Institute for Mathematical Sciences                                        Programs & Activities

 

 

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Mathematical Foundations 

   
 

Coding and Cryptography

   
 

Applied Cryptology

   
   
   
 

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Coding Theory and Data Integrity
(July – December 2001)

 

Part 1. Mathematical Foundations


Tutorial on Mathematical Foundations Schedule


Monday, 23 July 2001

Venue: 

Seminar Room, Level 1

 

Kent Ridge Digital Labs (KRDL)
21 Heng Mui Keng Terrace, Singapore 119613

9:15 - 10:00am

Registration

10:00 - 10:45am

I.E. Shparlinski
Exponential sums in coding theory and cryptology, Lecture-1

10:45 - 11:15am

Break

11:15 - 12:00am

I.E. Shparlinski
Exponential sums in coding theory and cryptology, Lecture-2

2:00 - 2:45pm

H. Niederreiter
Algebraic function fields over finite fields, Lecture-1

2:45 - 3:15pm

Break

3:15 - 4:00pm

H. Niederreiter
Algebraic function fields over finite fields, Lecture-2

 

Tuesday, 24 July 2001

Venue: 

Seminar Room, Level 1

 

Kent Ridge Digital Labs (KRDL)
21 Heng Mui Keng Terrace, Singapore 119613

10:00 - 10:45am

I.E. Shparlinski
Exponential sums in coding theory and cryptology, Lecture-3

10:45 - 11:15am

Break

11:15 - 12:00am

I.E. Shparlinski
Exponential sums in coding theory and cryptology, Lecture-4

2:00 - 2:45pm

H. Niederreiter
Algebraic function fields over finite fields, Lecture-3

2:45 - 3:15pm

Break

3:15 - 4:00pm

H. Niederreiter
Algebraic function fields over finite fields, Lecture-4

 

Wednesday, 25 July 2001

Venue: 

Seminar Room, Level 1

 

Kent Ridge Digital Labs (KRDL)
21 Heng Mui Keng Terrace, Singapore 119613

10:00 - 10:45am

A.K. Lenstra
Computational number theory, Lecture-1

10:45 - 11:15am

Break

11:15 - 12:00am

A.K. Lenstra
Computational number theory, Lecture-2

 

Thursday, 26 July 2001

Venue: 

Seminar Room, Level 1

 

Kent Ridge Digital Labs (KRDL)
21 Heng Mui Keng Terrace, Singapore 119613

10:00 - 10:45am

A.K. Lenstra
Computational number theory, Lecture-3

10:45 - 11:15am

Break

11:15 - 12:00am

A.K. Lenstra
Computational number theory, Lecture-4

 

 

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