Media Summary: Since computers are available nowadaus, it's possible to investigate open questions in Date: February 28, 2013 Speaker: Roger Nussbaum, Rutgers University Title: The 2^n Date: April 7, 2016 Speaker: Matthew Russell, Rutgers Title: Using

Experimental Mathematics Developing A Conjecture - Detailed Analysis & Overview

Since computers are available nowadaus, it's possible to investigate open questions in Date: February 28, 2013 Speaker: Roger Nussbaum, Rutgers University Title: The 2^n Date: April 7, 2016 Speaker: Matthew Russell, Rutgers Title: Using Date: September 17, 2015 Speaker: Matthew Russell, Rutgers University Title: Some new partition Craig Larson, Virginia Commonwealth University Rutgers Monday, March 22nd Doron Zeilberger, Rutgers University "

Speaker: Christoph Koutschan, Tulane University Title: Proof of George Andrews' and David Robbins' q-TSPP

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Experimental Mathematics. Developing a conjecture for
The 2^n Conjecture and Related Questions Part 1
Using experimental mathematics to conjecture and prove theorems Part 1
KRR Conjecture Part1
On Christol's Conjecture
Some new partition conjectures and how one might prove them Part 1
Automated Conjecturing in Mathematics - with the CONJECTURING Program
Marc Chamberland: A Course in Experimental Mathematics
Several Topics in Experimental Mathematics (part 1)
Experimental Mathematics: Alias, the Future of Mathematics Part 1
Proof of George Andrews' and David Robbins' q-TSPP Conjecture Part 1
sorting probabilities for young diagrams 1440p
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Experimental Mathematics. Developing a conjecture for

Experimental Mathematics. Developing a conjecture for

Since computers are available nowadaus, it's possible to investigate open questions in

The 2^n Conjecture and Related Questions Part 1

The 2^n Conjecture and Related Questions Part 1

Date: February 28, 2013 Speaker: Roger Nussbaum, Rutgers University Title: The 2^n

Using experimental mathematics to conjecture and prove theorems Part 1

Using experimental mathematics to conjecture and prove theorems Part 1

Date: April 7, 2016 Speaker: Matthew Russell, Rutgers Title: Using

KRR Conjecture Part1

KRR Conjecture Part1

Undergraduate

On Christol's Conjecture

On Christol's Conjecture

Christoph Koutschan speaks to the

Some new partition conjectures and how one might prove them Part 1

Some new partition conjectures and how one might prove them Part 1

Date: September 17, 2015 Speaker: Matthew Russell, Rutgers University Title: Some new partition

Automated Conjecturing in Mathematics - with the CONJECTURING Program

Automated Conjecturing in Mathematics - with the CONJECTURING Program

Craig Larson, Virginia Commonwealth University Rutgers

Marc Chamberland: A Course in Experimental Mathematics

Marc Chamberland: A Course in Experimental Mathematics

Experimental Mathematics

Several Topics in Experimental Mathematics (part 1)

Several Topics in Experimental Mathematics (part 1)

Andrew Lohr, Rutgers University Rutgers

Experimental Mathematics: Alias, the Future of Mathematics Part 1

Experimental Mathematics: Alias, the Future of Mathematics Part 1

Monday, March 22nd Doron Zeilberger, Rutgers University "

Proof of George Andrews' and David Robbins' q-TSPP Conjecture Part 1

Proof of George Andrews' and David Robbins' q-TSPP Conjecture Part 1

Speaker: Christoph Koutschan, Tulane University Title: Proof of George Andrews' and David Robbins' q-TSPP

sorting probabilities for young diagrams 1440p

sorting probabilities for young diagrams 1440p

Greta Panova speaks to the

New gilbreath conjectures, sum and erase, dissecting polygons, and other new sequences

New gilbreath conjectures, sum and erase, dissecting polygons, and other new sequences

Neil Sloane speaks to the