Essays on Topology

Edited by Louis Funar () and Athanase Papadopoulos ()

in Springer Books from Springer

Date: 2025
ISBN: 978-3-031-81414-3
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Chapters in this book:

Ch Chapter 1 Introduction

Louis Funar and Athanase Papadopoulos

Ch Chapter 10 Holomorphic Tensors on Vaisman Manifolds

Liviu Ornea and Misha Verbitsky

Ch Chapter 11 On the Topology of Monotone Lagrangians of High Dimension

Mihai Damian

Ch Chapter 13 Lifting Generic Maps to Embeddings. The Double Point Obstruction

Sergey A. Melikhov

Ch Chapter 14 “Barcodes” for Continuous Maps and a Brief Introduction to Alternative Morse Theory

Dan Burghelea

Ch Chapter 15 A Note on the Quasi Simple Filtration of Profinite Groups

Francesco G. Russo

Ch Chapter 16 Lifting Maps Between Graphs to Embeddings

Alexey Gorelov

Ch Chapter 17 A Note on the Discriminant Loci of a Hypersurface of Bi-degree (m, n)

Susumu Tanabé

Ch Chapter 18 Welded Graphs, Wirtinger Groups and Knotted Punctured Spheres

Benjamin Audoux, Jean-Baptiste Meilhan and Akira Yasuhara

Ch Chapter 19 On Geometric Representation of 𝕃 $$\mathbb {L}$$ -Homology Classes

Friedrich Hegenbarth and Dušan D. Repovš

Ch Chapter 2 Primes, Knots and Po

Barry Mazur

Ch Chapter 20 On Elementary Invariants of Genus One Knots and Seifert Surfaces

Christine Lescop

Ch Chapter 21 On a Family of Hyperbolic Brunnian Links and Their Volumes

Dušan D. Repovš and Andrei Yu. Vesnin

Ch Chapter 22 “All the Resources of Pure Mathematics”: Mathematical Physics, and Mathematics Against Physics

Arkady Plotnitsky

Ch Chapter 23 The Case for Absolute Geometry

Victor Pambuccian

Ch Chapter 24 The Reconstruction of Theaetetus’ Theory of Ratios of Magnitudes

Stelios Negrepontis and Dimitrios Protopapas

Ch Chapter 25 Mathematical Works

Valentin Poénaru

Ch Chapter 26 Mathematical Adventures (A Letter to Barry Mazur)

Valentin Poénaru

Ch Chapter 27 Adventures in Physics

Valentin Poénaru

Ch Chapter 28 Dimitru Poénaru, My Father

Valentin Poénaru

Ch Chapter 29 Father Andrei

Valentin Poénaru

Ch Chapter 3 A Short History of Open Manifolds Related to Complex Analytic Coordinates

Dennis Sullivan

Ch Chapter 30 The Magic Summer of 1964

Valentin Poénaru

Ch Chapter 31 Po, A Mathematician Between Humanism and Science

Corrado Tanasi and Franco Marchese

Ch Chapter 4 Universal Spin Teichmüller Theory, I: The Action of P(SL(2, ℤ $$\mathbb {Z}$$ )) on T ess + $$\mathcal {T}\mathrm {ess}^+$$

Robert Penner

Ch Chapter 5 Universal Spin Teichmüller Theory, II: Finite Presentation of P(SL(2, ℤ $${\mathbb Z}$$ ))

Robert Penner

Ch Chapter 6 Geometry of Fermat’s Sum of Squares

Greg McShane and Vlad Sergiescu

Ch Chapter 7 Ends and Compactifications in Geometric Topology

Ken’ichi Ohshika

Ch Chapter 8 Axiomatic Phylogenetics

Vladimir Turaev

Ch Chapter 9 About the Diffeomorphisms of the 3-Sphere and a Famous Theorem of Cerf ( Γ 4 = 0 $$\Gamma _4=0$$ )

François Laudenbach

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DOI: 10.1007/978-3-031-81414-3

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