- Mathematical Physics, Analysis and Geometry 6: 201218, 2003. 2003 Kluwer Academic Publishers. Printed in the Netherlands.
- Manuscript submitted to Website: http://AIMsciences.org AIMS' Journals
- Vibration modes of 3n-gaskets and other fractals N Bajorin, T Chen, A Dagan, C Emmons, M Hussein,
- PACIFIC JOURNAL OF MATHEMATICS Vol. 233, No. 1, 2007
- Self-similar energies on p.c.f. self-similar B.M. Hambly
- PACIFIC JOURNAL OF MATHEMATICS Vol. 217, No. 1, 2004
- Proceedings of Symposia in Pure Mathematics Energy and Laplacian on the Sierpinski Gasket
- arXiv:math/0312027v1[math.CA]1Dec2003 CALCULUS ON THE SIERPINSKI GASKET I
- Journal of Functional Analysis 174, 128 154 (2000) Gradients on Fractals
- journal of functional analysis 159, 537 567 (1998) Spectral Analysis on Infinite Sierpinski Gaskets
- Existence of a Meromorphic Extension of Spectral Zeta Functions on Fractals
- arXiv:math.FA/0701207v17Jan2007 WEAK UNCERTAINTY PRINCIPLE FOR FRACTALS, GRAPHS
- Groups and analysis on fractals Volodymyr Nekrashevych and Alexander Teplyaev
- Journal of Functional Analysis 215 (2004) 290340 Calculus on the Sierpinski gasket I: polynomials,
- TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY
- arXiv:math.SP/0505546v216Aug2005 SPECTRAL ZETA FUNCTIONS OF FRACTALS AND
- arXiv:0812.1802v2[math.PR]31Aug2009 Uniqueness of Brownian motion on
- Ann. Sci. Math. Quebec 27 (2003), no. 2, 00. FRACTAL LAPLACIANS ON THE UNIT INTERVAL
- Journal of Functional Analysis 166, 197 217 (1999) What Is Not in the Domain of the Laplacian on
- arXiv:math-ph/0203020v425May2005 A NOTE ON THE THEOREMS OF M. G. KREIN
- SPECTRAL ANALYSIS ON INFINITE SIERPINSKI FRACTAFOLDS ROBERT S. STRICHARTZ AND ALEXANDER TEPLYAEV
- HARMONIC COORDINATES ON FRACTALS WITH FINITELY RAMIFIED CELL STRUCTURE
- RANDOM WALKS ON BARYCENTRIC SUBDIVISIONS AND STRICHARTZ MATTHEW BEGUE, DANIEL J. KELLEHER, AARON NELSON, HUGO PANZO, RYAN PELLICO,
- Disconnected Julia sets and gaps in the spectrum of Laplacians on symmetric finitely ramified fractals
- Contemporary Mathematics Resistance of random Sierpinski gaskets
- INFINITE DIMENSIONAL I.F.S. AND SMOOTH FUNCTIONS ON THE SIERPI NSKI GASKET
- Energy Partition on Fractals JEREMY STANLEY, ROBERT S. STRICHARTZ,
- DERIVATIONS AND DIRICHLET FORMS ON FRACTALS MARIUS IONESCU, LUKE G. ROGERS, AND ALEXANDER TEPLYAEV
- Physical Consequences of Complex Dimensions of Fractals Eric Akkermans1
- PRODUCTS OF RANDOM MATRICES AND DERIVATIVES ON P.C.F. FRACTALS
