L-groups and the Langlands program for covering groups

1. Generalities
2. Abstract Chevalley Groups
3. Groups over Local Fields
4. Adelic Groups
5. Brylinski-Deligne Theory
6. Representation Theory and Automorphic Forms
7. A Langlands program for Brylinski-Deligne extensions
References
Introduction
Notation
Part I. Covering groups and their L-groups
	1. Covering groups
	2. The dual group
	3. The gerbe associated to a cover
	4. The metaGalois group
	5. L-groups, parameters, L-functions
Part II. Genuine representations
	6. Local fields
	7. Spherical representations
	8. Automorphic representations
Part III. Parameters for split tori
	9. A tale of two functors
	10. Deligne\'s construction
	11. Weil parameters as splittings
	12. Parameterization
	13. The integral case
	14. Global case
	15. Split tori
Part IV. Other parameterizations
	16. Spherical/Unramified parameterization
	17. Sharp covers of anisotropic real tori
	18. Discrete series for covers of real semisimple groups
	Torsors, gerbes, and fundamental groups
	References
1. Introduction
2. Brylinski-Deligne Extensions
3. Topological Covering Groups
4. Tame Case
5. Dual and L-Groups
6. Distinguished Splittings of L-Groups
7. Construction of Distinguished Genuine Characters
8. LLC for Covering Tori
9.  LLC for Unramified Representations
10. L-Groups: Second Take
11. The LLC
12. Desiderata and Anomalies
13. Automorphic L-functions
14. Langlands Functoriality: Base Change
15. Endoscopy
16. Examples
17. Problems and Questions
References
Summary of two constructions
1. Computations in the gerbe
2. Comparison to the second twist
References