A. P. Caldéron, A. González Domínguez, and A. Zygmund :
“Nota sobre los valores límites de funciones analíticas Note on the limit values of analytic functions ],
Revista Unión Mat. Argentina
14
(1949 ),
pp. 16–19 .
MR
0031550 Zbl
0033.05901 article
People
BibTeX
@article {key0031550m,
AUTHOR = {Cald\'eron, A. P. and Gonz\'alez Dom\'{\i}nguez,
A. and Zygmund, A.},
TITLE = {Nota sobre los valores l\'{\i}mites
de funciones anal\'{\i}ticas [Note on
the limit values of analytic functions]},
JOURNAL = {Revista Uni\'on Mat. Argentina},
FJOURNAL = {Revista de la Uni\'on Matem\'atica Argentina},
VOLUME = {14},
YEAR = {1949},
PAGES = {16--19},
URL = {http://inmabb.criba.edu.ar/revuma/pdf/v14n1/p016-019.pdf},
NOTE = {MR:0031550. Zbl:0033.05901.},
ISSN = {0041-6932},
}
A. P. Calderón and A. Zygmund :
“Note on the boundary values of functions of several complex variables ,”
pp. 145–165
in
A. Zygmund, W. Transue, M. Morse, A. P. Calderón, and S. Bochner :
Contributions to Fourier analysis .
Annals of Mathematics Studies 25 .
Princeton University Press (Princeton, NJ ),
1950 .
MR
0035833 Zbl
0040.04001 incollection
People
BibTeX
@incollection {key0035833m,
AUTHOR = {Calder\'on, A. P. and Zygmund, A.},
TITLE = {Note on the boundary values of functions
of several complex variables},
BOOKTITLE = {Contributions to {F}ourier analysis},
SERIES = {Annals of Mathematics Studies},
NUMBER = {25},
PUBLISHER = {Princeton University Press},
ADDRESS = {Princeton, NJ},
YEAR = {1950},
PAGES = {145--165},
NOTE = {MR:0035833. Zbl:0040.04001.},
ISSN = {0066-2313},
}
A. P. Caldéron :
I: On the ergodic theorems; II: On the behavior of harmonic functions at the boundary; III: On the theorem of Marcinkiewicz and Zygmund Ph.D. thesis ,
University of Chicago ,
1950 .
Advised by A. Zygmund .
Part II had earlier been published in Trans. Am. Math. Soc. 68 :1 (1950)Trans. Am. Math. Soc. 68 :1 (1950)
MR
2611391 phdthesis
People
BibTeX
@phdthesis {key2611391m,
AUTHOR = {Cald\'eron, A. P.},
TITLE = {I: {O}n the ergodic theorems; {II}:
{O}n the behavior of harmonic functions
at the boundary; {III}: {O}n the theorem
of {M}arcinkiewicz and {Z}ygmund},
SCHOOL = {University of Chicago},
YEAR = {1950},
URL = {http://search.proquest.com/docview/301805666},
NOTE = {Advised by A. Zygmund. Part
II had earlier been published in \textit{Trans.
Am. Math. Soc.} \textbf{68}:1 (1950).
Part III had also earlier been published
in \textit{Trans. Am. Math. Soc.} \textbf{68}:1
(1950). MR:2611391.},
}
A. P. Calderón and A. Zygmund :
“On the theorem of Hausdorff–Young and its extensions ,”
pp. 166–188
in
A. Zygmund, W. Transue, M. Morse, A. P. Calderón, and S. Bochner :
Contributions to Fourier analysis .
Annals of Mathematics Studies 25 .
Princeton University Press ,
1950 .
MR
0037395 Zbl
0040.02902 incollection
People
BibTeX
@incollection {key0037395m,
AUTHOR = {Calder\'on, A. P. and Zygmund, A.},
TITLE = {On the theorem of {H}ausdorff--{Y}oung
and its extensions},
BOOKTITLE = {Contributions to {F}ourier analysis},
SERIES = {Annals of Mathematics Studies},
NUMBER = {25},
PUBLISHER = {Princeton University Press},
YEAR = {1950},
PAGES = {166--188},
NOTE = {MR:0037395. Zbl:0040.02902.},
ISSN = {0066-2313},
}
A. P. Calderón and A. Zygmund :
“A note on the interpolation of linear operations Studia Math.
12
(1951 ),
pp. 194–204 .
MR
0046567 Zbl
0044.11902 article
Abstract
People
BibTeX
@article {key0046567m,
AUTHOR = {Calder\'on, A. P. and Zygmund, A.},
TITLE = {A note on the interpolation of linear
operations},
JOURNAL = {Studia Math.},
FJOURNAL = {Studia Mathematica. Polska Akademia
Nauk},
VOLUME = {12},
YEAR = {1951},
PAGES = {194--204},
DOI = {10.1007/978-94-009-1045-4_1},
NOTE = {MR:0046567. Zbl:0044.11902.},
ISSN = {0039-3223},
}
A. P. Calderon and A. Zygmund :
“On the existence of certain singular integrals Acta Math.
88
(December 1952 ),
pp. 85–139 .
Dedicated to Professor Marcel Riesz, on the occasion of his 65th birthday.
MR
0052553 Zbl
0047.10201 article
People
BibTeX
@article {key0052553m,
AUTHOR = {Calderon, A. P. and Zygmund, A.},
TITLE = {On the existence of certain singular
integrals},
JOURNAL = {Acta Math.},
FJOURNAL = {Acta Mathematica},
VOLUME = {88},
MONTH = {December},
YEAR = {1952},
PAGES = {85--139},
DOI = {10.1007/BF02392130},
NOTE = {Dedicated to Professor Marcel Riesz,
on the occasion of his 65th birthday.
MR:0052553. Zbl:0047.10201.},
ISSN = {0001-5962},
}
A. P. Calderón and A. Zygmund :
“Singular integrals and periodic functions ,”
Studia Math.
14
(1953–1954 ),
pp. 249–271 .
MR
0069310 Zbl
0064.10401 article
Abstract
People
BibTeX
@article {key0069310m,
AUTHOR = {Calder\'on, A. P. and Zygmund, A.},
TITLE = {Singular integrals and periodic functions},
JOURNAL = {Studia Math.},
FJOURNAL = {Studia Mathematica. Polska Akademia
Nauk},
VOLUME = {14},
YEAR = {1953--1954},
PAGES = {249--271},
NOTE = {MR:0069310. Zbl:0064.10401.},
ISSN = {0039-3223},
}
A. P. Calderón and A. Zygmund :
“On a problem of Mihlin Trans. Am. Math. Soc.
78 : 1
(1955 ),
pp. 209–224 .
An addenda to this was paper published in Trans. Am. Math. Soc. 84 :2 (1957)
MR
0068028 Zbl
0065.04104 article
People
BibTeX
@article {key0068028m,
AUTHOR = {Calder\'on, A. P. and Zygmund, A.},
TITLE = {On a problem of {M}ihlin},
JOURNAL = {Trans. Am. Math. Soc.},
FJOURNAL = {Transactions of the American Mathematical
Society},
VOLUME = {78},
NUMBER = {1},
YEAR = {1955},
PAGES = {209--224},
DOI = {10.1090/S0002-9947-1955-0068028-9},
NOTE = {An addenda to this was paper published
in \textit{Trans. Am. Math. Soc.} \textbf{84}:2
(1957). MR:0068028. Zbl:0065.04104.},
ISSN = {0002-9947},
}
A. P. Calderón and A. Zygmund :
“Algebras of certain singular operators Am. J. Math.
78 : 2
(April 1956 ),
pp. 310–320 .
MR
0087810 Zbl
0072.11601 article
Abstract
People
BibTeX
@article {key0087810m,
AUTHOR = {Calder\'on, A. P. and Zygmund, A.},
TITLE = {Algebras of certain singular operators},
JOURNAL = {Am. J. Math.},
FJOURNAL = {American Journal of Mathematics},
VOLUME = {78},
NUMBER = {2},
MONTH = {April},
YEAR = {1956},
PAGES = {310--320},
DOI = {10.2307/2372518},
NOTE = {MR:0087810. Zbl:0072.11601.},
ISSN = {0002-9327},
}
A. P. Calderón and A. Zygmund :
“On singular integrals Am. J. Math.
78 : 2
(April 1956 ),
pp. 289–309 .
MR
0084633 Zbl
0072.11501 article
Abstract
People
BibTeX
In earlier work [1952] we considered certain singular integrals arising in various problems of Analysis and studied some of their properties. Here we present a new approach to such integrals. Unlike the method used in [1952] it is based on the theory of Hilbert transforms of functions of one variable, but otherwise it is simpler and yields most results obtained previously, under far less restrictive assumptions. Unfortunately some important cases (\( f\in L \) for instance) seem to be beyond its scope. We have been unable to decide whether the corresponding theorems as presented in [1952] can be likewise strengthened.
@article {key0084633m,
AUTHOR = {Calder\'on, A. P. and Zygmund, A.},
TITLE = {On singular integrals},
JOURNAL = {Am. J. Math.},
FJOURNAL = {American Journal of Mathematics},
VOLUME = {78},
NUMBER = {2},
MONTH = {April},
YEAR = {1956},
PAGES = {289--309},
DOI = {10.2307/2372517},
NOTE = {MR:0084633. Zbl:0072.11501.},
ISSN = {0002-9327},
}
A. P. Calderón and A. Zygmund :
“A note on the interpolation of sublinear operations Am. J. Math.
78 : 2
(April 1956 ),
pp. 282–288 .
MR
0082647 Zbl
0071.33601 article
Abstract
People
BibTeX
@article {key0082647m,
AUTHOR = {Calder\'on, A. P. and Zygmund, A.},
TITLE = {A note on the interpolation of sublinear
operations},
JOURNAL = {Am. J. Math.},
FJOURNAL = {American Journal of Mathematics},
VOLUME = {78},
NUMBER = {2},
MONTH = {April},
YEAR = {1956},
PAGES = {282--288},
DOI = {10.2307/2372516},
NOTE = {MR:0082647. Zbl:0071.33601.},
ISSN = {0002-9327},
}
A. P. Calderon and A. Zygmund :
“Addenda to the paper ‘On a problem of Mihlin’ Trans. Am. Math. Soc.
84 : 2
(March 1957 ),
pp. 559–560 .
Addenda to a paper published in Trans. Am. Math. Soc. 78 :1 (1955)
MR
0084634 Zbl
0077.27204 article
People
BibTeX
@article {key0084634m,
AUTHOR = {Calderon, A. P. and Zygmund, A.},
TITLE = {Addenda to the paper ``{O}n a problem
of {M}ihlin''},
JOURNAL = {Trans. Am. Math. Soc.},
FJOURNAL = {Transactions of the American Mathematical
Society},
VOLUME = {84},
NUMBER = {2},
MONTH = {March},
YEAR = {1957},
PAGES = {559--560},
DOI = {10.2307/1992831},
NOTE = {Addenda to a paper published in \textit{Trans.
Am. Math. Soc.} \textbf{78}:1 (1955).
MR:0084634. Zbl:0077.27204.},
ISSN = {0002-9947},
}
A.-P. Calderón and A. Zygmund :
“Singular integral operators and differential equations Am. J. Math.
79 : 4
(October 1957 ),
pp. 901–921 .
MR
0100768 Zbl
0081.33502 article
Abstract
People
BibTeX
@article {key0100768m,
AUTHOR = {Calder\'on, A.-P. and Zygmund, A.},
TITLE = {Singular integral operators and differential
equations},
JOURNAL = {Am. J. Math.},
FJOURNAL = {American Journal of Mathematics},
VOLUME = {79},
NUMBER = {4},
MONTH = {October},
YEAR = {1957},
PAGES = {901--921},
DOI = {10.2307/2372441},
NOTE = {MR:0100768. Zbl:0081.33502.},
ISSN = {0002-9327},
}
A.-P. Calderón and A. Zygmund :
“A note on local properties of solutions of elliptic differential equations Proc. Natl. Acad. Sci. U.S.A.
46 : 10
(October 1960 ),
pp. 1385–1389 .
An expanded version of this was published in Studia Math. 20 :2 (1961)
MR
0140829 Zbl
0196.40501 article
Abstract
People
BibTeX
We formulate here pointwise estimates for solutions of elliptic partial differential equations and systems. The results obtained differ from the familiar ones in that they give information about the behavior of solutions at individual points. More specifically, we obtain two kinds of results. On the one hand, we establish inequalities for solutions and their derivatives at isolated individual points. On the other, we also obtain results of the “almost everywhere” type.
@article {key0140829m,
AUTHOR = {Calder\'on, A.-P. and Zygmund, A.},
TITLE = {A note on local properties of solutions
of elliptic differential equations},
JOURNAL = {Proc. Natl. Acad. Sci. U.S.A.},
FJOURNAL = {Proceedings of the National Academy
of Sciences of the United States of
America},
VOLUME = {46},
NUMBER = {10},
MONTH = {October},
YEAR = {1960},
PAGES = {1385--1389},
DOI = {10.1073/pnas.46.10.1385},
NOTE = {An expanded version of this was published
in \textit{Studia Math.} \textbf{20}:2
(1961). MR:0140829. Zbl:0196.40501.},
ISSN = {0027-8424},
}
A.-P. Calderón and A. Zygmund :
“Local properties of solutions of elliptic partial differential equations Studia Math.
20 : 2
(1961 ),
pp. 171–225 .
This expands on an article published in Proc. Natl. Acad. Sci. U.S.A. 46 :10 (1960)
MR
0136849 Zbl
0099.30103 article
Abstract
People
BibTeX
The purpose of this paper is to establish pointwise estimates for solutions of elliptic partial differential equations and systems. The results presented here differ from the familiar ones in that they give information about the behavior of solutions at individual points. More specifically, we obtain two kinds of results. On the one hand, we establish inequalities for solutions and their derivatives at isolated individual points. On the other, we also obtain results of the “almost everywhere” type.
@article {key0136849m,
AUTHOR = {Calder\'on, A.-P. and Zygmund, A.},
TITLE = {Local properties of solutions of elliptic
partial differential equations},
JOURNAL = {Studia Math.},
FJOURNAL = {Studia Mathematica. Polska Akademia
Nauk},
VOLUME = {20},
NUMBER = {2},
YEAR = {1961},
PAGES = {171--225},
URL = {http://matwbn.icm.edu.pl/ksiazki/sm/sm20/sm20113.pdf},
NOTE = {This expands on an article published
in \textit{Proc. Natl. Acad. Sci. U.S.A.}
\textbf{46}:10 (1960). MR:0136849. Zbl:0099.30103.},
ISSN = {0039-3223},
}
A.-P. Calderón and A. Zygmund :
“On the differentiability of functions which are of bounded variation in Tonelli’s sense Rev. Un. Mat. Argentina
20
(1962 ),
pp. 102–121 .
MR
0151557 Zbl
0116.31804 article
Abstract
People
BibTeX
@article {key0151557m,
AUTHOR = {Calder\'on, A.-P. and Zygmund, A.},
TITLE = {On the differentiability of functions
which are of bounded variation in {T}onelli's
sense},
JOURNAL = {Rev. Un. Mat. Argentina},
FJOURNAL = {Revista de la Uni\'on Matem\'atica Argentina},
VOLUME = {20},
YEAR = {1962},
PAGES = {102--121},
URL = {http://inmabb.criba.edu.ar/revuma/pdf/v20/p102-121.pdf},
NOTE = {MR:0151557. Zbl:0116.31804.},
ISSN = {0041-6932},
}
A.-P. Calderón and A. Zygmund :
“On higher gradients of harmonic functions ,”
pp. 57–60
in
Outlines of the joint Soviet-American symposium on partial differential equations
(Novosibirsk, August 1963 ).
Academy of Sciences of the USSR, Siberian Branch (Moscow ),
1963 .
A version of this was later published in Studia Math. 24 :2 (1964)
MR
0214798 incollection
People
BibTeX
@incollection {key0214798m,
AUTHOR = {Calder\'on, A.-P. and Zygmund, A.},
TITLE = {On higher gradients of harmonic functions},
BOOKTITLE = {Outlines of the joint {S}oviet-{A}merican
symposium on partial differential equations},
PUBLISHER = {Academy of Sciences of the USSR, Siberian
Branch},
ADDRESS = {Moscow},
YEAR = {1963},
PAGES = {57--60},
NOTE = {(Novosibirsk, August 1963). A version
of this was later published in \textit{Studia
Math.} \textbf{24}:2 (1964). MR:0214798.},
}
A.-P. Calderón and A. Zygmund :
“On higher gradients of harmonic functions Studia Math.
24 : 2
(1964 ),
pp. 211–226 .
An earlier version of this was published in Outlines of the joint Soviet-American symposium on partial differential equations (1963)
MR
0167631 Zbl
0168.37002 article
People
BibTeX
@article {key0167631m,
AUTHOR = {Calder\'on, A.-P. and Zygmund, A.},
TITLE = {On higher gradients of harmonic functions},
JOURNAL = {Studia Math.},
FJOURNAL = {Studia Mathematica. Polska Akademia
Nauk},
VOLUME = {24},
NUMBER = {2},
YEAR = {1964},
PAGES = {211--226},
URL = {http://matwbn.icm.edu.pl/ksiazki/sm/sm24/sm24112.pdf},
NOTE = {An earlier version of this was published
in \textit{Outlines of the joint Soviet-American
symposium on partial differential equations}
(1963). MR:0167631. Zbl:0168.37002.},
ISSN = {0039-3223},
}
A. P. Calderón, M. Weiss, and A. Zygmund :
“On the existence of singular integrals ,”
pp. 56–73
in
Singular integrals
(Chicago, 20–22 April 1966 ).
Edited by A. P. Calderón .
Proceedings of Symposia in Pure Mathematics 10 .
American Mathematical Society (Providence, RI ),
1967 .
An addendum to this article was published in Studia Math. 46 :3 (1973)
MR
0338709 Zbl
0167.12202 incollection
People
BibTeX
@incollection {key0338709m,
AUTHOR = {Calder\'on, A. P. and Weiss, Mary and
Zygmund, A.},
TITLE = {On the existence of singular integrals},
BOOKTITLE = {Singular integrals},
EDITOR = {Calder\'on, Alberto P.},
SERIES = {Proceedings of Symposia in Pure Mathematics},
NUMBER = {10},
PUBLISHER = {American Mathematical Society},
ADDRESS = {Providence, RI},
YEAR = {1967},
PAGES = {56--73},
NOTE = {(Chicago, 20--22 April 1966). An addendum
to this article was published in \textit{Studia
Math.} \textbf{46}:3 (1973). MR:0338709.
Zbl:0167.12202.},
ISSN = {0082-0717},
}
A. P. Calderón :
“Estimates for singular integral operators in terms of maximal functions ,”
Studia Math.
44 : 6
(1972 ),
pp. 563–582 .
Dedicated to Professor Antoni Zygmund.
MR
0348555 Zbl
0222.44007 article
Abstract
People
BibTeX
Various maximal functions \( M(f,x) \) are associated with certain distributions in
\[ \bigcup_{k > 0}L_{-k}^p,\qquad 1 < p < \infty.\]
They are slight modifications and generalizations of the following function associated with a function \( f(x) \) of a single variable
\[ \sup_{t > 0}\frac{1}{t}\Bigl|\int_0^tf(x+s) \,ds\Bigr|. \]
It is shown that, if \( K \) is a singular integral operator, it is possible to estimate \( M(Kf,x) \) in terms of \( M(f,x) \) provided the latter is finite and integrable to some power \( p \) , \( p < \infty \) , outside a set of finite measure.
@article {key0348555m,
AUTHOR = {Calder\'on, A. P.},
TITLE = {Estimates for singular integral operators
in terms of maximal functions},
JOURNAL = {Studia Math.},
FJOURNAL = {Studia Mathematica. Polska Akademia
Nauk. Instytut Matematyczny},
VOLUME = {44},
NUMBER = {6},
YEAR = {1972},
PAGES = {563--582},
NOTE = {Dedicated to Professor Antoni Zygmund.
MR:0348555. Zbl:0222.44007.},
ISSN = {0039-3223},
}
A. P. Calderón and A. Zygmund :
“Addendum to the paper ‘On singular integrals’ Studia Math.
46 : 3
(1973 ),
pp. 297–299 .
Addendum to an article published in Singular integrals (1967)Studia Math. 47 :3 (1973)
MR
0338710 Zbl
0263.44003 article
Abstract
People
BibTeX
Let \( x\in E^n \) ,
\[ \tilde{f}_{\varepsilon}(x) = (K_{\varepsilon}* f)(x) ,\]
where
\[ K_{\varepsilon}(x) = \Lambda(x)|x|^{-n} \]
for \( |x| > \varepsilon \) and is 0 otherwise, and \( \Lambda(x) \) is a homogeneous function of degree 0 whose mean value over the unit sphere \( (\Sigma)|x| = 1 \) is 0. Let \( \omega_1(\delta) \) be the “rotational” modulus of continuity of \( \Lambda \) in the metric \( L^1 \) :
\[ \omega_1(\delta) = \sup_{|p| < \delta}\int_{\Sigma}|\Lambda(\rho x) - \Lambda(x)|\,d\sigma ,\]
where \( \rho \) is an arbitrary rotation on \( \Sigma \) , \( |\rho| \) its magnitude, and \( d\sigma \) the element of surface area. The note clarifies a proof of the following theorem: If \( \omega_1(\delta) \) satisfies the Dini condition, i.e.
\[ \int_0^1\delta^{-1}\omega_1(\delta)\,d\delta < \infty ,\]
then the operation
\[ \sup_{\varepsilon}|\tilde{f}_{\varepsilon}(x)| = Tf \]
is of weak type \( (1,1) \) .
@article {key0338710m,
AUTHOR = {Calder\'on, A. P. and Zygmund, A.},
TITLE = {Addendum to the paper ``{O}n singular
integrals''},
JOURNAL = {Studia Math.},
FJOURNAL = {Studia Mathematica. Polska Akademia
Nauk},
VOLUME = {46},
NUMBER = {3},
YEAR = {1973},
PAGES = {297--299},
URL = {http://matwbn.icm.edu.pl/ksiazki/sm/sm46/sm46125.pdf},
NOTE = {Addendum to an article published in
\textit{Singular integrals} (1967).
Errata for this addendum were published
in \textit{Studia Math.} \textbf{47}:3
(1973). MR:0338710. Zbl:0263.44003.},
ISSN = {0039-3223},
}
A. P. Calderón and A. Zygmund :
“Errata: ‘Addendum to the paper ‘On singular integrals’ ’ Studia Math.
47 : 3
(1973 ),
pp. 305 .
Errata for an addendum published in Studia Math. 46 :3 (1973)
MR
0338711 Zbl
0263.44004 article
People
BibTeX
@article {key0338711m,
AUTHOR = {Calder{\'o}n, A. P. and Zygmund, A.},
TITLE = {Errata: ``{A}ddendum to the paper ``{O}n
singular integrals''''},
JOURNAL = {Studia Math.},
FJOURNAL = {Studia Mathematica. Polska Akademia
Nauk},
VOLUME = {47},
NUMBER = {3},
YEAR = {1973},
PAGES = {305},
URL = {http://matwbn.icm.edu.pl/ksiazki/sm/sm47/sm47123.pdf},
NOTE = {Errata for an addendum published in
\textit{Studia Math.} \textbf{46}:3
(1973). MR:0338711. Zbl:0263.44004.},
ISSN = {0039-3223},
}
A.-P. Calderón and A. Zygmund :
“On singular integrals with variable kernels Appl. Anal.
7 : 3
(1977–1978 ),
pp. 221–238 .
Dedicated to S. G. Mikhilin on the occasion of his 70th birthday.
MR
0511145 Zbl
0451.42012 article
People
BibTeX
@article {key0511145m,
AUTHOR = {Calder\'on, A.-P. and Zygmund, A.},
TITLE = {On singular integrals with variable
kernels},
JOURNAL = {Appl. Anal.},
FJOURNAL = {Applicable Analysis. An International
Journal},
VOLUME = {7},
NUMBER = {3},
YEAR = {1977--1978},
PAGES = {221--238},
DOI = {10.1080/00036817808839193},
NOTE = {Dedicated to S. G. Mikhilin on the occasion
of his 70th birthday. MR:0511145. Zbl:0451.42012.},
ISSN = {0003-6811},
}
A.-P. Calderón and A. Zygmund :
“A note on singular integrals Studia Math.
65 : 1
(1979 ),
pp. 77–87 .
MR
554542 Zbl
0431.42007 article
Abstract
People
BibTeX
@article {key554542m,
AUTHOR = {Calder\'on, A.-P. and Zygmund, A.},
TITLE = {A note on singular integrals},
JOURNAL = {Studia Math.},
FJOURNAL = {Studia Mathematica. Polska Akademia
Nauk},
VOLUME = {65},
NUMBER = {1},
YEAR = {1979},
PAGES = {77--87},
URL = {http://matwbn.icm.edu.pl/ksiazki/sm/sm65/sm6517.pdf},
NOTE = {MR:554542. Zbl:0431.42007.},
ISSN = {0039-3223},
CODEN = {SMATAZ},
}
Conference on harmonic analysis in honor of Antoni Zygmund
(Chicago, 23–28 March 1981 ),
vol. 1 and 2 .
Edited by W. Beckner, A. P. Calderón, R. Fefferman, and P. W. Jones .
Wadsworth Mathematics Series .
Wadsworth (Belmont, CA ),
1983 .
MR
0730053 Zbl
0493.00009 book
People
BibTeX
@book {keyMR0730053m,
TITLE = {Conference on harmonic analysis in honor
of {A}ntoni {Z}ygmund},
EDITOR = {Beckner, William and Calder\'on, Albert
P. and Fefferman, Robert and Jones,
Peter W.},
VOLUME = {1 and 2},
SERIES = {Wadsworth Mathematics Series},
PUBLISHER = {Wadsworth},
ADDRESS = {Belmont, CA},
YEAR = {1983},
PAGES = {xv+837},
NOTE = {(Chicago, 23--28 March 1981). MR:MR0730053.
Zbl:0493.00009.},
ISBN = {9780534980405},
}
A. P. Calderón :
“Antoni Zygmund ,”
pp. xiii–xv
in
Conference on harmonic analysis in honor of Antoni Zygmund
(Chicago, IL, 23–28 March 1981 ),
vol. 2 .
Edited by W. Beckner, A. P. Calderón, R. Fefferman, and P. W. Jones .
Wadsworth Mathematics Series .
Wadsworth (Belmont, CA ),
1983 .
MR
730054 Zbl
0532.42001 incollection
People
BibTeX
@incollection {key730054m,
AUTHOR = {Calder\'on, Alberto P.},
TITLE = {Antoni {Z}ygmund},
BOOKTITLE = {Conference on harmonic analysis in honor
of {A}ntoni {Z}ygmund},
EDITOR = {Beckner, William and Calder\'on, Alberto
P. and Fefferman, Robert and Jones,
Peter W.},
VOLUME = {2},
SERIES = {Wadsworth Mathematics Series},
PUBLISHER = {Wadsworth},
ADDRESS = {Belmont, CA},
YEAR = {1983},
PAGES = {xiii--xv},
NOTE = {(Chicago, IL, 23--28 March 1981). MR:730054.
Zbl:0532.42001.},
ISBN = {9780534980412},
}
A. P. Calderón :
“On the Radon transform and some of its generalizations ,”
pp. 673–689
in
Conference on harmonic analysis in honor of Antoni Zygmund
(Chicago, IL, 23–28 March 1981 ),
vol. 2 .
Edited by W. Beckner, A. P. Calderón, R. Fefferman, and P. W. Jones .
Wadsworth Mathematics Series .
Wadsworth (Belmont, CA ),
1983 .
MR
730101 Zbl
0508.43004 incollection
People
BibTeX
@incollection {key730101m,
AUTHOR = {Calder\'on, A. P.},
TITLE = {On the {R}adon transform and some of
its generalizations},
BOOKTITLE = {Conference on harmonic analysis in honor
of {A}ntoni {Z}ygmund},
EDITOR = {Beckner, William and Calder\'on, Alberto
P. and Fefferman, Robert and Jones,
Peter W.},
VOLUME = {2},
SERIES = {Wadsworth Mathematics Series},
PUBLISHER = {Wadsworth},
ADDRESS = {Belmont, CA},
YEAR = {1983},
PAGES = {673--689},
NOTE = {(Chicago, IL, 23--28 March 1981). MR:730101.
Zbl:0508.43004.},
ISBN = {9780534980412},
}
Conference on harmonic analysis in honor of Antoni Zygmund
(Chicago, IL, 23–28 March 1981 ),
vol. 2 .
Edited by W. Beckner, A. P. Calderón, R. Fefferman, and P. W. Jones .
Wadsworth Mathematics Series .
Wadsworth (Belmont, CA ),
1983 .
book
People
BibTeX
@book {key68897695,
TITLE = {Conference on harmonic analysis in honor
of {A}ntoni {Z}ygmund},
EDITOR = {Beckner, William and Calder\'on, Alberto
P. and Fefferman, Robert and Jones,
Peter W.},
VOLUME = {2},
SERIES = {Wadsworth Mathematics Series},
PUBLISHER = {Wadsworth},
ADDRESS = {Belmont, CA},
YEAR = {1983},
PAGES = {850},
NOTE = {(Chicago, IL, 23--28 March 1981).},
ISBN = {9780534980412},
}
A. P. Calderón and E. M. Stein :
“Antoni Zygmund: 1900–1992 ,”
Notices Am. Math. Soc.
39 : 8
(1992 ),
pp. 848–849 .
MR
1182969 Zbl
1194.01074 article
People
BibTeX
@article {key1182969m,
AUTHOR = {Calder\'on, A. P. and Stein, Elias M.},
TITLE = {Antoni {Z}ygmund: 1900--1992},
JOURNAL = {Notices Am. Math. Soc.},
FJOURNAL = {Notices of the American Mathematical
Society},
VOLUME = {39},
NUMBER = {8},
YEAR = {1992},
PAGES = {848--849},
NOTE = {MR:1182969. Zbl:1194.01074.},
ISSN = {0002-9920},
}
A. Carbery :
“Harmonic analysis of the Calderón–Zygmund school, 1970–1993 ,”
Bull. London Math. Soc.
30 : 1
(1998 ),
pp. 11–23 .
MR
1479031 article
People
BibTeX
@article {key1479031m,
AUTHOR = {Carbery, A.},
TITLE = {Harmonic analysis of the {C}alder\'on--{Z}ygmund
school, 1970--1993},
JOURNAL = {Bull. London Math. Soc.},
FJOURNAL = {Bulletin of the London Mathematical
Society},
VOLUME = {30},
NUMBER = {1},
YEAR = {1998},
PAGES = {11--23},
NOTE = {MR:1479031.},
}
