GeometryMDPI
@GeometryMDPI
Geometry is an international #openaccess journal, covering all aspects of #geometry, published quarterly by @MDPIOpenAccess.
📣 Find our newly published article here! #CallForReading "Generalization of Napoleon–Barlotti Theorem" by Jiří Blažek and Pavel Pech mdpi.com/3042-402X/2/3/… Keywords: #Napoleon–#Barlotti theorem; affinity of #polygons MSC: 51M04; 51M15
⛳ Feature Paper Recommendation #Geometry (SSN: 3042-402X) "The Largest Circle Enclosing n Interior Lattice Points" by Jianqiang Zhao mdpi.com/3042-402X/2/3/… Keywords: #lattice_points; #circles; max-circlable; non-max-circlable MSC: 52C05; 52A10; 52C15; 52C25; 52C26; 52C35
⏳ Submission Deadline Approaching: Feature Papers in Geometry 🎓 Editor: Prof. Dr. Yang-Hui He #RoyalInstitution 🕛 Submission deadline: 31 December 2025 🔗 Details: mdpi.com/si/geometry/FP…
📢 Recently published #Particularinterest article! "On Yiu’s Equilateral Triangles Associated with a Kiepert Hyperbola" by Cherng-tiao Perng mdpi.com/3042-402X/2/3/… #Kiepert_hyperbola; #Lemoine’s problem; triply perspective #triangles on a conic; #Hessian_lines
📣 Find our newly published article here! "On the Relation Between a Locus and Poncelet’s Closure Theorem" by Jiří Blažek mdpi.com/3042-402X/2/2/8 #chords_of_conics #Poncelet’s_closure_theorem #MDPIOpenAccess #ComSciMathMdpi
Thank you to everyone who joined the 5th International Conference on Symmetry (Symmetry 2025) and made the conference a success! We look forward to meeting you at the next edition. brnw.ch/21wSYla #mdpisymmetry #symmetry2025
⛳ Feature Paper Recommendation #Geometry (ISSN 3042-402X) "Rigidity of Holomorphically Projective Mappings of Kähler and Hyperbolic Kähler Spaces with Finite Complete Geodesics" mdpi.com/3042-402X/2/1/3 MSC: 53C24; 53B35; 53C15; 53C22 #Differential#geometry #geodesic #mappings
👉 Check out #geometry publication! How Null Vector Performs in a Rational Bézier Curve with Mass Points mdpi.com/3042-402X/2/1/1 #mass points; rational_quadratic_Bézier_curves; #conics #computer-aided #geometric_design #computer_graphics
🟢 New papers published in Special Issue "Feature Papers in #Geometry" "A Laguerre-Type Action for the Solution of Geometric Constraint Problems" by Nefton Pali #UniversityParis-Saclay mdpi.com/3042-402X/2/1/2 #groupactions #Laguerresubgroups #quadrics
📣 Find our newly published article here! "LU Factorizations for ℕ × ℕ-Matrices and Solutions of the k[S]-Hierarchy and Its Strict Version" by G. F. Helminck and J. A. Weenink mdpi.com/3042-402X/2/2/4 #infinite-dimensional #manifolds #MDPIOpenAccess #ComSciMathMdpi
![GeometryMDPI's tweet image. 📣 Find our newly published article here!
"LU Factorizations for ℕ × ℕ-Matrices and Solutions of the k[S]-Hierarchy and Its Strict Version"
by G. F. Helminck and J. A. Weenink
mdpi.com/3042-402X/2/2/4
#infinite-dimensional #manifolds
#MDPIOpenAccess #ComSciMathMdpi](https://pbs.twimg.com/media/GqzsNdGX0AAouz8.jpg)
⛳ Feature Paper Recommendation #Geometry (ISSN 3042-402X) "Hyperbolic Cords and Wheels" by Andrew J. Simoson #KingUniversity mdpi.com/3042-402X/2/2/6 #epicycloid #hypocycloid #ideal_point #regular_point #hyperbolic_cycloids #MDPIOpenAccess #ComSciMathMdpi
📢 Recently published article! A Theoretical Framework for Computing Generalized Weighted Voronoi Diagrams Based on Lower Envelopes by Martin Held and Stefan de Lorenzo mdpi.com/3042-402X/2/2/5 #Voronoidiagram #computationalgeometry #MDPIOpenAccess #ComSciMathMdpi
🎆 Today is the day! - #PiDay2025! Join our #MDPIWebinar to explore how mathematical principles drive real-world advancements. mdpi.com/journal/geomet… We are looking forward to your participation!
🚨 Deadline Extended! 🚨 Submit your work at #Symmetry2025 (May 16–19, Hangzhou📍) with the new deadline: 14/04/2025! 📩 Submit Now: brnw.ch/21wQU5K Don’t miss this chance to present your work!
🎉 It's day 2 at the 2025 Joint Mathematics Meetings! Come by the booth at #623 to talk to us about how MDPI can support your research and boost its reach! 🔗 buff.ly/3AYA7fE #JMM2025 @MDPIOpenAccess @ComSciMath_Mdpi
🌍 Join Us at Symmetry2025! 🌟 The 5th International Symposium on Symmetry will take place in breathtaking Hangzhou, China, from May 16–19, 2025. ✨ Discover more and secure your spot today! 🔗 Submit Abstract: brnw.ch/21wPIwK 🔗 Register: brnw.ch/21wPIwJ
Meet Us at the 2025 Joint Mathematics Meetings (JMM 2025), Seattle, USA
📯 Meet Us at the 2025 Joint Mathematics Meetings (JMM 2025), Seattle, USA 📅 Date: 8–11 January 2025 👉 Feel free to stop by our booth at #623 📌 For more details, please visit here: buff.ly/3AYA7fE #JMM2025 @MDPIOpenAccess @ComSciMath_Mdpi
🙌Meet Us at the 2nd International Conference on Mathematical Analysis, Applications and Computational Simulation (2024 #ICMAACS), 6–8 December 2024, Shanghai, China We look forward to meeting you at our booth! 👉For more details: mdpi.com/about/announce…
📣 Find our newly published article here! 📜 "Unary Operations on Homogeneous Coordinates in the Plane of a Triangle" 🔗 mdpi.com/3042-402X/1/1/2 #trilinear #triangle #isogonal #conjugate @MDPIOpenAccess @ComSciMath_Mdpi
🎉Prof. Dr. Yang-Hui He Appointed Editor-in-Chief of Geometry Prof. Dr. Yang-Hui He is a mathematical physicist who is a Fellow at the London Institute, as well as a lecturer and former Fellow at Merton College, Oxford. mdpi.com/journal/geomet… @MDPIOpenAccess @ComSciMath_Mdpi
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