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Weekly Seminars | Summer 2018 - Spring 2019

Spring 2019

THURSDAY, APRIL 25

NO SEMINARS THIS WEEK


THURSDAY, APRIL 18

Time

Location

Seminar

Speaker

Title

1:00

NKRS 356

Algebra Seminar

Jerzy Kocik

Split quaternions and spinors

2:00

NKRS 356

Potpourri Seminar

Christian Rose

The Significance of 3, 6, and 9


THURSDAY, APRIL 11

Time

Location

Seminar

Speaker

Title

1:00

NKRS 356

Algebra Seminar

Lakshika Gunawardana

Primitive representations - Part 2

2:00

NKRS 356

Potpourri Seminar

Many Speakers

Time and again

 

THURSDAY, APRIL 4

Time

Location

Seminar

Speaker

Title

1:00

NKRS 356

Algebra Seminar

Lakshika Gunawardana

Primitive representations

2:00

NKRS 356

Potpourri Seminar

Kuloth V. Shajesh

Retarded Time -- coda

 

THURSDAY, MARCH 28, 2019

Time

Location

Seminar

Speaker

Title

1:00

NKRS 356

Algebra Seminar

Chathurika Athapattu

Parabolic induction in terms of Iwasawa modules - Part 2

2:00

NKRS 356

Potpourri Seminar

Kuloth V. Shajesh

Retarded Time

 

THURSDAY, MARCH 21, 2019

Time

Location

Seminar

Speaker

Title

1:00

NKRS 356

Algebra Seminar

Chathurika Athapattu

Parabolic induction in terms of Iwasawa modules

2:00

NKRS 356

Potpourri Seminar

Mohammad Sayeh

Time and Hazardous F-word

 

THURSDAY, MARCH 7, 2019

Time

Location

Seminar

Speaker

Title

1:00

NKRS 356

Algebra Seminar

No seminar

 

2:00

NKRS 356

Potpourri Seminar

Don Redmond

Evaluating the Riemann zeta function - Part 2

THURSDAY, FEBRUARY 28, 2019

Time

Location

Seminar

Speaker

Title

1:00

NKRS 356

Algebra Seminar

Porter Oneal Summers

Root systems - Part 3

2:00

NKRS 356

Potpourri Seminar

Don Redmond

Evaluating the Riemann zeta function

 

THURSDAY, FEBRUARY 21, 2019

Time

Location

Seminar

Speaker

Title

1:00

NKRS 356

Algebra Seminar

Porter Oneal Summers

Root systems - Part 2

2:00

NKRS 356

Potpourri Seminar

Jerzy Kocik

Taming 1-2+3-4+5-...and other Dirichlet series - Part 2

 

THURSDAY, FEBRUARY 14, 2019

Time

Location

Seminar

Speaker

Title

1:00

NKRS 356

Algebra Seminar

Porter Oneal Summers

Root systems

2:00

NKRS 356

Potpourri Seminar

Jerzy Kocik

Taming 1-2+3-4+5-...and other Dirichlet series.

 

THURSDAY, JANUARY 31, 2019

Time

Location

Seminar

Speaker

Title

1:00

NKRS 356

Algebra Seminar

Dubravka Ban

Locally algebraic vectors in p-adic Banach space representations, Part 2

2:00

NKRS 356

Potpourri Seminar

Kalpa Madhawa

Josephus Problem

 

Fall 2018

 

THURSDAY, NOVEMBER 29, 2018

Time

Location

Seminar

Speaker

Title

11:00

NKRS 356

Algebra Seminar

Jerzy Kocik

Lie Algebra Mandala - Part 3

2:00

NKRS 356

Potpourri Seminar

Mohammad Sayeh

Time and Freedom

 

THURSDAY, NOVEMBER 15, 2018

Time

Location

Seminar

Speaker

Title

11:00

NKRS 356

Algebra Seminar

Jerzy Kocik

Lie Algebra Mandala - Part 3

2:00

NKRS 356

Potpourri Seminar

Mohammad Sayeh

Time and Freedom

 

THURSDAY, NOVEMBER 7, 2018

Time

Location

Seminar

Speaker

Title

11:00

NKRS 356

Algebra Seminar

Jerzy Kocik

Lie Algebra Mandala - Part 2

2:00

NKRS 356

Potpourri Seminar

Lakshika Gunawardana

Quadratic Forms and Representations - Part 2

 

THURSDAY, NOVEMBER 1, 2018

Time

Location

Seminar

Speaker

Title

11:00

NKRS 356

Algebra Seminar

Jerzy Kocik

Lie Algebra Mandala

2:00

NKRS 356

Potpourri Seminar

Lakshika Gunawardana

Quadratic Forms and Representations

 THURSDAY, OCTOBER 25, 2018

Time

Location

Seminar

Speaker

Title

11:00

NKRS 356

Algebra Seminar

Menake Wijerathne

Classification of Irreducible Admissible MOD-P Representation of GL2(Qp) - Master's Defense

2:00

NKRS 356

Potpourri Seminar

John McSorley

What is a sequential covering design?  Come and find out.  Part 2

 THURSDAY, OCTOBER 18, 2018

Time

Location

Seminar

Speaker

Title

11:00

NKRS 356

Algebra Seminar

Menake Wijerathne

Classification of Irreducible Admissible MOD-P Representation of GL2(Qp) - Part 2

2:00

NKRS 356

Potpourri Seminar

John McSorley

What is a sequential covering design? Come and find out. 

 THURSDAY, OCTOBER 11, 2018

Time

Location

Seminar

Speaker

Title

11:00

NKRS 356

Algebra Seminar

Menake Wijerathne

Classification of Irreducible Admissible MOD-P Representation of GL2(Qp)

2:00

NKRS 356

Potpourri Seminar

Kalpa Madhawa

Octonions and the rolling ball - Part 3

 THURSDAY, OCTOBER 4, 2018

Time

Location

Seminar

Speaker

Title

11:00

NKRS 356

Algebra Seminar

Kwangho Choiy

Arthur's conjecture on R-groups for simply connected p-adic SU(n)Spin(n) and their inner forms (Talk I and II)*(Abstract below.) Part 2

2:00

NKRS 356

Potpourri Seminar

Kalpa Madhawa

Octonions and the rolling ball - Part 2

*The three R-groups: Knapp-Stein, Langlands-Arthur, and Endoscopic, play a crucial role in the study of reducibility of parabolic induction of algebraic groups over a local field and contribute to the endoscopic classification of automorphic representations of those over global fields. In talk I and II, we shall introduce those R-groups, and discuss a conjectural isomorphism between the Knapp-Stein and Langlands-Arthur R-groups, so-called Arthur's conjecture, mainly focusing on simply connected cases - p-adic SU(n), Spin(n) and their inner forms. These talks are based on joint work with D. Goldberg and another with D. Ban and D. Goldberg.

 THURSDAY, SEPTEMBER 27, 2018

Time

Location

Seminar

Speaker

Title

11:00

NKRS 356

Algebra Seminar

Kwangho Choiy

Arthur's conjecture on R-groups for simply connected p-adic SU(n)Spin(n) and their inner forms (Talk I and II)*(Abstract below.)

2:00

NKRS 356

Potpourri Seminar

Kalpa Madhawa

Octonions and the rolling ball

*The three R-groups: Knapp-Stein, Langlands-Arthur, and Endoscopic, play a crucial role in the study of reducibility of parabolic induction of algebraic groups over a local field and contribute to the endoscopic classification of automorphic representations of those over global fields. In talk I and II, we shall introduce those R-groups, and discuss a conjectural isomorphism between the Knapp-Stein and Langlands-Arthur R-groups, so-called Arthur's conjecture, mainly focusing on simply connected cases - p-adic SU(n), Spin(n) and their inner forms. These talks are based on joint work with D. Goldberg and another with D. Ban and D. Goldberg.

THURSDAY, SEPTEMBER 20, 2018

Time

Location

Seminar

Speaker

Title

11:00

NKRS 356

Algebra Seminar

Wesley Calvert

Improving a result of Maltsev on Heisenberg Groups - Part 3

2:00

NKRS 356

Potpourri Seminar

K.V. Shajesh

Towards Understanding Topological Insulators in a Classical Setting - Part 3

THURSDAY, SEPTEMBER 13, 2018

Time

Location

Seminar

Speaker

Title

11:00

NKRS 356

Algebra Seminar

Cancelled this week

2:00

NKRS 356

Potpourri Seminar

K.V. Shajesh

Towards Understanding Topological Insulators in a Classical Setting - Part 2 of 3

THURSDAY, SEPTEMBER 6, 2018

Time

Location

Seminar

Speaker

Title


11:00


NKRS 356

Algebra
Seminar

Wesley Calvert

Improving a result of Maltsev on Heisenberg Groups* - Part 2

2:00

NKRS 356

Potpourri Seminar

K.V. Shajesh

Towards Understanding Topological Insulators in a Classical Setting

THURSDAY, AUGUST 30, 2018

Time

Location

Seminar

Speaker

Title

11:00

NKRS 356

Algebra Seminar

Wesley Calvert

Improving a result of Maltsev on Heisenberg Groups*

 *Abstract: In the 1930s, Maltsev proved that the Heisenberg group of a field, even considered as an abstract group, carries a lot of information about the field. Indeed, in unpublished work from 2005, Calvert, Harizanov, Knight, and Morozov showed that, using any non‐commuting pair of elements as parameters, one can define a field in this abstract group which is isomorphic to the original field. Those parameters matter, though, and can create significant technical difficulties when we try to apply this result.

Using some recent work of Harrison‐Trainor, Melnikov, Miller, and Montalban on computable functors and effective interpretations, we have recently improved this result. We now have an interpretation of the original field with no parameters at all. This highly uniform result is an improvement over what we knew before, and tells us that even 2‐step nilpotent groups are even more complicated than we knew.