
據他告訴偶的消息班上同學唸到一半transfer跟drop的很多
而且就像飯飯說的課程都是有層次性 初級沒過或唸不紮實後面會唸的很辛苦
数学有什么难懂的文章要读吗?.....偶到现在为止都是只有例题啊.......理解例题就好了.....里面有没什么不认识的词..............@@||||||||
问题就是兴趣.....偶都不知道自己有什么兴趣.......所以才希望有一个专业定向测试来帮偶啊.............= =|||||||
偶选数学...是因为数学课是偶现在学的最轻松的课......不知道是因为没有什么语言所以轻松....还是因为偶有这个潜力............
seiyafan@2005-03-12 14:38
如果真有个专业定向测试，它说的如果不是你感兴趣的你也选？
Novia@2005-03-12 14:40
那到时候再说......总比现在都不知道要选什么好.............
seiyafan@2005-03-12 14:43
I have a good news for you, there is actually a personality test that can help you with career.
Novia@2005-03-12 14:47
引用
最初由 seiyafan 发布
I have a good news for you, there is actually a personality test that can help you with career.
哪里哪里?~~~~~
估计素英文的?.....看来要搬字典的说..............-0-||||||
seiyafan@2005-03-12 14:57
It is called Myers-Briggs Type Indicator. There are several version of the test, due to copyright, I can only find the following site that provides a free one.
http://www.humanmetrics.com/cgi-win/JTypes2.asp
Basically there are four groups and each group has two elements. So total 16 learning styles and each style leads to a career path that can be similar or different to other paths. The two types in group I is Extraversion and Intraversion, then Sensing and Intuition for group II, Thinking and Feeling, and Judging and Perceptive. The results are analyzed and generated by psychologists.
Novia@2005-03-12 15:41
errrr////重帖了...........@@|||||||||
Novia@2005-03-12 15:41
查了半天字典终于做完了.....但什么专业都没说啊.............= =
You are:
slightly expressed extrovert
slightly expressed sensing personality
moderately expressed thinking personality
slightly expressed perceiving personality
seiyafan@2005-03-12 15:48
Use this page:
http://www.personalitypage.com/careers.html
you are ESTP.
Arael@2005-03-12 16:15
引用
最初由 Novia 发布
数学有什么难懂的文章要读吗?.....偶到现在为止都是只有例题啊.......理解例题就好了.....里面有没什么不认识的词..............@@||||||||
问题就是兴趣.....偶都不知道自己有什么兴趣.......所以才希望有一个专业定向测试来帮偶啊.............= =|||||||
偶选数学...是因为数学课是偶现在学的最轻松的课......不知道是因为没有什么语言所以轻松....还是因为偶有这个潜力............
也可能是因爲美國的中學數學實在是太廢了:P
大學來説，我覺得純數是所有理工科中最難的。
小N有沒有考過AMC/AIME, 如果可以應付那些， 那麽大學數學就應該沒有問題。
AMC 12考題你們學校圖書館應該有吧.
google到一份50周年試題:
http://www.math.uncc.edu/~hbreiter/AHSME/anniver.pdf
建議花75分鐘做一下看看可以拿到多少分.
計分方法:
http://www.unl.edu/amc/e-exams/e6-amc12/factoids12.html
我覺得這個考試對將理工科成績的預測效果算很不錯的...當年我同學中拿到好成績的後來的大學成績都很好.
(相對來説, 那些SAT, SAT II, AP 數學的分數就完全沒有意義的...)
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