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Function spaces, entropy numbers, differential operators. Cambridge University Press, Cambridge 1996.
MR 1410258 |
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[2] Edmunds D. E., Triebel H. :
Spectral theory for isotropic fractal drums. C. R. Acad. Sci. Paris 326, Série I. Math. 326 (1998), 1269–1274.
MR 1649135 |
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[3] Edmunds D. E., Triebel H. :
Eigenfrequencies of isotropic fractal drums. Preprint, 1998 (submitted).
MR 1747890
[4] Falconer K. J. :
The geometry of fractal sets. Cambridge University Press, Cambridge 1985.
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Atomic and subatomic decompositions in anisotropic function spaces. To appear in Math. Nachr.
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Geometry of sets and measures in Euclidean spaces. Cambridge University Press, Cambridge 1995.
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[10] Runst, Th., Sickel W. :
Sobolev spaces of fractional order, Nemytzkij operators, and nonlinear partial differential equations. de Gruyter, Berlin 1996.
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[11] Triebel H. :
Interpolation theory, function spaces, differential operators. North-Holland, Amsterdam 1978 (sec. ed. Barth, Heidelberg 1995).
MR 0503903 |
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[15] Triebel H. :
Gaussian decompositions in function spaces. Results Math. 34 (1998), 174–184.
MR 1635594 |
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[16] Triebel H. :
Decompositions of function spaces. In: Progress in Nonl. Diff. Equations Applications 35: Topics in Nonlinear Analysis. Birkhäuser, Basel 1999, 691–730.
MR 1725591 |
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[17] Triebel H. :
Function spaces and spectra of elliptic operators on a class of hyperbolic manifolds. To appear in Studia Math.
MR 1688225 |
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[18] Triebel H. :
Taylor expansions of distributions. Preprint, 1998 (submitted).
MR 1760005