1 Table of Contents: “...1. A Beginning for Knot Theory -- Exercises -- 2. Seifert Surfaces and Knot Factorisation...”

2 Table of Contents: “... Independence (Klaus Fredenhagen, Katarzyna Rejzner) -- The "Big Wave" Theory for Dark Energy (Blake Temple...”

3 Table of Contents: “... -- Applications of the Fundamental Theorems of Projective and Affine Geometry in Physics -- Modeling the dynamics...”

4 Table of Contents: “... -- 3. Knot projections -- 4. Isotopy type, amphicheiral and invertible knots -- II ·; The Fundamental...”

5 Table of Contents: “...0 Fundamentals of knot theory -- 0.1 Spaces -- 0.2 Manifolds and submanifolds -- 0.3 Knots...”

6 Table of Contents: “... and Charles Rezk, Spectral algebra models of unstable vn-periodic homotopy theory -- Takeshi Torii, On quasi...”

7 Table of Contents: “... Equations -- Elements of the Theory of Set-Valued Mappings -- Analysis on Groups of Diffeomorphisms -- Part...”

8 Subjects: “...Mathematical Physics...”

9 Table of Contents: “... -- Fibre Bundles, Vector Bundles and K-theory -- Geometry of Simplicial Complexes and Fundamental Groups...”

10 Subjects: “...Moduli theory...”

11 Table of Contents: “... Systems -- II. Stochastic Differential Geometry and its Applications to Physics -- 4 Stochastic...”

12 Table of Contents: “...1 RO(G)-graded Ordinary Homology and Cohomology -- 2 Parametrized Homotopy Theory and Fundamental...”

13 Table of Contents: “...0 Background -- 1 Fundamental Concepts -- 2 The Degree of a Map -- 3 The Fundamental Group...”

14 Table of Contents: “... The fundamental groups of the manifolds of euclidean tessellations -- 2.10 Presentations of the fundamental groups...”

15 Subjects: “...Knot theory...”

16 Table of Contents: “.... Riemannian and totally geodesic foliations -- 6. Second fundamental form and mean curvature -- 7. Codimension...”

17 Table of Contents: “...1. Topological Manifolds -- 2. Local Theory -- 3. Global Theory -- 4. Flows and Foliation -- 5. Lie...”

18 Table of Contents: “...§1. Formal Theory and Complexes -- §2. Examples -- §3. Existence Theorems for Elliptic Equations...”

19 “... the fundamental group, basic homology theory, transversality, and Poincaré duality on manifolds...”

20 Table of Contents: “...1. First notions of topology -- 2. General Topology -- 3. Homotopy theory -- 4. Manifolds...”