The Weyl calculus: finite dimensional aspects

Original language	English
Pages (from-to)	171-181
Number of pages	11
Journal	Mathematical Proceedings of the Royal Irish Academy
Volume	107A
Publication status	Published - 2007

Activities

• 1 Participation in conference
• 1 Hosting an academic visitor

Activities per year

• International Congress of Mathematicians

  Mathieu, M. (Speaker)

  22 Aug 2006 → 30 Aug 2006

  Activity: Participating in or organising an event types › Participation in conference

• Werner Ricker

  Mathieu, M. (Host)

  12 Mar 2006 → 18 Mar 2006

  Activity: Hosting a visitor types › Hosting an academic visitor

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Mathieu, M., & Ricker, W. (2007). The Weyl calculus: finite dimensional aspects. Mathematical Proceedings of the Royal Irish Academy, 107A, 171-181.

Mathieu, Martin ; Ricker, W. / The Weyl calculus: finite dimensional aspects. In: Mathematical Proceedings of the Royal Irish Academy. 2007 ; Vol. 107A. pp. 171-181.

@article{84f3a6252f6d46eda261f33a14183ece,

title = "The Weyl calculus: finite dimensional aspects",

author = "Martin Mathieu and W. Ricker",

year = "2007",

language = "English",

volume = "107A",

pages = "171--181",

journal = "Mathematical Proceedings of the Royal Irish Academy",

issn = "1393-7197",

publisher = "Royal Irish Academy",

}

Mathieu, M & Ricker, W 2007, 'The Weyl calculus: finite dimensional aspects', Mathematical Proceedings of the Royal Irish Academy, vol. 107A, pp. 171-181.

The Weyl calculus: finite dimensional aspects. / Mathieu, Martin; Ricker, W.
In: Mathematical Proceedings of the Royal Irish Academy, Vol. 107A, 2007, p. 171-181.

Research output: Contribution to journal › Article › peer-review

TY - JOUR

T1 - The Weyl calculus: finite dimensional aspects

AU - Mathieu, Martin

AU - Ricker, W.

PY - 2007

Y1 - 2007

M3 - Article

SN - 1393-7197

VL - 107A

SP - 171

EP - 181

JO - Mathematical Proceedings of the Royal Irish Academy

JF - Mathematical Proceedings of the Royal Irish Academy

ER -

Mathieu M, Ricker W. The Weyl calculus: finite dimensional aspects. Mathematical Proceedings of the Royal Irish Academy. 2007;107A:171-181.