Geodesic
Structure theory of set addition
Astérisque, no. 258 (1999) , 464 p. 
Deshouilliers Jean-Marc; Landreau Bernard; Yudin Alexander A. (éd.). Structure theory of set addition. Astérisque, no. 258 (1999), 464 p. http://geodesic.mathdoc.fr/item/AST_1999__258_/
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Structure theory of set addition - Pages préliminaires
AST
p. i-xxii
Structure theory of set addition p. 1-33
Sets of integers with large trigonometric sums p. 35-76
Structure of sets with small sumset p. 77-108
On finite addition theorems p. 109-127
On Freiman's theorems concerning the sum of two finite sets of integers p. 129-140
On an additive problem of Erdős and Straus, 2 p. 141-148
On the structure of sum-free sets, 2 p. 149-161
Sumsets with distinct summands and the Erdős-Heilbronn conjecture on sums of residues p. 163-172
On the number of sums and differences p. 173-178
The structure of multisets with a small number of subset sums p. 179-186
Subset sums of sets of residues p. 187-193
Inverse theorems and the number of sums and products p. 195-204
Stratified sets p. 205-215
On the structure of sets of lattice points in the plane with a small doubling property p. 217-240
Non-solvable groups with a large fraction of involutions p. 241-248
Questions on set squaring in groups p. 249-253
On groups generated by a pair of elements with small third or fourth power p. 255-279
On small subset product in a group p. 281-308
New results on subset multiplication in groups p. 309-315
On small sumsets in abelian groups p. 317-321
An analog of Freiman's theorem in groups p. 323-326
Subset sums and coding theory p. 327-339
New structural approach to integer programming : a survey p. 341-362
New algorithm for dense subset-sum problem p. 363-373
On the two-dimensional subset sum problem p. 375-409
On series of discrete random variables, 1 : real trinomial distributions with fixed probabilities p. 411-423
On bounds for the concentration function. 1 p. 425-436