diff --git a/_sass/thesis.scss b/_sass/thesis.scss index 5557bc3..5fc5322 100644 --- a/_sass/thesis.scss +++ b/_sass/thesis.scss @@ -84,4 +84,9 @@ nav.overall-table-of-contents > ul { list-style: none; margin-top: 1em; } +} + +// Page header +div#page-header { + p { margin-block-end: 0px;} } \ No newline at end of file diff --git a/_thesis/1_Introduction/1_Intro.html b/_thesis/1_Introduction/1_Intro.html index 8987746..a6efefb 100644 --- a/_thesis/1_Introduction/1_Intro.html +++ b/_thesis/1_Introduction/1_Intro.html @@ -61,6 +61,10 @@ id="toc-quantum-spin-liquids">Quantum Spin Liquids --> +
1 Introduction
+When you take many objects and let them interact together, it is @@ -591,6 +595,9 @@ to the Falikov-Kimball Model, the Kitaev Honeycomb Model, disorder and localisation. Then Chapter 3 introduces and studies the Long Range Falikov-Kimball Model in one dimension while Chapter 4 focusses on the Amorphous Kitaev Model.
+Next Chapter: 2 +Background
2 Background
+Next Section: The +Kitaev Honeycomb Model
2 Background
+papers Jos on dynamics @@ -136,6 +140,9 @@ role="doc-biblioref">1]
Next Section: Disorder +and Localisation
2 Background
+-link to the FK model
-link to the Kitaev Model
-link to the physics of amorphous systems
+Next Chapter: 3 +The Long Range Falikov-Kimball Model
3 The Long Range Falikov-Kimball Model
+This chapter expands on work presented in
[ [30]. We only consider even system sizes given that odd system sizes are not commensurate with a CDW state.
+Next Section: Methods
3 The Long Range Falikov-Kimball Model
+
Next Chapter: 4 +The Amorphous Kitaev Model
4 The Amorphous Kitaev Model
+The bond operators \(u_{ij}\) are @@ -1065,6 +1069,9 @@ href="#ref-hastingsDynamicallyGeneratedLogical2021" role="doc-biblioref">16,kitaevFaulttolerantQuantumComputation2003?].
+Next Section: The +Model
4 The Amorphous Kitaev Model
+Contributions
The material in this chapter expands on work presented in
anyway, an arbitrary pairing of the unpaired \(b^\alpha\) operators could be performed. </i,j></i,j>
+Next Section: Methods
4 The Amorphous Kitaev Model
+
Expand on definition here
Discuss link between Chern number and Anyonic Statistics
+Next Section: Results
4 The Amorphous Kitaev Model
+Next Chapter: 5 Conclusion
5 Conclusion
+Next Chapter: Appendices
Appendices
+The Hubbard and FK models on a bipartite lattice have particle-hole @@ -108,6 +112,9 @@ class="math inline">\(\mu = 0\) and so must all the observables, hence half filling \(\rho = 1\) occurs here. This symmetry and known observable acts as a useful test for the numerical calculations.
+Next Section: Applying +MCMC to the FK model
Appendices
+
Next Section: Lattice +Generation
Appendices
+
Next Section: Lattice +Colouring
Appendices
+--> ++Appendices
+
+diff --git a/_thesis/toc.html b/_thesis/toc.html index ee0fb23..f6e68a8 100644 --- a/_thesis/toc.html +++ b/_thesis/toc.html @@ -1,31 +1,31 @@ The Projector