Maximal and Reversible Snakes in Hypercubes - Rajan, Shende (1999)(Correct)(3 citations)
& Co.USA. email: dayanand.rajan@gs.com Anil M. Shende, Mathematics, Computer Science and Physics
[2] Dayanand S. Rajan and Anil M. Shende. Maximal and reversible snakes in hypercubes.
&Co.USA. email: dayanand.rajan@gs.com Anil M. Shende, Mathematics, Computer Science and Physics cs.roanoke.edu/~shende/Papers/Snakes/MaxReversible.ps
Lattice Computers for Approximating Euclidean Space - Case, Rajan, al.(Correct)
LP 525 Washington Blvd. Jersy City, NJ 07310 Anil M. Shende Mathematics, Computer Science and Physics
edition, 1974. RS96] Dayanand S. Rajan and Anil M. Shende. A characterization of root lattices. Discrete
525 Washington Blvd. Jersy City, NJ 07310 Anil M. Shende Mathematics, Computer Science and Physics www.cis.udel.edu/~case/papers/mkjacm.ps
Spherical Wave Front Generation in Lattice Computers - John Case Computer (1991)(Correct)
Valley Road, Suite 101A Yardley, PA 19067 Anil M. Shende Mathematics and Computer Science Department
1993. CRS90] J. Case, D. S. Rajan, and A. M. Shende. Optimally representing euclidean space
Valley Road, Suite 101A Yardley, PA 19067 Anil M. Shende Mathematics and Computer Science Department viadrina.euv-frankfurt-o.de/~wiwi-inf/wi/icci94/papers/c3.ps
On Space Bounded Server Algorithms - Baliga, Hughes, Shende (1993)(Correct)
Indiana University Bloomington, In Usa Anil M. Shende email: Shende@bucknell.edu) Department Of
203-210, 1992. 2] Ganesh R. Baliga and Anil M. Shende. On space bounded server algorithms. In cs.rowan.edu/pub/TechReports/TR95-3.ps
A Characterization of Root Lattices - Dayanand Rajan (1996)(Correct)
Dayanand S. Rajan DCS Inc. Yardley, PA 19067 Anil M. Shende (email: shende@bucknell.edu) Dept. of Computer
[RS96] Dayanand S. Rajan and Anil M. Shende. A characterization of root lattices. Discrete www.roanoke.edu/~shende/LatticeComp/Papers/DM-note.ps