study) photos on Flickr

Sometimes we get serious about studying maps... For a list of the 10 most likely things I'll take on a hike, visit www.annestravels.net/10-things-take-on-a-hike/

study by Aurelia Gossamer

1 1

pixellatedninjas.blogspot.com/

Study- Ballet by Lauren_sweatland

this was one of my artist study's, but I'm not sure who its taken by and I've changed it a little.

Studying Java by Gilbert Palau

1

studying by kbmello2152

Studying the Brackets by Marianna Allen

Kelly, Brandon, and Rob study the brackets before the competition starts.

Pompeii study by Aidan McMichael

2

Red head!

Colour Coding [99/365] by Silvaer

Breaking out some new pens. They're so nice, I wasted so much time trying them out and planning a colour-coded study system.

For those studying history (I was studying French History):

dark green - dates

light green - titles of events

black - general notes

pink - important people

purple - significance of events

red - conflict, battles, war

dark blue - system names (e.g. gov't)

light blue - system details

finals studying jb037 by Northwest Missouri State University

Northwest students study during for finals on December 13, 2016. (Photo by Jay Bradway | Northwest Missouri State University)

Study mission Guangzhou by Sliv Chua

Urban survey of Guangzhou, Guangdong Province, People's Republic of China.

Rattlecan Study by Seetwist

Belton

Universal Studies by sobca

Universal Studies

Study by mitali_kalita2002

At Uttarakhand

Study Abroad: Europe by Catherine Haley

The study peninsula by Tor

One of my favorite study spots.....here it basks in the light of the low and disapearing sun. its not that great in the middle of the day (want to be bacon?) or if it gets windy...

Study 1 by Moving Pictures

General Studies Building by CSU-Pueblo Today

Photos of the construction of the General Studies Building at CSU-Pueblo.

12-3-1 by Leonard Yoan

study china study-in-china.org

Using this deep observation of Andre Weil, SL solved a question of Gilbert Baumslag that had been open for over 30 years as a small part of his PhD thesis by GammaSqueeze

The Question was raised in page 121 of the book:

The History of Combinatorial Group Theory: A Case Study in the History of Ideas, by Chandler and Magus.

The moral of the story is that if a family of groups is very much like free group, as in the case of Parafree groups, then to discriminate members of such a family of groups you might try investigating topological properties of their representation varieties over an algebraic group where free groups embed, even if you don't know if the corresponding representation varieties are non-singular as is the case for the representation variety of a fg free group in SL(2,C). Using Andre Weil's deep observation we can just count points over a finite field of P elements, for a suitably chosen prime integer P, after reducing mod P the defining polynomials of the corresponding representation varieties of the two groups we are attempting to discriminate. This was a fruitful approach and quite amenable to computations using packages such a Singular, Gap, or the Computational Algebra System Magma... Etc.

SL gives a talk here on the representation varieties of Parafree Groups : youtu.be/rLL9IKoh0ms

Some basic facts on Parafree groups here:

bit.ly/3tNfiLF

Study in Plasticity by Darlene Romano

Orlando, Florida, International Airport Interior

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