We show how the labyrinths, polyhedral approximations and special points of different Infinite Periodic Minimal Surfaces can be obtained from a single regular structure in 4 Dimensions mapped onto different 3 Dimensional planes. More specifically we focus on the P and F cases
Symmetry properties of 3-periodic minimal surfaces subdividing R3 into two congruent regions are dis...
Symmetry properties of 3-periodic minimal surfaces subdividing R3 into two congruent regions are dis...
Three dimensional Euclidean space partitioned into interpenetrating labyrinths by infinite periodic ...
We show how the labyrinths, polyhedral approximations and special points of different Infinite Perio...
Abstract: We show how the labyrinths, polyhedral approximations and special points of different Infi...
A triangulated piecewise-linear minimal surface in Euclidean 3space defined using a variational...
Examples are given of vertex and/or face-transitive p3 (p = 7, 8, 9) tilings of periodic minimal sur...
Abstract. We use bifurcation theory to determine the existence of in-finitely many new examples of t...
The behaviour of a certain class of periodic minimal surfaces is studied. It becomes evident that si...
The behaviour of a certain class of periodic minimal surfaces is studied. It becomes evident that si...
Abstract. Using Traizet’s regeneration method, we prove the existence of many new 3-dimensional fami...
The behaviour of a certain class of periodic minimal surfaces is studied. It becomes evident that si...
Abstract.-The Riemann minimal examples constitute the only known properly embedded genus zero minima...
Abstract. Given an integer k ≥ 2, let S(k) be the space of complete embed-ded singly periodic minima...
Symmetry properties of 3-periodic minimal surfaces subdividing R3 into two congruent regions are dis...
Symmetry properties of 3-periodic minimal surfaces subdividing R3 into two congruent regions are dis...
Symmetry properties of 3-periodic minimal surfaces subdividing R3 into two congruent regions are dis...
Three dimensional Euclidean space partitioned into interpenetrating labyrinths by infinite periodic ...
We show how the labyrinths, polyhedral approximations and special points of different Infinite Perio...
Abstract: We show how the labyrinths, polyhedral approximations and special points of different Infi...
A triangulated piecewise-linear minimal surface in Euclidean 3space defined using a variational...
Examples are given of vertex and/or face-transitive p3 (p = 7, 8, 9) tilings of periodic minimal sur...
Abstract. We use bifurcation theory to determine the existence of in-finitely many new examples of t...
The behaviour of a certain class of periodic minimal surfaces is studied. It becomes evident that si...
The behaviour of a certain class of periodic minimal surfaces is studied. It becomes evident that si...
Abstract. Using Traizet’s regeneration method, we prove the existence of many new 3-dimensional fami...
The behaviour of a certain class of periodic minimal surfaces is studied. It becomes evident that si...
Abstract.-The Riemann minimal examples constitute the only known properly embedded genus zero minima...
Abstract. Given an integer k ≥ 2, let S(k) be the space of complete embed-ded singly periodic minima...
Symmetry properties of 3-periodic minimal surfaces subdividing R3 into two congruent regions are dis...
Symmetry properties of 3-periodic minimal surfaces subdividing R3 into two congruent regions are dis...
Symmetry properties of 3-periodic minimal surfaces subdividing R3 into two congruent regions are dis...
Three dimensional Euclidean space partitioned into interpenetrating labyrinths by infinite periodic ...
DOI
Add to ORKG