Department of Mathematics FAS Harvard University One Oxford Street Cambridge MA 02138 USA Tel: (617) 495-2171 Fax: (617) 495-5132

Job description

  • Attending class (this is a job requirement. Do not apply for courses, for which you have a time conflict).
  • Run weekly problem sessions.
  • Be available for questions: office hours, electronically.
  • Grading Homework and return them in time.
  • Provide feedback to the instructor on the progress of the class.
  • In some courses: post material on the course website.

Upper level CA Application

Your first and last name:
Your e-mail:
Your Concentration or department if you are Grad student:
Which courses are you interested to CA:
Any courses you have CA'd before?:
What math courses have you taken already?:
For questions about upper level CA positions, contact Oliver Knill ([email protected]). If you are interested in an Xa-21b course assistant position, start here. There is a different application process for lower level CA positions.

Lineup Fall 2008

For questions, please contact Oliver Knill ([email protected])
Alexander Isakov  [email protected]        23a   [email protected]
Amelia Lin        [email protected]         23a   [email protected]
Zhao Chen         [email protected]      23a   [email protected]
Jiashuo Feng      [email protected]         23a   [email protected] 
Jun-Ying Liu      [email protected]         23a   [email protected] 

Laura Starkston   [email protected]      25a   [email protected]
Andy Olsen        [email protected]       25a   [email protected]
Iurie Boreico     [email protected]       25a   [email protected]

Vesselin Dimitrov [email protected]       55a   [email protected]

Christian Zamora  [email protected]          103   [email protected]
Weijun Xu         [email protected]             114   [email protected]
Ernest Fontes     [email protected]       115   [email protected]    
Zhou Fan          [email protected]       116   [email protected]
Nick Wage         [email protected]          116   [email protected] 

Andrew Ostergaard [email protected]        121   [email protected]
Ameya Velingker   [email protected]      122   [email protected]
Francois Greer    [email protected]        122   [email protected]
Virginia Fisher   [email protected]     122   [email protected]
Neal Wadhwa       [email protected]       124   [email protected]
Harrison Pugh     [email protected]         136   [email protected]
John Cobb         [email protected]      131   [email protected]
Jesse Geneson     [email protected]      141   [email protected]
Dilshoda Yergasheva [email protected]    152   [email protected]

Yi Li             [email protected]         212a  [email protected]
Andrew Li         [email protected]          213a  [email protected] 
Dmitry Vaintrob   [email protected]      221a  [email protected]
David Roe         [email protected]         223a  [email protected]
Yu-Shen Lin       [email protected]        230a  [email protected]
Thomas Koberda    [email protected]      231a  [email protected]
Shrenik Shah      [email protected]         232a  [email protected]
Fred van_der_Wyck [email protected]         263   [email protected]
Greta Panova      [email protected]       277   [email protected]

Courses Fall 2008

Math 23a    Linear Algebra and Real Analysis II  Bamberg      TTh 2      5 GW
Math 25a    Honors Lin. Alg. and Real Anal.II    Bieri        MWF 10     3 GW
Math 55a    Honors Abstract Algebra              McMullen     TTh 10     1

Math 103    The mathematics of Leonhard Euler    Dunham       TTh 10     2
Math 114    Analysis II: Measure-Banach spaces   H-T Yau      TTh 10     1
Math 115    Methods of Analysis                  Yin          TTh 1      1
Math 116    Convexity and Optimization           Bamberg      TTh 4a     2
Math 121    Linear Algebra and Applications      Barwick      MWF 12     1
Math 122    Algebra I: Groups and Vector spaces  Gaitsgory    MWF 11     3 GW
Math 131    Topology I Top. Spaces, Fund. Group  Lam          MWF 12     1 GW
Math 136    Differential Geometry                Damjanovic   MWF 10     1    
Math 141    Intro Mathematical Logic             Sacks        MWF 1      1
Math 152    Discrete Mathematics                 Stange       TTh 1      2
Math 124    Number Theory                        Taylor       MWF 11     1

Math 221    Commutative Algebra                  Gaitsgory    MWF 10     1
Math 231a   Algebraic Topology (form. 272a)      Damjanovic   MWF 12     1
Math 232a   Intro Algebraic Geometry (form 260a) Kronheimer   MWF 11     1
Math 230a   Differential Geometry                Taubes       MWF 1      1
Math 212a   Real analysis (form. 251a)           Sternberg    TTh 10     1
Math 213a   Complex Analysis                     Schmid       TTh 11:30  1
Math 223a   Algebraic Number Theory (f. 251a)    Mazur/Tate   TTh 11:30  1
Math 263    Spaces of Algebraic Curves           Harris       MWF 2      1
Math 267    Intro to Stochastic Calculus         H-T Yau      TTh 11:30  1
Math 277    Combinatorial Represent. Theory      Williams     MWF 1-2:30 1
Math 286    Random Matrix Theory                 Gonzales     MWF 1      1

Lineup Spring 2008

For questions, please contact Oliver Knill ([email protected])

John Cobb            [email protected]   math23b    [email protected]  Paul Bamberg
Gil Moss             [email protected]      math23b    [email protected]  Paul Bamberg
Avner May            [email protected]   math23b    [email protected]  Paul Bamberg
Andrew Schlafly      [email protected]   math23b    [email protected]  Paul Bamberg
Maanit Desai         [email protected]     math25b    [email protected] Ben Weinkove
Weijun Xu            [email protected]        math25b    [email protected] Ben Weinkove
Andrew Li            [email protected]       math25b    [email protected] Ben Weinkove
MenYoung Lee         [email protected]      math55b    [email protected] Samit Dasgupta
Alexandra Michael    [email protected]   math106    [email protected]   Tom Judson
Dilshoda Yergehseva  [email protected]   math106    [email protected]   Tom Judson
Gerardo ConDias      [email protected]    math112    [email protected] Danijela Damjanovic
Lin Han              [email protected]  math112    [email protected] Danijela Damjanovic
John Lesieutre       [email protected]      math113    [email protected]   Robert Strain
Kelley Harris        [email protected]    math113    [email protected]   Robert Strain
Elena Yudovina       [email protected]         math123    [email protected]   Alberto DeSole
Luca Candelori       [email protected]         math129    [email protected]  Richard Taylor                       
Neal Wadhwa          [email protected]    math130    [email protected] Peter Kronheimer                    
Jakub Scholtz        [email protected]     math130    [email protected] Peter Kronheimer                    
Jeechul Woo          [email protected]       math132    [email protected]    Veronique Godin
Silas Richelson      [email protected]   math137    [email protected]      John Duncan
Benedict Huang       [email protected]    math143    [email protected]    Gerald Sacks
Justin Bae           [email protected]     math154    [email protected]  Paul Bamberg
Jeff Nanney          [email protected]    math154    [email protected]  Paul Bamberg
Charles Chen         [email protected]     math154    [email protected]  Paul Bamberg                        
Sam Isaacson         [email protected]  math213b   [email protected]      Shing-Tung Yau
Lukas Koehler        [email protected]  math212b   shlomo@math               Shlomo Sternberg
Ruifang Song         [email protected]     math232b   [email protected]     Sebastian Casalaina-Martin
Fred VanDerWyck      [email protected]      math287    [email protected]   Joe Harris

 23b   Bamberg    Linear Algebra and Real Analysis II MWF 11-12    4S
 25b   Weinkove   Honors Lin. Alg. and Real Anal.II   MWF 10-11    2
 55b   Dasgupta   Honors Real and Complex             TTh 1-2:3    1
 106   Judson     Ordinary Differential Equations     MWF 12-1     2
 112   Damjanovic Introductory Real Analysis          TTh 11:30-1  2
 113   Strain     Analysis I: Complex Funct. Theory   TTh 10-11:3  2
 123   De Sole    Algebra II: Rings and Fields        MWF 1-2      1
 129   Taylor     Number Fields                       MWF 9-10     1
 130   Kronheimer Classical Geometry                  MWF 11-12    2
 132   Godin      Topology II: Smooth Manifolds       MWF 12-1     1
 137   Duncan     Algebraic Geometry                  MWF 2-3      1
 143   Sacks      Set Theory                          TTh 11:30-1  1 
 154   Bamberg    Probability Theory                  TTh 4-5:30   3
 212br Sternberg  Advanced Real Analysis              TTh 10-11:3  1
 213br S.-T. Yau  Advanced Complex Analysis           TTh 11:30-1  
 230br S.-T. Yau  Advanced Differential Geometry      MWF 2-3
 231br Hopkins    Advanced Algebraic Topology         MWF 11-12
 232br Casalaina  Introduction to Algebraic Geom. II  MWF 1-2      1
 233br Casalaina  Theory of Schemes II                TTh 1-2:30
 243   Nowak      Evolutionary Dynamics               TTh 1-2:30
 244   Koellner   Advanced Set Theory                 TTh 1-2:30
 262   Goodwillie Manifolds and Homotopy Theory       TTh 10-11:3
 271   Bieri      Introd. to the Math. of GR          MWF 12-1
 275   Kobayashi  Multiplicity-Free Representations   MWF 11-12
 287   Harris     Algebraic Curves                    MWF 10-11    1
There was a short mandatory orientation meeting for all upper level CAs on Monday, January 28, 2008 at 8:30 in SC 507
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