Skip to content
Descubridor Institucional UMAR
Inicio
Búsqueda avanzada
Explorar
Inicio
Búsqueda avanzada
Explorar
Login
Language
English
Deutsch
Español
Français
Italiano
All Fields
Title
Author
Subject
Call Number
ISBN/ISSN
Tag
Find
Advanced
A Differential Algebraic Closure Theory for Tilings: A Unified Constructive Framework
A Differential Algebraic Closure Theory for Tilings: A Unified Constructive Framework
Fuente:
Zenodo
Saved in:
Bibliographic Details
Main Author:
liu, shifa
Format:
Recurso digital
Language:
English
Published:
Zenodo
2026
Subjects:
Tiling problem; Differential algebraic closure; Non-Euclidean geometry; Geometric flow; Quantum Hall effect; Physics-informed neural networks
Online Access:
Acceder al recurso
Tags:
Add Tag
No Tags, Be the first to tag this record!
Cite this
Text this
Email this
Print
Export Record
Export to RefWorks
Export to EndNoteWeb
Export to EndNote
Save to List
Permanent link
Holdings
Description
Comments
Similar Items
Staff View
Internet
https://doi.org/10.5281/zenodo.18644539
Similar Items
Unified Analytic Solution Framework for Path-Dependent Partial Differential Equations via Differential Algebraic Closure
by: liu, shifa
Published: (2026)
Differential Algebraic Framework for Morse Theory: Constructive Approaches to Critical Points and Gradient Flows
by: liu, shifa
Published: (2026)
Differential Algebraic Closure Framework for Group Representation Theory: Explicit Solutions and Combinatorial Structures
by: liu, shifa
Published: (2025)
Differential Algebraic Closure Framework for Discrete Exterior Variational Geometry: A Unified Constructive Approach with Certified Computations
by: liu, shifa
Published: (2026)
Differential Algebraic Methods in Twistor Theory: A Constructive Framework for Explicit Parameterizations and Geometric PDEs
by: liu, shifa
Published: (2026)