Articles 1 to 10 of 10

1.

arXiv:0803.2325 When is a symmetric pin-jointed framework isostatic?. Robert Connelly, Patrick Fowler, Simon Guest, Bernd Schulze, Walter Whiteley. math.MG (math.CO).

2.

arXiv:0801.2636 Operators with Corener-degenerate Symbols. Jamil Abed, Bert-Wolfgang Schulze. math.AP.

3.

cs.DC/0612125 Heterogeneous Strong Computation Migration. Anolan Milanes, Noemi Rodriguez, Bruno Schulze. cs.DC.

4.

math.AP/0610618 The Structure of Operators on Manifolds with Polyhedral Singularities. B. -Wolfgang Schulze. math.AP (math.FA).

5.

math.AP/0608792 Green Operators in the Edge Calculus. B. -W. Schulze, A. Volpato. math.AP (math.OA).

6.

math.OA/0503694 On the Homotopy Classification of Elliptic Operators on Manifolds with Edges. V. Nazaikinskii, A. Savin, B. -W. Schulze, B. Sternin. math.OA (math.AP math.KT).

7.

cond-mat/0203595 Nonstandard entropy production in the standard map. F. Baldovin, C. Tsallis, B. Schulze. Physica A {\bf 320}, 184 (2003). physics.stat-mech.

8.

cond-mat/0108501 Nonstandard mixing in the standard map. Fulvio Baldovin, Constantino Tsallis, Bruno Schulze. physics.stat-mech.

9.

math.AP/9911055 The homotopy classification and the index of boundary value problems for general elliptic operators. A. Yu. Savin (Moscow State University), B. Yu. Sternin (Moscow State University), B. -W. Schulze (Potsdam University). short version appeared in "Partial differential equations and spectral theory" (Clausthal, 2000), 299--305, Oper. Theory Adv. Appl., 126, Birkhäuser, Basel, 2001. math.AP (math.KT math.OA).

10.

math.DG/9907047 Elliptic operators in subspaces and the eta invariant. A. Yu. Savin, B. -W. Schulze, B. Yu. Sternin. K-theory Journal, 2002, V.26, n. 3, 253-272. math.DG (math.AP math.AT math.KT math.OA).

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