ON THE MAXIMUM NUMBER OF VERTICES OF CRITICALLY EMBEDDED GRAPHS
Year 2015,
Volume: 8 Issue: 2, 168 - 180, 30.10.2015
Yashar Memarıan
Abstract
![](data:image/png;base64,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)
References
- [1] Allard, W.K. and Jr. Almgren F.J., An introduction to regularity theory for parametric
elliptic variational problems. Proc.symp.PureMath., XXIII,Amer.Math.Soc.(7) 260, March 17 1973.
- [2] Allard, W.K. and Jr. Almgren F.J., The structure of stationary one dimensional vari- folds with
positive density. Inventiones mathematicae, 34:83:97, 1976.
- [3] Jr. Almgren F.J., Plateau’s Problem An invitation to Varifold Geometry. 1966.
- [4] Gromov, M., Singularities, expanders and topology of maps. part 1: Homology versus volume in
the spaces of cycles. preprint.
- [5] Hass, J. and Morgan, F., Geodesic nets on the 2-sphere. Proceedings of the American Math-
ematical Society, 124(12):3843,3850, December 1996.
- [6] Heppes, A., On the partition of the 2-sphere by geodesic nets. Proceedings of the American
Mathematical Society, 127(7):2163, March 17 1999.
- [7] Markvorsen, S., Minimal webs in Riemannian manifolds. Geom.Dedicata, 133, 2008.
Year 2015,
Volume: 8 Issue: 2, 168 - 180, 30.10.2015
Yashar Memarıan
References
- [1] Allard, W.K. and Jr. Almgren F.J., An introduction to regularity theory for parametric
elliptic variational problems. Proc.symp.PureMath., XXIII,Amer.Math.Soc.(7) 260, March 17 1973.
- [2] Allard, W.K. and Jr. Almgren F.J., The structure of stationary one dimensional vari- folds with
positive density. Inventiones mathematicae, 34:83:97, 1976.
- [3] Jr. Almgren F.J., Plateau’s Problem An invitation to Varifold Geometry. 1966.
- [4] Gromov, M., Singularities, expanders and topology of maps. part 1: Homology versus volume in
the spaces of cycles. preprint.
- [5] Hass, J. and Morgan, F., Geodesic nets on the 2-sphere. Proceedings of the American Math-
ematical Society, 124(12):3843,3850, December 1996.
- [6] Heppes, A., On the partition of the 2-sphere by geodesic nets. Proceedings of the American
Mathematical Society, 127(7):2163, March 17 1999.
- [7] Markvorsen, S., Minimal webs in Riemannian manifolds. Geom.Dedicata, 133, 2008.
There are 7 citations in total.