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miscellaneous www.math.buffalo.edu/~sww/bookmarks/bookmark7.html
11 Jun 2002: miscellaneous. Gurdjieff. HUMOR. NEWS SOURCES. NPR FOLDER. MOVIES & TV. NEWS. FRIENDS. Government. Office of the Director of Central Intelligence. miscellaneous.
Million Buck Problems www.math.buffalo.edu/~sww/0papers/million.buck.problems.mi.pdf
24 Aug 2000: 3. Schanuel's Conjecture references:Chow, T. Y. What is a Closed-Form Number. ... and the Schanuel Conjecture. ACM Transactions on Programming Languages andSystems 1 4 (4), 574-588, 1992.
MATHEMATICS OF EGYPT - Mathematicians of the… www.math.buffalo.edu/mad/Ancient-Africa/mad_ancient_egypt.html
3 Aug 2011: Schack and Stephen Schanuel of my department. And Milo Gardner. Any errors are entirely due to my inadequacies.
Math Friends pages www.math.buffalo.edu/~sww/friends/math-colleagues.html
28 Jun 2005: Math Friend's Pages - back. TOPOLOGY. GENERAL. since 1/18/99.
Long-time UB employees to be recognized - UB…
https://www.buffalo.edu/ubreporter/…l34/vol34n14/articles/Honorees.html
1 Jan 2002: Also, Grace Patterson, State Personnel Services; Kenneth Penski, University Residence Halls; Robert Puleo, Facilities Planning and Design; Daisie Radner, Philosophy; Cheryl Rance, Electrical Engineering; Michael Rivera, Career Services; Stephen
Thumbnail for In Memoriam - Department of Mathematics
In Memoriam - Department of Mathematics https://www.buffalo.edu/cas/math/news-events/archives/memoriam.html
1 Jul 2022: Richard Vesley (2016). Stephen H. Schanuel (2014). Shuen Yuan (2013). James F.
F:MATHANNBD320-1MANN189 https://www.nsm.buffalo.edu/~xinzhang/Detection.pdf
16 May 2001: 3-6, which constitute the rest of the paper. 154 S. Schanuel, X. ... 156 S. Schanuel, X. Zhang. character variety ofπ1(W) respectively, andt : R(W)X(W) the canonicalmap.
doi:10.1016/j.topol.2003.10.002 https://www.nsm.buffalo.edu/~xinzhang/C-poly.pdf
1 Apr 2004: Schanuel, X. Zhang, Detection of essential surfaces in 3-manifolds withSL2-trees, Math.
COFFEE BEAN CAFE www.math.buffalo.edu/~sww/friends/CBC2001.html
17 Mar 2003: from JIM's Coffee Bean Café. click on photos for a larger version.
BIVARIANT AND EXTENDED SYLVESTER RANK FUNCTIONS… www.math.buffalo.edu/~hfli/sylvester3.pdf
17 Jul 2020: Therefore dim(M2) dim(M1). The following lemma is [22, Lemma 2], which is a strengthened version of Schanuel’slemma.
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