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1

A simple-minded computation of heat kernels on Heisenberg groups

100%

Lust-Piquard F.

Colloquium Mathematicum

|

2003

|

tom 97

|

nr 2

233-249

EN

We compute the heat kernel on the classical and nonisotropic Heisenberg groups, and on the free step two nilpotent groups $N_{n,2}$, by an elementary method, in particular without using Laguerre calculus.

2

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Some applications of geometry of Banach spaces to harmonic analysis

51%

Godefroy G., Lust-Piquard F.

Colloquium Mathematicum

|

1990

|

tom 60-61

|

nr 2

443-456

3

Functions in $L^{∞}(G)$ and associated convolution operators

51%

Lust-Piquard F., Schachermayer W.

Studia Mathematica

|

1989

|

tom 93

|

nr 2

109-136

4

Opérateurs sur un espace $L^1$

38%

Costé A., Lust-Piquard F.

Colloquium Mathematicum

|

1987

|

tom 51

|

nr 1

43-66

5

Éléments ergodiques et totalement ergodiques dans $L^{∞}(Γ)$

38%

Lust-Piquard F.

Studia Mathematica

|

1981

|

tom 69

|

nr 3

191-225

6

Bohr local properties of $C_Λ(T)$

38%

Lust-Piquard F.

Colloquium Mathematicum

|

1989-1990

|

tom 58

|

nr 1

29-38

Ograniczanie wyników

4 Colloquium Mathematicum

2 Studia Mathematica

6 Lust-Piquard F.

1 Costé A.

1 Godefroy G.

1 Schachermayer W.

1 2003

1 1990

2 1989

1 1987

1 1981

A simple-minded computation of heat kernels on Heisenberg groups

Some applications of geometry of Banach spaces to harmonic analysis

Functions in $L^{∞}(G)$ and associated convolution operators

Opérateurs sur un espace $L^1$

Éléments ergodiques et totalement ergodiques dans $L^{∞}(Γ)$

Bohr local properties of $C_Λ(T)$