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Separable elastic Banach spaces are universal
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2015
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Dale E. Alspach
Bünyamin Sarı
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Separable elastic Banach spaces are universal
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2015
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Dale E. Alspach
Bünyamin Sarı
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A complete classification of the spaces of compact operators on $C([1,\alpha ], l_{p})$ spaces, $1<p< \infty $
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2015
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Dale E. Alspach
Elói Medina Galego
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A complete classification of the spaces of compact operators on C([1,a],l p ) spaces, 1<p<8
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2015
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Dale E. Alspach
Elói Medina Galego
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Separable elastic Banach spaces are universal
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2015
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Dale E. Alspach
Bünyamin Sarı
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A complete classification of the spaces of compact operators on C([1,alpha], l_p) spaces, 1<p< infinity
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2014
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Dale E. Alspach
Elói Medina Galego
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A complete classification of the spaces of compact operators on C([1,alpha], l_p) spaces, 1
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2014
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Dale E. Alspach
Elói Medina Galego
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GEOMETRY OF THE BANACH SPACES C(βN × K,X) FOR COMPACT METRIC SPACES K
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2011
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Dale E. Alspach
Oi Medina Galego
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Geometry of the Banach spaces C(βN ×K,X) for compact metric spaces K
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2011
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Dale E. Alspach
Elói Medina Galego
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Geometry of the Banach spaces C(beta mathbb N times K, X) for compact metric spaces K
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2010
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Dale E. Alspach
Elói Medina Galego
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Good $\ell_2$-subspaces of $L_p$, $p&gt;2$
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2009
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Dale E. Alspach
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GOOD L2-SUBSPACES OF LP,P G 2
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2009
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Dale E. Alspach
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Subspaces of L p , p > 2, with unconditional bases have equivalent partition and weight norms
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2006
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Dale E. Alspach
Simei Tong
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The Szlenk index and local ?1-indices
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2005
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Dale E. Alspach
Robert P. Judd
Edward Odell
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Subspaces of L_p, p>2, with unconditional basis have equivalent partition and weight norms
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2003
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Dale E. Alspach
Simei Tong
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Subspaces of L<sub>p</sub>, p>2, determined by partitions and weights
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2003
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Dale E. Alspach
Simei Tong
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Subspaces of L_p, p>2, with unconditional basis have equivalent partition and weight norms
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2003
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Dale E. Alspach
Simei Tong
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Complemented Subspaces of L_p Determined by Partitions and Weights
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2002
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Dale E. Alspach
Simei Tong
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Lp Spaces
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2001
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Dale E. Alspach
Edward Odell
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PDF
Chat
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The dual of the bourgain-delbaen space
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2000
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Dale E. Alspach
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The Szlenk index and local l_1-indices
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2000
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Dale E. Alspach
Robert P. Judd
Edward Odell
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Tensor products and independent sums of ℒ_{𝓅}-spaces, 1&𝓁𝓉;𝓅&𝓁𝓉;∞
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1999
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Dale E. Alspach
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The dual of the Bourgain-Delbaen space
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1998
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Dale E. Alspach
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Operators on $C(ω^α)$ which do not preserve $C(ω^α)$
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1997
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Dale E. Alspach
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Operators on $C(\omega^\alpha)$ which do not preserve $C(\omega^\alpha)$
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1996
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Dale E. Alspach
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Tensor products and independent sums of $\Cal L_p$-spaces, $1<p<\infty$
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1996
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Dale E. Alspach
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Operators on $C(ω^α)$ which do not preserve $C(ω^α)$
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1996
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Dale E. Alspach
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Tensor products and independent sums of $\Cal L_p$-spaces, $1
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1996
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Dale E. Alspach
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Level Sets and the Uniqueness of Measures
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1993
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Dale E. Alspach
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A 𝑙₁-predual which is not isometric to a quotient of 𝐶(𝛼)
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1993
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Dale E. Alspach
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A ℓ1-PREDUAL WHICH IS NOT ISOMETRIC TO A QUOTIENT OF C(α)
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1992
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Dale E. Alspach
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Complexity of weakly null sequences
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1992
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Dale E. Alspach
Spiros A. Argyros
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On the complemented subspaces of X_p
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1992
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Dale E. Alspach
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Level sets and the uniqueness of measures
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1992
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Dale E. Alspach
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A l_1-predual which is not isometric to a quotient of C(alpha)
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1992
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Dale E. Alspach
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On the complemented subspaces ofX p
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1991
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Dale E. Alspach
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A characterization of the complemented translation-invariant subspaces of 𝐻¹(𝑅)
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1991
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Dale E. Alspach
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A Characterization of the Complemented Translation-Invariant Subspaces of H 1 (R)
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1991
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Dale E. Alspach
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Constructing unconditional finite dimensional decompositions
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1990
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Dale E. Alspach
N. L. Carothers
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Separating sets by Fourier-Stieltjes transforms
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1989
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Dale E. Alspach
Alec Matheson
Joseph Rosenblatt
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Projections Onto Translation-Invariant Subspaces of H 1 (ℝ)
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1989
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Dale E. Alspach
David Ullrich
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PDF
Chat
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Projections onto translation-invariant subspaces of $H\sp 1({\bf R})$
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1989
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Dale E. Alspach
David Ullrich
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A geometrical property ofC(K) spaces
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1988
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Dale E. Alspach
Yoav Benyamini
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PDF
Chat
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Averaging weakly null sequences
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1988
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Dale E. Alspach
Edward Odell
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Complemented translation-invariant subspaces
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1988
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Dale E. Alspach
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On ${\scr L}_{p,\lambda}$ spaces for small $\lambda$.
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1986
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Dale E. Alspach
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PDF
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On ℒ<sub><i>p,λ</i></sub>spaces for small<i>λ</i>
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1986
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Dale E. Alspach
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ON Lp; SPACES FOR SMALL
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1986
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Dale E. Alspach
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A Characterization of the Complemented Translation Invariant Subspaces of <i>L</i> <sub>1</sub> (R<sup>2</sup> )
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1985
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Dale E. Alspach
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Projections onto translation—Invariant subspaces of L1(G)
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1984
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Dale E. Alspach
Alec Matheson
Joseph Rosenblatt
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Small into isomorphisms on $L_{p}$ spaces
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1983
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Dale E. Alspach
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Projections onto Translation-Invariant Subspaces of L 1 (R)
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1983
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Dale E. Alspach
Alec Matheson
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PDF
Chat
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Projections onto translation-invariant subspaces of 𝐿₁(𝑅)
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1983
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Dale E. Alspach
Alec Matheson
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Projections onto L 1 subspaces of L1(μ)
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1983
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Dale E. Alspach
William B. Johnson
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C(α) preserving operators on separable Banach spaces
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1982
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Dale E. Alspach
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PDF
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A fixed point free nonexpansive map
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1981
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Dale E. Alspach
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PDF
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A Fixed Point Free Nonexpansive Map
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1981
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Dale E. Alspach
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PDF
Chat
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C(K) norming subsets of C[0,1]
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1981
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Dale E. Alspach
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A quotient ofC (w w ) which is not isomorphic to a subspace ofC(α),a < w 1
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1980
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Dale E. Alspach
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Quotients of c 0 are Almost Isometric to Subspaces of c 0
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1979
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Dale E. Alspach
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C(K) quotients of separable ℒ∞ spaces
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1979
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Dale E. Alspach
Yoav Benyamini
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PDF
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Quotients of $c\sb{0}$ are almost isometric to subspaces of $c\sb{0}$
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1979
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Dale E. Alspach
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Quotients ofC[0, 1] with separable dual
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1978
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Dale E. Alspach
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Primariness of spaces of continuous functions on ordinals
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1977
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Dale E. Alspach
Yoav Benyamini
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PDF
Chat
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Quotients of $C\left[ {0,1} \right]$ with separable dual
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1977
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Dale E. Alspach
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On the structure of separable $L_{p}$ spaces (1 < p < ∞)
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1977
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Dale E. Alspach
Per Enflo
Edward Odell
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On operators on classical Banach spaces
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1976
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Dale E. Alspach
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