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1. Positive definite kernels and lattice paths

2. Orthogonal polynomials in several non-commuting variables. II

3. Tensor algebras and displacement structure. IV. Invariant kernels

4. Research problem: The completion number of a graph

5. Relations on noncommutative variables and associated orthogonal polynomials

6. Parametrization of Quantum States and Channels

7. Tensor Algebras and Displacement Structure. III. Asymptotic properties

8. On L. Schwartz's boundedness condition for kernels

9. Orthogonal polynomials in several variables. I

10. Tensor algebras and displacement structure. II. Noncommutative Szego polynomials

11. Notes on interpolation in the generalized Schur class. II. Nudel'man's problem

12. Lattice structures for quantum channels

13. Tensor algebras, displacement structure, and the Schur algorithm

14. A note on noncommutative interpolation

15. A note on interpolation in the generalized Schur class

17. Relations on Non-commutative Variables and Associated Orthogonal Polynomials

31. Mini is beautiful: Playing serious mini-games to facilitate collective learning on complex urban processes

32. FRI0428 Mean number of capillaries is associated with disease activity at 6 months follow-up in systemic sclerosis patients

39. The venous lymph-node flap

40. THU0603 Performance of The 2013 American College of Rheumatology/european League against Rheumatism Systemic Sclerosis Classification Criteria

46. A3.2 Five year survival rate and predictors of death and disease worsening in a single-center cohort of patients with systemic sclerosis

47. Time-Varying Discrete Linear Systems

50. Poster session Thursday 6 December - AM: Other myocardial diseases

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