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Dyke Ph.P.G. — Managing Mathematical Projects - with Success!
Dyke Ph.P.G. — Managing Mathematical Projects - with Success!

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Название: Managing Mathematical Projects - with Success!

Автор: Dyke Ph.P.G.

Аннотация:

Based on over twenty years' experience as supervisor and external examiner of project work in mathematics, Phil Dyke shows you how to get the best out of degree projects and case studies in mathematics. There are guidelines on setting up a project - be it individual or group - advice on time management, and tips on how to get the most out of verbal presentations and how to succeed in peer assessment. Pointers as to what the assessor will be looking for and advice on the all-important project write-up also provide an essential head start. This practical guide will be essential reading for students in the second or final year of a mathematics degree - or other courses with a high mathematical content - and a useful resource for lecturers and project advisors looking for ideas on how to devise, assess and manage projects.


Язык: en

Рубрика: Математика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 2003

Количество страниц: 284

Добавлена в каталог: 17.06.2008

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Acceleration, Coriolis      108
advice      36
Aerodynamic      46
Aerofoil      47 51
Airy's differential equation      130
Algebraic curves      195
Algorithm      82 88
angular momentum      47
appeals      19
Applied mathematics      2 45 62
Argument      73
Assessment      2 11 106
Astronomy      94
Axioms      37
Background, non-historical      60
Bessel's equation      63
Biography      22 31 37
Bipartite graph      88
Black — Scholes equation      96
Boolean algebra      101
BOOMERANG      44 45
Boomerangs      46 51
Branch points      64
Car density      126
Car velocity      125
case studies      10 11 24 105
Case study      128
Cauchy integral formula      133
Characteristic curve      127
Characteristics      123
Characteristics, method of      122
Cheating      1
Circulation      51
Co-operation      88
Communication      73
Complex potential      46
Complex variable theory      46 128
Computer algebra packages      33
Computer failure      91
Computer programs      28
Computing      28 65 88
concepts      129
Confluent hypergeometric equation      63
Conies      94
Constructive feedback      32
Content      66
Content marks      18
Continuity equation      124
Continuous assessment      1
Contour integral solutions      128
Convergence      143
Convolution      58
copying      22 35 40
Coriolis acceleration      48 56 106
Coriolis parameter      56 109
Coursework      5 105
credits      9 21 75
Cross-ratio      40
Davidon — Fletcher — Powell      136 139
Debate      73
Desargues' theorem      38
Diffusion      78 80
Diffusion equation      79
Dirac-$\delta$ function      90
Discussion      73
Dividing into groups      76
Duffing's equation      116
Dynamic meteorology      53
Dynamical systems      116
Earth      107
Eddy viscosity      112 113
Ekman equations      113 114 147
Ekman flow      114
Ekman layer      55 57
Elliptic integral      63
Euclid      37
Euler      141 142
Euler constant      145
Euler's equations      48 49
Eulerian view      110
Examinations      2
Excel      136
Explanation      84
Explanation, not enough      58
Extension      132
Extensions      115
External examiner      23
Feedback      81
Fields medal      vii
Final report      21 81 94
Final year tutor      23
Financial mathematics      96
Fluid dynamics      52
Fluid mechanics      46 110
Formal lectures      10
Formative      12
FORTRAN      28 99
Fourier series      89 116
Fourier transform      89 90
Fourier transforms      89
Friction      56 111
Frisbee      45
Frisbees      51
Frobenius method      59 62
Galois theory      151
General manager      90
Geometric thinking      43
Geometry      35 38
Geophysical fluid dynamics      52
Geostrophic balance      55 113
Geostrophic flow      57
Geostrophic wind      57
Gradient      138
Grammar checkers      33
graphs      82
Group project      7 11 24 74 89 95
Group project presentation      18
Group velocity      248
Group work      74
groups      78
Guidelines      21
Handout      7 74 78 89 92 93
Handshaking lemma      83
Hessian matrix      138
Hill's equation      120
Historical research      78
History of mathematics      102 141
Homework      11
Homogeneous coordinates      38
Hungarian algorithm      84
Hurricane      52—54 56
Hypergeometric equation      59
Hypergeometric function      59 60 62
Independent assessor      18
Individual      88
Individual project      3 11 32
Industrial problem      10
Infinite series      143
Instant Insanity      84
Integral operations      129
interests      31
Interim report      12 13 31 91
Inviscid flow      50
Iterative scheme      138
Job interviews      35
Joukowski transform      46 50
Lagrangian mechanics      92
Lagrangian view      110
Laguerre's equation      64
Laplace transform      58
Laplace transforms      89 128
Laplace's linear equation      128
LATEX      33
Layout glitches      95
Legendre's equation      132 133
Levels of difficulty      22
Lift      51
Line at infinity      38
Linear waves      120
Management      10
manual      88
Maple      33 99 134 136
Mathematical ability      9 75
Mathematical accuracy      22
Mathematical biography      22
Mathematical content      16
Mathematical modelling      65
Mathematics education      29
Mathieu's equation      120 148
Mechanics      44 92
Microsoft Word      33
Mini-projects      5 82
Model      54
Moderated      24
moderating      23
Module leader      9 75 80 82 91
Modules      105
Moment of inertia      47 49
Navier Stokes' equation      111
networks      83
Newton — Raphson method      135 136 139
Newtonian viscous fluid      112
Nobel prize      vii
Non-linear first order differential equations      116
Non-linear optimisation      141
Non-linear oscillations      116
Normal modes      97
Numerical methods      79
Numerical solutions      99
Numerical techniques      94
Objectives      36
Ocean surface dynamics      106
Open book examination      24
Operational research      135
Opinion      73
Optimisation      134 137
Oral examination      40
Oral presentation      23
Orbits      93
Overlap      85
Pappus' theorem      41 42
Parametric excitation      120
Partial differential equations      55 77 134
Partition      77
Peer assessment      74 81 91
Performance      92
Perturbation method      118
Perturbation solutions      118
Precession      50
preference      77
Preliminary work      5
Presentation      66 80 84 88 105
Presentation marks      18
Presentation skills      16
presentations      91
Presented material      146
presenting      74
Pressure gradients      112
Principle of duality      43
Problem classes      105
Production problems      95
Project Example      151 195 241
Project examples      27 66
Project failure      28
Project list      70
Project report      21
Project supervisor      18 32
Project team      79
Project titles      35
Projectiles      45
Projective geometry      44
Projectivity      42
Projects      34
proof      40—42 142
Proofs      35
Pure mathematics      34 36 67
Quality assessment      76
Quality assurance      80
Quality audit      76
Rate of change following the fluid      111
Real problem      58
references      33 36
Report writing      31
Research paper      10
Reynolds stress      111
Riemann P function      59
Rigid body      46
Rotating fluids      55
Rotating frame      109
Sandwich year      3
Schlaefli integrals      133 134
Scholarly      65
Scope      35 45 53 60 90
Second assessor      91
Second marker      23 76
Second order differential equation      59
Selecting a project      29
Shock      127
Shock wave      122
Skills      65
Special functions      59
spell checkers      33
Stability analysis      119
Staff interests      30
Steepest descent      138
strategies      89
Stress in a fluid      111
Student assignment      139
Student handbook      31
Subharmonic oscillations      118
Submission deadline      32
Supervisor      12
Technical level      16
Thermodynamics      52 55 57
Third assessor      19 23
Tops and gyroscopes      100
torque      48
Traditional lecture course      105
traffic flow      120
Traffic jam      124
Traffic wave      125
Turbulence      111
Validation      69
Velocity potential      247
Verbal presentation      13 18 94
Vocational subjects      3
Vortex shedding      51
Water waves      98 249 259
Wave rays      256
Whittaker's confluent hypergeometric function      60
Word processing      33
Writing skills      28
Writing style      84
Writing timetable      3
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