| Front matterDownload pp. i–iv |
| AbstractDownload pp. v–vi |
| ContentsDownload pp. vii–viii |
1 | IntroductionDownload pp. 1–13 |
2 | Some background on (locally) smooth operatorsDownload pp. 15–21 |
3 | A limiting absorption principle for interacting, massless Dirac operatorsDownload pp. 23–35 |
4 | On the absence of eigenvalues for interacting, massless Dirac operatorsDownload pp. 37–39 |
5 | The Green’s functions of H0(m) and H0Download pp. 41–47 |
6 | Trace ideal properties of F1(⋅)(H0−zI[L2(Rn)]N)−1F2(⋅) and ⟨⋅⟩−δ(H0−zI[L2(Rn)]N)−1⟨⋅⟩−δDownload pp. 49–61 |
7 | Powers of resolvents and trace idealsDownload pp. 63–67 |
8 | The spectral shift function: Abstract factsDownload pp. 69–79 |
9 | Representing ξ(⋅;S,S0) in terms of regularized Fredholm determinantsDownload pp. 81–89 |
10 | Analysis of Im(FH,H0(λ+i0))Download pp. 91–117 |
11 | Analysis of GH;H0Download pp. 119–143 |
12 | Analysis of ξ(⋅;H,H0) and an application to theWitten index for a class of non-Fredholm operatorsDownload pp. 145–156 |
A | Some remarks on block matrix operatorsDownload pp. 157–161 |
B | Asymptotic results for Hankel functionsDownload pp. 163–174 |
C | Expansions and estimates of the free Dirac Green’s matrixDownload pp. 175–189 |
D | A product formula for modified Fredholm determinantsDownload pp. 191–198 |
E | Notational conventionsDownload pp. 199–202 |
| ReferencesDownload pp. 203–213 |