… The Golden proportion has also interesting properties in topology of four-… geometry of the
Golden structure on a manifold by using a corresponding almost product structure. The Golden …

… First, we establish several properties of the Golden Structure. Then we show that a
Golden Structure induces on every invariant submanifold a Golden Structure, too. This fact is …

… “golden” non-Euclidean geometry (hyperbolic and spherical), following from our original
solution to Hilbert’s Fourth Problem, the “golden” qualitative theory of differential … of the “golden” …

… In Chapter 4, we examine the geometry of curves which are the solution space of a constant
coefficient ordinary differential equation. We give necessary and sufficient conditions that …

… the non-linearities under a single geometric framework. In line with Zetzsche … geometry
where the neural response space has a simple curvature. In this paper, we focus on the geometry …

… of the Golden Section. This one originates from the study of diagonal sums of the Pascal
triangle and is a sweeping generalization of the Dichotomy Principle and the classical Golden …

… Potential authors are encouraged to submit papers that present new ideas in the field of
differential geometry, in addition to the above topics. Given the broad scope and widespread …

1.1. Co-ordinate Geometry. It is that branch of geometry which defines the position of a point
in a plane by a pair of algebraic numbers. It is also called Algebraic Geometry or Analytical …

… geometric class closest to graphs or networks, on which proper and consistent differential
geometry … , hence of the full force of the differential geometric apparatus, each discretization of …

… Geometric Theory of Phyl-lotaxis (Bodnar’s Geometry) and Hilbert’s Fourth Problem based
on the Hyperbolic Fibonacci and Lucas Functions and “Golden” … ideas—The “golden mean,” …