GammaSqueeze
Math Historian, Bruce Chandler
Bruce Chandler speaking at Wilhelm Magnus' 100th Anniversary. Bruce Chandler co-authored the book "The History of Combinatorial Group Theory: A Case Study in the History of Ideas" with Wilhelm Magnus. It was in page 121 of that book that I found a problem that had been open for over 30 years involving whether a particular family of one-relator groups discovered by Gilbert Baumslag in the 60's could have non isomorphic groups in it. I eventually solved the problem as a very small part of my PhD dissertation. More about what inspired my approach later.
Link to book here: amzn.to/3sKSDiv
Side comment:
So enthralled was I by the question raised in page 121 of Chandler and Magus' book that I chose to purchase a computer in order to do the calculations. At the time I had no idea I could use a computer on campus as my advisor had gone abroad for two years on a sabbatical and left me working on my thesis and I forgot to ask him for his email. So I bought a computer and chose to eat less for a while teaching upwards of 3 coursers per semester all over New York City in order to make ends meet. 2 years later I had solved the problems I set out to solve and in addition as a very small part of my thesis and thanks to a comment by Andre Weil (more about that later) I had established that the family of one-relator Parafree groups in page 121 of Chandler and Magnus's book were not all isomorphic. How things have changed for the better.
Math Historian, Bruce Chandler
Bruce Chandler speaking at Wilhelm Magnus' 100th Anniversary. Bruce Chandler co-authored the book "The History of Combinatorial Group Theory: A Case Study in the History of Ideas" with Wilhelm Magnus. It was in page 121 of that book that I found a problem that had been open for over 30 years involving whether a particular family of one-relator groups discovered by Gilbert Baumslag in the 60's could have non isomorphic groups in it. I eventually solved the problem as a very small part of my PhD dissertation. More about what inspired my approach later.
Link to book here: amzn.to/3sKSDiv
Side comment:
So enthralled was I by the question raised in page 121 of Chandler and Magus' book that I chose to purchase a computer in order to do the calculations. At the time I had no idea I could use a computer on campus as my advisor had gone abroad for two years on a sabbatical and left me working on my thesis and I forgot to ask him for his email. So I bought a computer and chose to eat less for a while teaching upwards of 3 coursers per semester all over New York City in order to make ends meet. 2 years later I had solved the problems I set out to solve and in addition as a very small part of my thesis and thanks to a comment by Andre Weil (more about that later) I had established that the family of one-relator Parafree groups in page 121 of Chandler and Magnus's book were not all isomorphic. How things have changed for the better.