FACULTY: SCIENCE
DEPARTMENT: MATHEMATICS
NAME OF STAFF: NANA CYRILLE
E-mail: nana.cyrille@ubuea.cm
Secondary E-mail: Cyrille.nana@gmail.com
Tel: 674580806
GRADE: Lecturer
BRIEF EDUCATIONAL BACKGROUND
LICENCE, MAITRISE, DOCTORAT/PH.D
RESEARCH INTEREST AREA
ANALYSIS
MASTER DESSERTATIONS SUPERVISED
I have supervised 1 MSc student:
Boundedness, Compactness and Schatten-Class membership of the Cesaro-type operator in the unit disc of C.
PhD THESES SUPERVISED:
None
PUBLICATIONS
LIST OF PUBLICATIONS IN INTERNATIONAL JOURNALS
1. Bonami A. and C. Nana, Some questions related to the Bergman projection in Symmetric domains, Adv. Pure Appl. Math. 2015
2. Nana C. and B. F. Sehba, Carleson Embeddings and two operators on Bergman spaces of tube domains over symmetric cones. Integr. Equ. Oper. Theory 83 (2015),151-178.
3. Békollé D., H. Ishi and C. Nana, (2014) Korányi’s Lemma for Homogeneous Siegel Domains of type II. Applications and extended results. Bull. Aust. Math. Soc. 90 (2014), 77–89
doi:10.1017/S0004972714000033.
4. Bonami A., G. Garrigós and C. Nana, (2014) Lp-Lq estimates for Bergman projections in bounded symmetric domains of tube type. J Geom Anal (2014) 24:1737–1769
DOI 10.1007/s12220-013-9393-x.
5. Nana C., (2013) L^ {p,q}-Boundedness of Bergman projections in Homogeneous Siegel domains of type II, Journal of Fourier Analysis and Applications. Vol. 19, Issue 5, (2013), 997-1019 doi: 10.1007/s00041-013-9280-7.
6. Nana C. and B. Trojan (2011), L^p-Boundedness of the Bergman Projection in Tube Domains over Homogeneous Cones, Ann. Scuola Norm. Sup. Pisa Cl. Sci. 5 Vol. X (2011), 477-511.
7. Nana C. (2011), L^∞-Estimates of the Bergman Projection in the Lie ball of C^n, Journal of Function Spaces and Applications. Vol. 9 no 2 (2011), 109-128.
8. Békollé D. and C. Nana (2007), L^p-Boundedness of the Bergman Projection in the Tube Domain over Vinberg’s Cone, Journal of Lie Theory, 17 (2007), 115-144.
9. Békollé D., J. Gonessa and C. Nana (2003), Complex Interpolation between two Bergman Spaces in Tube Domains over Symmetric Cones, C.R.Acad.Sci. Paris, Ser. I 337 (2003) 13-18.
LIST OF PUBLICATIONS IN NATIONAL JOURNALS
1. Békollé D., A Bonami, G. Garrigós, C. Nana, M.M. Peloso and F Ricci. (2004), Lecture notes on Bergman projectors in tube domains over cones: an analytic and geometric
viewpoint, IMHOTEP J. Afr. Math. Pures Appl. 5, (2004), 01-78.
Cyrille Nana is a lecturer in Mathematics. His field of interest is Classical Analyis including Complex Analysis and Harmonic Analysis. He has particular interest in the study of L^p-boundedness of Bergman projectors and related operators such as Hankel operator and Toeplitz operators. He has so far supervised 10 DIPES II students from Higher Teaching Training College, Bambili and one Master student in the department of Mathematics, university of Buea. He has published 10 papers so far and is currently working on three other papers with his collaborators. Many other projects are still to be carried out in his research career as time will be available.
He has been one of the pioneer Professors invited as facilitator in the Doctoral Programme in Analysis for Ph.D students in Ghana’s state universities in 2012. He was selected to attend NANUM 2014 but could notn make it. He has twice invited speaker in international conferences in 2011 (Buea, Cameroon) and in 2014 (Orléans, France). Currently, he is expeted in Angola as a speaker in a CIMPA school in Luanda 2016. He has attended many other conferences and workshops as participant in Cameroon and abroad and in various occasions he gave some talks on his works.
