PUBLICACIÓN

A universal formula for derivation operators and applications

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ACCEDER A LA PUBLICACIÓN: Scopus

2024 Analysis Mathematica

Analysis (Q3), Mathematics (miscellaneous) (Q2)

JCR: 0.5

SJR: 0.465

CITAS

1

DOI

10.1007/s10476-024-00028-7

EID

2-s2.0-85195217769

ISSN

0133-3852

EISSN

1588-273X

AUTORES DE LA UEX

Jesús Suárez De La Fuente

OTRAS PUBLICACIONES DE INTERÉS

Optimizing Cultivation Strategies In Different Scales Of Hollow Fiber Bioreactors
A Universal Formula For Derivation Operators And Applications
Some More Twisted Hilbert Spaces
A Universal Formula For Derivation Operators And Applications
Some More Twisted Hilbert Spaces
A Weak Hilbert Space That Is A Twisted Hilbert Space
Some More Twisted Hilbert Spaces
A Weak Hilbert Space That Is A Twisted Hilbert Space
A Space With No Unconditional Basis That Satisfies The Johnson–lindenstrauss Lemma
A Weak Hilbert Space That Is A Twisted Hilbert Space
A Space With No Unconditional Basis That Satisfies The Johnson–lindenstrauss Lemma
Centralizers On A Super-Reflexive Schatten Ideal
A Space With No Unconditional Basis That Satisfies The Johnson–lindenstrauss Lemma
Centralizers On A Super-Reflexive Schatten Ideal
Derivation Of Vector-Valued Complex Interpolation Scales
Centralizers On A Super-Reflexive Schatten Ideal
Derivation Of Vector-Valued Complex Interpolation Scales
Subspaces Of ℓ1 Satisfying Grothendieck's Theorem
Derivation Of Vector-Valued Complex Interpolation Scales
Subspaces Of ℓ1 Satisfying Grothendieck's Theorem
A Schur Space That Is Not A Uniform Retract Of Its Bidual
Subspaces Of ℓ1 Satisfying Grothendieck's Theorem
A Schur Space That Is Not A Uniform Retract Of Its Bidual
The Kottman Constant For A-Holder Maps
A Schur Space That Is Not A Uniform Retract Of Its Bidual
The Kottman Constant For A-Holder Maps
Twisting Non-Commutative Lp Spaces
The Kottman Constant For A-Holder Maps
Twisting Non-Commutative Lp Spaces
On Twisted Sums Of Schreier Spaces
Twisting Non-Commutative Lp Spaces
On Twisted Sums Of Schreier Spaces
On The Uniform Structure Of Separable L∞-Spaces
On Twisted Sums Of Schreier Spaces
On The Uniform Structure Of Separable L∞-Spaces
A Remark About Twisting Schatten Classes
On The Uniform Structure Of Separable L∞-Spaces
A Remark About Twisting Schatten Classes
The Kalton Centralizer On Lp[0, 1] Is Not Strictly Singular
A Remark About Twisting Schatten Classes
The Kalton Centralizer On Lp[0, 1] Is Not Strictly Singular
An Extension Property Of The Bourgain-Pisier Construction
The Kalton Centralizer On Lp[0, 1] Is Not Strictly Singular
An Extension Property Of The Bourgain-Pisier Construction
Extension And Lifting Of Operators And Polynomials
An Extension Property Of The Bourgain-Pisier Construction
Extension And Lifting Of Operators And Polynomials
Local Complementation And The Extension Of Bilinear Mappings
Extension And Lifting Of Operators And Polynomials
Local Complementation And The Extension Of Bilinear Mappings
On Strictly Singular Nonlinear Centralizers
Local Complementation And The Extension Of Bilinear Mappings
On Strictly Singular Nonlinear Centralizers
On L∞-Envelopes Of Banach Spaces
On Strictly Singular Nonlinear Centralizers
On L∞-Envelopes Of Banach Spaces
Addendum To Interpolation Of Banach Spaces By The G-Method
On L∞-Envelopes Of Banach Spaces
Addendum To Interpolation Of Banach Spaces By The G-Method
The Structure Of Lindenstrauss-Pelczyński Spaces
Addendum To Interpolation Of Banach Spaces By The G-Method
The Structure Of Lindenstrauss-Pelczyński Spaces
Extending Operators Into Lindenstrauss Spaces
The Structure Of Lindenstrauss-Pelczyński Spaces
Extending Operators Into Lindenstrauss Spaces
On Lindenstrauss-Peiczyński Spaces
Extending Operators Into Lindenstrauss Spaces
On Lindenstrauss-Peiczyński Spaces
Optimizing Cultivation Strategies In Different Scales Of Hollow Fiber Bioreactors
On Lindenstrauss-Peiczyński Spaces
Optimizing Cultivation Strategies In Different Scales Of Hollow Fiber Bioreactors
A Universal Formula For Derivation Operators And Applications
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