International Conference on Differential Geometry and Applications ICDGA on October 06-07, 2025 in Beijing, China
Submit Your Paper- Short Name: ICDGA
- Event Type: Conference
- Presentation: Physical
- Website URL: https://waset.org/differential-geometry-and-applications-conference-in-october-2025-in-beijing
- Program URL: https://waset.org/conferences-in-october-2025-in-beijing/program
- Contact URL: https://waset.org
- Location: Beijing, China
- Date: October 06-07, 2025
- Final Submission: September 06, 2025
- Notification: October 01, 2024
- Organization: World Academy of Science, Engineering and Technology
- Conference Tags: algebraic geometry homotopy geometric topology harmonic analysis functional analysis contemporary mathematics topology differential geometry computational geometry differential equations pure mathematics mathematics mathematical modeling geometry
Applications of Differential Geometry
Bundles and connections
Cartan Equations
Complex and Kähler geometry
Connection theory
Contact geometry
Covariant Derivative
CR Geometry
Curvature
Curves in R3
Curvilinear Coordinates
Differential Forms
Differential Topology
Exterior Derivatives
Finsler Geometry
Frames
Fundamental Theorem of Curves
Gauge Theory
General Relativity
Intrinsic versus Extrinsic
Lie Groups
Lie Theory of Loops
Manifolds
Pseudo-Riemannian Geometry
Riemannian Geometry
Riemannian, Lorentzian and Finslerian Geometry
Singularities
String Theory
Submanifold Theory
Symmetric Spaces
Symmetries
Symplectic Geometry
Tangent Space Structure
Tangent Vectors
Tensors and Forms of Higher Rank
The First Fundamental Form
The Hodge-* Operator
The Second Fundamental Form
Theory of Surfaces
Twistor Theory
Vectors and Curves
Bundles and connections
Cartan Equations
Complex and Kähler geometry
Connection theory
Contact geometry
Covariant Derivative
CR Geometry
Curvature
Curves in R3
Curvilinear Coordinates
Differential Forms
Differential Topology
Exterior Derivatives
Finsler Geometry
Frames
Fundamental Theorem of Curves
Gauge Theory
General Relativity
Intrinsic versus Extrinsic
Lie Groups
Lie Theory of Loops
Manifolds
Pseudo-Riemannian Geometry
Riemannian Geometry
Riemannian, Lorentzian and Finslerian Geometry
Singularities
String Theory
Submanifold Theory
Symmetric Spaces
Symmetries
Symplectic Geometry
Tangent Space Structure
Tangent Vectors
Tensors and Forms of Higher Rank
The First Fundamental Form
The Hodge-* Operator
The Second Fundamental Form
Theory of Surfaces
Twistor Theory
Vectors and Curves
Name: World Academy of Science, Engineering and Technology
Website: https://waset.org/
Address: UAE
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