Richard Maunder

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Charles Richard Francis Maunder (born November 23, 1937 in Portsmouth ) - in his mathematical publications CRF Maunder - is a British mathematician and musicologist.

Career

Maunder received his PhD in mathematics from the University of Cambridge under JF Adams in 1962 with a dissertation on cohomology operations. After a stay at the University of Southampton , he became a fellow at Christ's College , Cambridge in 1964 .

Services

mathematics

Maunder's field of work is algebraic topology . He used Postnikov systems to give an alternative construction of the Atiyah-Hirzebruch spectral sequence . With this construction, the differentials can be better described. The family of higher cohomology operations on Mod-2 cohomology he constructed has been discussed by several authors. In 1981, he had a short proof of the set of Kan-Thurston , after which it each path-connected topological space a discrete group is such that there is a homology - isomorphism from Eilenberg-MacLane space to exist. His textbook Algebraic Topology (1970) is still widely used in the Dover 1996 edition.

Musicology

Maunder created a new version of Mozart's Requiem . Following other musicologists such as Ernst Hess , Franz Beyer and Robert D. Levin, he presented a fundamental revision of Mozart's last work in which, like his predecessors, he wanted to remove Süßmayr's additions as far as possible and replace them with Mozart's own ideas. This new version was recorded in 1983 by Christopher Hogwood with the Academy of Ancient Music and was printed in 1988. In 1992 it was recorded by Rupert Gottfried Frieberger .

In doing so, Maunder Süßmayr's Sanctus and Benedictus completely and removed from the work, only the Agnus Dei he considered authentic based on its comparisons with other church music works by Mozart. Maunder also composed an Amen fugue for the conclusion of Lacrimosa , for which he took Mozart's sketch sheet and a fugue for organ roller by Mozart (KV 608) as a starting point. Furthermore, he fundamentally revised Süßmayr's instrumentation in the entire Requiem.

This version was performed several times in German-speaking countries, including a. in the choreography Requiem! by Birgit Scherzer .

In 1990 Maunder's edition of Mozart's C minor Mass was published . This was recorded in 2005 by Paul McCreesh .

Works

mathematics

  • Cohomology operations of the N th kind . In: Proceedings of the London Mathematical Society . Third Series. tape 13 , no. 1 , 1963, ISSN  0024-6115 , pp. 125-154 .
  • The spectral sequence of an extraordinary cohomology theory . In: Mathematical Proceedings of the Cambridge Philosophical Society . tape 59 , no. 3 , July 1963, ISSN  0305-0041 , p. 567-574 .
  • Algebraic Topology . Van Nostrand Reinhold, London 1970, ISBN 0-442-05168-9 . Reissued 1980 ( Cambridge University Press , ISBN 0-521-29840-7 ) and 1996 (Dover Publications, Mineola , ISBN 0-486-69131-4 )
  • A short proof of a theorem of Kan and Thurston . In: Bulletin of the London Mathematical Society . tape 13 , no. 4 , 1981, ISSN  0024-6093 , pp. 325-327 .

Musicology

Individual evidence

  1. ^ David M. Cummings: International who's who in music and musicians' directory . In the classical and light classical fields 2000/2001. 17th edition. tape 1 . Europa Publications Ltd, 2000, ISBN 0-948875-53-4 , p. 425 ( limited preview in Google Book Search [accessed July 24, 2016]).
  2. ^ CRF Maunder. Mathematics Genealogy Project , accessed May 9, 2016 .
  3. ^ CRF Maunder: Cohomology operations of the N th kind . In: Proceedings of the London Mathematical Society . Third Series. tape 13 , no. 1 , 1963, ISSN  0024-6115 , pp. 125-154 , doi : 10.1112 / plms / s3-13.1.125 .
  4. Dr (Charles) Richard Francis Maunder MA, PhD. Christ's College, Cambridge, accessed May 9, 2016 .
  5. Nobuyuki Oda, Yoshimi Shitanda: On the unstable homotopy spectral sequences . In: manuscripta mathematica . tape 56 , no. 1 , March 1986, ISSN  0025-2611 , pp. 19-35 , doi : 10.1007 / BF01171031 .
  6. ^ Daniel Grady, Hisham Sati: Spectral sequences in smooth generalized cohomology . May 11, 2016, arxiv : 1605.03444v1 .
  7. ^ JF McLendon: Higher order twisted cohomology operations . In: Inventiones Mathematicae . tape 7 , no. 3 , September 1969, p. 183-214 , doi : 10.1007 / BF01404305 .
  8. ^ Samuel Gitler, R. James Milgram : Unstable divisibility of the Chern character . In: Peter J. Hilton (Ed.): Symposium on Algebraic Topology . Battelle Seattle Research Center, 1971 (=  Lecture Notes in Mathematics . No. 249 ). Springer, Berlin 1971, ISBN 3-540-05715-3 , pp. 31-33 , doi : 10.1007 / BFb0060893 .
  9. José Adem , Kee Yuen Lam: Evaluation of some Maunder cohomology operations . In: Jacob Palis, Manfredo do Carmo (Ed.): Geometry and Topology . III Latin American School of Mathematics (=  Lecture Notes in Mathematics . No. 597 ). Springer, Berlin 1977, ISBN 3-540-08345-6 , pp. 1-31 , doi : 10.1007 / BFb0085345 .
  10. p. 540 in Ian J. Leary, Brita EA Nucinkis: Every CW-complex is a classifying space for proper bundles . In: Topology . tape 40 , no. 3 , May 2001, ISSN  0040-9383 , p. 539-550 , doi : 10.1016 / S0040-9383 (99) 00073-7 .
  11. ^ Paul Moseley: Requiem, K. 626 by Wolfgang Amadeus Mozart, Franz Beyer, Richard Maunder . Review. In: Music & Letters . tape 70 , no. 4 , November 1989, ISSN  0027-4224 , pp. 588-590 , JSTOR : 736022 . Sound carrier: LCCN  85-753604 .
  12. W.-E. von Lewinski: Sounding old, revised . Mozart's Requiem under Frieberger and Norrington. In: Süddeutsche Zeitung . Features section. November 14, 1992. Sound carrier: DNB 352841044 .
  13. ^ Paul Moseley: Mozart's Requiem: On Preparing a New Edition by Richard Maunder . Review. In: Music & Letters . tape 70 , no. 4 , November 1989, ISSN  0027-4224 , pp. 545-547 , JSTOR : 735996 .
  14. Wilhelm Friedemann: Acclaimed laborers premiere . Löhner Kantorei sang Mozart's last and incomplete work “Requiem”. In: New Westphalian . Herford local culture. March 23, 2004. M. Schneider: Schlägl at a high level . In: Neues Volksblatt . No. 256 , November 6, 2001, p. 36 . «Grave music» and «Requiem» . Two great works by Mozart shown in Brugg, Aarau, Zurich and Zofingen. In: Zofinger Tagblatt . Hints; ZT Internet. April 14, 2011.
  15. ^ Jochen Schmidt: Mozart with exclamation mark . Birgit Scherzer's Requiem choreography at the Saarland State Theater in Saarbrücken. In: Frankfurter Allgemeine Zeitung . January 4, 1992, p. 25 (Section: Features).
  16. Denis McCaldin: Mozart, Wolfgang Amadeus, Mass in C Minor K.427, ed. Richard Maunder . Full score / vocal score. In: Music & Letters . tape 72 , no. 2 , May 1991, ISSN  0027-4224 , pp. 332-334 , JSTOR : 735744 .
  17. sound points . Fair without surprises. In: Salzburger Nachrichten . Department: sound. January 21, 2006, p. 74 . Sound carrier: DNB 359 179 118 .