Cover Image

Asymptotic Saturation of Projective Resolution: Expander Relaxation Graphs

Fuente: Zenodo

Saved in:

Bibliographic Details
Main Author:	Beau, Jérôme
Format:	Recurso digital
Language:	English
Published:	Zenodo 2026
Subjects:	Spectral graph theory Ramanujan graphs Expander graphs Cheeger inequality Kesten–McKay distribution Graph Laplacian spectrum Emergent mass hierarchy
Online Access:	Acceder al recurso
Tags:	Add Tag No Tags, Be the first to tag this record!

Similar Items

Asymptotic Saturation of Projective Resolution: Expander Relaxation Graphs
by: Beau, Jérôme
Published: (2026)

NEW BOUNDS FOR LAPLACIAN ENERGY
by: Ivan Gutman
Published: (2020)

TWO LAPLACIAN ENERGIES AND THE RELATIONS BETWEEN THEM
by: Ivan Gutman
Published: (2020)

Spectral Expanders, Non-Commutative Diffusion Laplacians, and the Structural Separation of Polynomial-Time Complexity Classes
by: Garrido, Daphne
Published: (2026)

Exact Mapping Between Ramanujan Graph Spectrum and Standard Model Couplings in GEUT
by: Valeri Vukolov
Published: (2025)

Universality of Low-Band Spectral Dimension in Bounded-Degree Graphs
by: SCHORR, RICHARD
Published: (2026)

A new sum of graphs and caterpillar trees
by: N. B. HUAMANÍ
Published: (2022)

Sub-Laplacian Spectral Hashing for Topological Proximity Indexing
by: Pirolo, Andrés Sebastián
Published: (2026)

Trajectory Graphs Appearing from the Skein Problems at the Hypercube
by: Feliú Salgols
Published: (2016)

An Analysis of the Use of Graphs in People's Daily Life
by: José David Zaldívar-Rojas
Published: (2021)

ProGGD: Profiling Knowledge Graphs with Graph Generating Dependencies
by: Shimomura, Larissa C., et al.
Published: (2026)

RELATING GRAPH ENERGY WITH VERTEX-DEGREE-BASED ENERGIES
by: Ivan Gutman
Published: (2020)

About the Dedekind psi function in Pauli graphs
by: M. Planat
Published: (2011)

ON DELTA-GRAPHS AND DELTA CONJECTURE
by: PEDRO DÍAZ NAVARRO
Published: (2018)

Transactions on Graph Data and Knowledge
Published: (2024)

Geometric constraint subsets and subgraphs in the analysis of assemblies and mechanisms
by: Oscar E. Ruiz
Published: (2006)

Relations between spectrum curves of discrete Sturm – Liouville problem with nonlocal boundary conditions and graph theory
by: Jonas Vitkauskas
Published: (2020)

Relations between Spectrum Curves of Discrete Sturm-Liouville Problem with Nonlocal Boundary Conditions and Graph Theory. II
by: Jonas Vitkauskas
Published: (2021)

Relaxed Skolem Mean Labeling of 4 - Star Graph with Partition (3,1)
by: Dr. D. Angel Jovanna
Published: (2025)

A_Topological_Reinterpretation_of_Primality__The_Mobius_Classifier_and_Symbolic_Zeta_Dynamics
by: Barker, Joshua
Published: (2025)

A New Multi-graph Transformation Method for Frequent Approximate Subgraph Mining
by: Niusvel Acosta Mendoza
Published: (2018)

One Knot, All Forces: The Gravitational Constant from the Poincare Sphere of the Trefoil
by: Galasyn, James P., et al.
Published: (2026)

Multi-Scale Structural Descriptors for Governance-Relevant Patterns in Data Lineage Graphs
by: Malempati Hari, Dineshkumar
Published: (2026)

Multi-Scale Structural Descriptors for Governance-Relevant Patterns in Data Lineage Graphs
by: Malempati Hari, Dineshkumar
Published: (2026)

Laceability Partition Dimension of Some Special Graphs
by: Manjula M, et al.
Published: (2024)

NoXperanto: Crowdsourced Polyglot Persistence
by: Antonio Maccioni
Published: (2014)

Graph Mining under Linguistic Constraints for Exploring Large Texts
by: Solen Quiniou
Published: (2013)

Mexico City Flight Route Optimization: Operations Management Challenge
by: Humberto DORANTES BENAVIDEZ
Published: (2020)

Proposal for metabolic flux pathways comparison
by: Esteban Arias-Méndez
Published: (2020)

GRAPH IRREGULARITY: DISCUSSION, GRAPH EXTENSIONS AND NEW PROPOSALS
by: PAULO OSWALDO BOAVENTURA-NETTO
Published: (2015)

Construction of Semi-Regular GraphsGraph theory is widely used to prove many mathematical theorems and models. This paper presents the various techniques of semi-regular graphs to solve problems in different fields of technology in addition to mathematics. We describe different classes of semi-regular graphs and their properties. Further, the paper includes the construction of such graphs and concepts like distance symmetry, k₂ + n, and kₙ + 1. Applications and structural illustrations are discussed in detail.
by: H, AfrinRihana, et al.
Published: (2025)

Sub-Laplacian Spectral Hashing for Topological Proximity Indexing
by: Pirolo, Andrés Sebastián
Published: (2026)

Theory and Applications of Graphs
Published: (2018)

The Graceful Tree Conjecture
by: Keen, Joseph
Published: (2026)

Low-Exponential Algorithm for Counting the Number of Edge Cover on Simple Graphs
by: José A. Hernández-Servín
Published: (2017)

A Nectar of Frequent Approximate Subgraph Mining for Image Classification
by: Niusvel Acosta Mendoza
Published: (2015)

A COMBINATORIAL PROBLEM ON A DIRECTED GRAPH
by: OSVALDO MARRERO
Published: (2016)

GEODESIC DISTRIBUTION IN GRAPH THEORY: KULLBACK - LEIBLER - SYMMETRIC
by: José Alejandro González
Published: (2014)

From Zero-One Tables to Meta-Matrices: An Algebraic and Geometric Framework for Graph Generation — A Holographic Theory of Graphs via Ordered Vertex Patterns
by: wang, Jianming, et al.
Published: (2026)

Ep. 263: Beyond the Table: Why AI is Moving to Graph Databases
by: Rosehill, Daniel, et al.
Published: (2026)