Dave Bayer
Dave Bayer
Barnard College
Verified email at math.columbia.edu
Title
Cited by
Cited by
Year
Improving the efficiency and reliability of digital time-stamping
D Bayer, S Haber, WS Stornetta
Sequences Ii, 329-334, 1993
6001993
Trailing the dovetail shuffle to its lair
D Bayer, P Diaconis
Annals of applied probability 2 (2), 294-313, 1992
4571992
The nonlinear geometry of linear programming. I. Affine and projective scaling trajectories
DA Bayer, JC Lagarias
Transactions of the American Mathematical Society 314 (2), 499-526, 1989
3651989
What can be computed in algebraic geometry?
D Bayer, D Mumford
arXiv preprint alg-geom/9304003, 1993
3541993
Cellular resolutions of monomial modules
D Bayer, B Sturmfels
arXiv preprint alg-geom/9711023, 1997
2411997
Monomial resolutions
D Bayer, I Peeva, B Sturmfels
arXiv preprint alg-geom/9610012, 1996
2391996
Macaulay: A system for computation in algebraic geometry and commutative algebra
D Bayer, M Stillman
Source and object code available for Unix and Macintosh computers. Contact …, 1982
1371982
The nonlinear geometry of linear programming. II. Legendre transform coordinates and central trajectories
DA Bayer, JC Lagarias
Transactions of the American Mathematical Society 314 (2), 527-581, 1989
1331989
Computation of Hilbert functions
D Bayer, M Stillman
Journal of Symbolic Computation 14 (1), 31-50, 1992
1301992
Extremal Betti numbers and applications to monomial ideals
D Bayer, H Charalambous, S Popescu
arXiv preprint math/9804052, 1998
1161998
Ribbons and their canonical embeddings
D Bayer, D Eisenbud
Transactions of the American Mathematical Society 347 (3), 719-756, 1995
1011995
Graph curves
D Bayer, D Eisenbud
Advances in mathematics 86 (1), 1-40, 1991
551991
Karmarkar's linear programming algorithm and Newton's method
DA Bayer, JC Lagarias
Mathematical Programming 50 (1), 291-330, 1991
461991
Syzygies of unimodular Lawrence ideals
D Bayer, S Popescu, B Sturmfels
arXiv preprint math/9912247, 1999
401999
Macaulay
D Bayer, M Stillman
A computer algebra system for algebraic geometry, 1990
381990
Grobner bases and extension of scalars
D Bayer, A Galligo, M Stillman
arXiv preprint alg-geom/9202021, 1992
371992
What can be computed in algebraic geometry? Computational algebraic geometry and commutative algebra (Cortona, 1991), 1–48
D Bayer, D Mumford
Sympos. Math., XXXIV, Cambridge Univ. Press, Cambridge, 1993
361993
Macaulay user manual
M Stillman, M Stillman, D Bayer
Available by anonymous ftp from various sites, 1989
281989
Monomial ideals and duality
D Bayer
unpublished lecture notes, 1996
271996
Certification of witness: mitigating blockchain fork attacks
BL Shultz, D Bayer
Undergraduate Thesis in Mathematics, Columbia University in the City of New York, 2015
102015
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