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BIO-NOTE
Michael Gr. Voskoglou (B,Sc,, M..Sc., M.Phil, Ph.D.) he has taught as a Professor in School of Technological Applications of Graduate Technological Educational Institute (T. E. I.) of Patras, Greece, Mathematics and Operations’ Research. He has also taught at the Schools of Management and Economics of T. E. I. of Messolonghi and of the Hellenic Open University and at the Mathematics Department of the University of Patras. As a visiting professor he has taught in postgraduate courses (Master’s degree) at the Faculty of Management of the University of Warsaw and at the Department of Business Mathematics at the University of Applied Sciences in Berlin. During 1997-2000 he was appointed (under sabbatical) as a postdoctoral researcher in the Institute of Mathematics and Informatics of the Bulgarian Academy of Sciences in Sofia.
He is author of 7 books (in Greek language) on Mathematics and Operations’ Research and of more than 210 papers published in scientific periodicals and proceedings of International Conferences in U.S.A., Great Britain, Italy, Germany, Portugal, Serbia, Montenegro, Bulgaria, Poland, Hungary, Czech Republic, Ukraine, Turkey, China, India, Iran Singapore, Brazil, Cyprus and Greece, with many references from other researchers.
He has been awarded several honorable distinctions like WHO IS WHO IN THE WORLD, WHO IS WHO IN AMERICA, INTERNATIONAL EINSTEIN AWARD FOR SCIENTIFIC ACHIEVEMENT (IBC, Cambridge, UK), etc. He is member of the American Mathematical Society, member of the Research Board of Advisors of the American Biographical Institute, member of the International Study Group for Mathematical Modelling and Applications (ICTMA) and member of the Greek Mathematical Society, ex Vice President and General Secretary in a series of years at the Sector of Patras.
His research interests include Algebra (Ring Theory - Linear Algebra), Applications of Markov Chains and Fuzzy Sets to Management, Economics, Education and AI and Didactics of Mathematics. He was Scientific Director in 5 programs of Applied Research in TEI of Messolongi (Applications of Quantitative Methods to Cooperatives) and instructor of 14 diploma dissertations in TEI’s of Patras and Messolonghi.
ADMINISTRATIVE POSTS
• Director of a Preparatory School for entrance in Tertiary Education in Patras (1983-87).
• Vice President of the Research Committee of the Graduate Technological Educational Institute of Messolonghi (1989-95).
• Dean of the School of Management and Economics of the Graduate Technological Educational Institute of Messolonghi (1995-97).
• Head of the Department of Renovation and Restoration of Buildings of the Graduate Technological Educational Institute of Patras (2001-05).
• Responsible Fellow in several European programs at the T.E.I.’s of Mesholonghi and Patras (Erasmus Coordinator, Expansion of Tertiary Education, etc)
EDITOR – REFEREE IN JOURNALS
• Editor – in – chief in “International Journal of Applications of Fuzzy Sets on General State Spaces”, Reader Mind Publications, Delhi, India, http://ijafs.yolasite.com
• Reviewer in “Mathematical Reviews” of the American Mathematical Society
• Referee στο “Publications Institute Mathematique” (Beograd)
• Referee in “Communications in Algebra” (Taylor & Francis – Philadelphia, USA)
• Member of the Editorial Board of “Euclid C΄” (Greek Math. Soc.)
• Member of the Editorial Board of “Mathematical Review΄” (Greek Math. Soc.), 1982-89.
• Referee and (or) member of the Editorial Board in several International and Greek Conferences
PUBLICATIONS:
I. Dissertations – Books:
[1] COMPLETIONS AND PROPERTIES OF COMPLETE LOCAL RINGS, M. Sc. Dissertation, University of Leeds, UK, 1978.
[2] DERIVATIONS AND SKEW POLYNOMIAL RINGS, M. Phil. Thesis, University of Leeds, UK, 1980.
[3] ΣΥΜΒΟΛΗ ΣΤΗ ΜΕΛΕΤΗ ΤΩΝ ΔΑΚΤΥΛΙΩΝ (A CONTRIBUTION TO RING THEORY), Διδακτορική διατριβή (Ph.D. Thesis), Τμήμα Μαθηματικών, Πανεπιστήμιο Πάτρας (Department of Mathematics, University of Patras), 1982.
[4] ΣΤΟΙΧΕΙΩΔΗ ΜΑΘΗΜΑΤΙΚΑ ΑΠΟ ΣΥΓΧΡΟΝΗ ΣΚΟΠΙΑ (ELEMENTARY MATHEMATICS UNDER A CONTEMPORARY SCOPE), Δακτυλογραφημένο σύγγραμμα, Σ.Ε.Λ.Δ.Ε. Πάτρας, 1984.
[5] ΜΑΘΗΜΑΤΙΚΑ ΓΙΑ ΤΟΝ ΤΟΜΕΑ ΔΙΟΙΚΗΣΗΣ ΚΑΙ ΟΙΚΟΝΟΜΙΑΣ (MATHEMATICS FOR THE SECTOR OF MANAGEMENT AND ECONOMICS), Μακεδονικές Εκδόσεις (όμιλος ΙΩΝ), Αθήνα, Α΄ έκδ. 1995, Β΄ έκδ. 1996, Ανατύπωση 1998, Γ΄ έκδ. 1999, Ανατύπωση 2001 (ISBN 960-319-154-X).
[6] ΕΦΑΡΜΟΣΜΕΝΑ ΜΑΘΗΜΑΤΙΚΑ (APPLIED MATHEMATICS), Μακεδονικές Εκδόσεις (όμιλος ΙΩΝ), Αθήνα, Α΄ έκδ. 2002, Β΄εκδ.2004 (ISBN 960-319-258-9)
[7] ΑΝΑΛΥΤΙΚΗ ΓΕΩΜΕΤΡΙΑ (ANALYTIC GEOMETRY), Αυτοέκδοση, Πάτρα, 2004. (ISBN 960-92460-0-1)
[8] ΜΑΘΗΜΑΤΙΚΑ (ADVANCED MATHEMATICS), Αυτοέκδοση, Πάτρα, 2005, Ανατυπώσεις 2005, 2006, Β΄ εκδ. 2008, Γ΄εκδ. 2009 (ISBN 960-92460-1-X)
[9] ΘΕΜΑΤΑ ΑΠΟ ΤΗΝ ΕΠΙΧΕΙΡΗΣΙΑΚΗ ΕΡΕΥΝΑ (TOPICS FROM OPERATIONS’ RESEARCH), Αυτοέκδοση, Πάτρα, 2007 (ISBN 960-92460-2-8)
[10] ΕΙΣΑΓΩΓΗ ΣΤΗΝ ΕΠΙΧΕΙΡΗΣΙΑΚΗ ΕΡΕΥΝΑ (INTRODUCTION TO OPERATIONS’ RESEARCH), Εκδόσεις Γκότση, Πάτρα, 2010 (ISBN 978-960-9427-05-0).
II. Papers in English
[11] SIMPLE SKEW POLYNOMIAL RINGS, Publ. Inst. Math. (Beograd), 37(51), 37-41, 1985.
[12] EXTENDING DERIVATIONS AND ENDOMORPHISMS TO SKEW POLYNOMIAL RINGS, Publ. Inst. Math. (Beograd), 39(53), 79-82, 1986.
[13] SIMPLE SKEW LAURENT POLYNOMIAL RINGS, Bolletino U.M.I., (7), 1-A, 255-260, 1987.
[14] PRIME IDEALS OF SKEW POLYNOMIAL RINGS, Riv. Mat. Univ. Parma (4), 15, 17-25, 1989.
[15] SEMIPRIME IDEALS OF SKEW POLYNOMIAL RINGS, Publ. Inst. Math. (Beograd), 47(61), 33-38, 1990.
[16] PRIME AND SEMIPRIME IDEALS OF SKEW POLYNOMIAL RINGS OVER COMMUTATIVE RINGS, Doga – Tr. J. Mathematics, 15, 1-7, 1991.
[17] PRIME AND SEMIPRIME IDEALS OF SKEW LAURENT POLYNOMIAL RINGS, Riv. Mat. Univ. Parma (4), 17, 211-215, 1991.
[18] A MARKOV CHAIN MODEL IN PROBLEM SOLVING (with S. C. Perdikaris), Int. J. Math. Educ. Sci. Technol., Vol. 22, No 6, 909-914, 1991.
[19] A NOTE ON DIFFERENTIAL IDEALS OF A COMMUTATIVE RING, Richerche di Matematica, Vol. XIII, fasc. 1o, 145-148, 1993.
[20] A NOTE ON THE GI2 OF THE WEIL ALGEBRA, Math. Mondisnigri, Vol. II, 107-111, 1993.
[21] MEASURING PROBLEM SOLVING SKILLS (with S. C. Perdikaris) Int. J. Math. Educ. Sci. Technol., Vol. 24, No 3, 443-447, 1993.
[22] A NOTE ON SKEW POLYNOMIAL RINGS, Publ. Inst. Math. (Beograd), 55(69), 23-28, 1994.
[23] ON A PROPERTY OF IDEALS OF A SKEW POLYNOMIAL RING, Math. Montisnigri, Vol. III, 95-100, 1994.
[24] PRINCIPAL IDEALS IN SKEW POLYNOMIAL RINGS (with M. Sapanci), Bulletin Greek Math. Soc., 36, 133-137, 1994.
[25] HEURISTICS IN PROBLEM SOLVING: A TRAVEL FROM POLYA TO NOWADAYS, Mathematics and Informatics, 4 (1994), 16-22 (μεταφρασμένο στη Βουλγαρική γλώσσα).
[26] PROBABILITY IN PROBLEM SOLVING (with S. C. Perdikaris) Int. J. Math. Educ. Sci. Technol., Vol. 25, No 3, 419-422, 1994.
[27] AN APPLICATION OF MARKOV CHAIN TO THE PROCESS OF MODELLING, Int. J. Math. Educ. Sci. Technol., Vol. 25, No 4, 475-480, 1994.
[28] A NOTE ON D-SIMPLE ALGEBRAS, Appl. Res. Rev. (J. T.E.I. of Piraeus), Vol. II, 123-127, 1995.
[29] MEASURING MATHEMATICAL MODEL BUILDING ABILITIES, Int. J. Math. Educ. Sci. Technol., Vol. 26, 29-35, 1995.
[30] USE OF ABSORBING MARKOV CHAINS TO DESCRIBE THE PROCESS OF MATHEMATICAL MODELLING: A CLASSROOM EXPERIMENT, Int. J. Math. Educ. Sci. Technol., Vol. 26, 759-763, 1995.
[31] USE OF MARKOV CHAINS TO DESCRIBE THE PROCESS OF LEARNING, Theta: A Journal of Mathematics, Manchester Metropolitan University, Vol. 10, No 1, 36-40, 1996.
[32] USE OF ABSORBING MARKOV CHAINS AS A MEASUREMENT MODEL FOR THE PROCESS OF ANALOGICAL TRANSFER, Int. J. Math. Educ. Sci. Technol., Vol. 27, 197-205, 1996.
[33] AN APPLICATION OF ERGODIC MARKOV CHAINS TO ANALOGICAL PROBLEM SOLVING, The Mathematics Education (India), Vol. XXX, No 2, 95-108, 1996.
[34] F-SIMPLE SKEW POLYNOMIAL RINGS, Bulletin of the Greek Math. Soc., 38, 127-136, 1996.
[35] SOME REMARKS OF THE USE OF REDISCOVERY IN THE TEACHING OF MATHEMATICS, Proceedings of the 1st Mediterranean Conference on Mathematics Education, 124-128, Nicosia, Cyprus, 1997.
[36] A REVIEW OF AN APPLICATION OF ERGODIC MARKOV CHAINS IN THE PROCESS OF MATHEMATICAL MODELLING, Proceedings 3d Panhellenic Conference in Didactics of Mathematics and Informatics, 528-533, Patras, Greece,1997.
[37] APPLICATION OF MARKOV CHAINS TO PROBLEM SOLVING AND LEARNING MATHEMATICS, Heuristics and Didactics of Exact Sciences 8, 4-10, Ukraine 1997.
[38] UNIMODULAR GROUPS OVER POLYNOMIAL RINGS, Appl. Res. Rev. (J. T.E.I. of Piraeus), Vol. IV, 47-52, 1999.
[39] A NOTE ON IDEALS IN SKEW POLYNOMIAL RINGS (with M. Sapanci), Appl. Res. Rev. (J. T.E.I. of Piraeus), Vol. IV, 53-57, 1999.
[40] AUTOMORPHISMS AND F-SIMPLICITY IN SKEW POLYNOMIAL RINGS, Italian J. of Pure and Applied Maths., No 5, 139-147, 1999.
[41] THE NUMBER Π: A HISTORY OF 22 CENTURIES, Mathematics and Informatics Quarterly, (Singapore) 9(2), 61-63, 1999.
[42] AN APPLICATION OF FUZZY SETS TO THE PROCESS OF LEARNING, Heuristics and Didactics of Exact Sciences, 10, 9-13, 1999
[43] (σ, τ)-JORDAN DERIVATIONS ON PRIME RINGS, (with M. Sapanci), Appl. Res. Rev. (J. T.E.I. of Piraeus), Vol. V, No 1, 45 – 49, 2000.
[44] THE PROCESS OF LEARNING MATHEMATICS: A FUZZY SET APPROACH, Millenium – Revista do I.S.P.V. (Portugal), 17, 272-279, 2000.
[45] AN APPLICATION OF MARKOV CHAINS TO DECISION MAKING, Studia Kupieckie (Lodz-Poland), (6), 69-76, 2000.
[46] USE OF THE FUZZY SETS THEORY TO DESCRIBE THE PROCESS OF LEARNING MATHEMATICS, Didactics of Mathematics: Problems and Investigations (Ukraine), 3(13), 6-7, 2000.
[47] SOLVING PROBLEMS BY ANALOGY, Didactics of Mathematics: Problems and Investigations (Ukraine), 3(13), 18-19, 2000.
[48] A MARKOV CHAIN MODEL IN DECISION MAKING, Millenium – Revista do I.S.P.V. (Portugal), 20, 292 – 297, 2000.
[49] DIFFERENTIAL SIMPLICITY AND DIMENSION OF A COMMUTATIVE RING, Riv. Mat. Univ. Parma (6), 4, 111 – 119, 2001.
[50] THE PROBLEM OF TANGENCIES OF APOLLONIUS, Mathematics and Informatics Quarterly (Singapore), 11(1), 8-10, 2001.
[51] REDISCOVERY IN MATHEMATICS: A MEASUREMENT MODEL, Didactics of Mathematics, 17, 26-32, Ukraine, 2002.
[52] ANALOGICAL PROBLEM SOLVING AND TRANSFER. In Gagatsis, A. and Papastavridis, S. (Eds), Mathematics in the Modern World, Didactics, Life and Society, 295-303, Hellenic Math. Soc., Athens, 2003.
[53] APPLICATIONS OF FUZZY SETS TO PROBLEMS OF COMMERCIAL ENTERPRISES, Proceed. 1st Int. Conf. on Quantitative Methods in Industry and Commerce, 654-659, T.E.I. of Athens, 2003.
[54] THE 10 DIFFERENT CASES OF THE PROBLEM OF THE TANGENCIES, Mathematics and Informatics Quarterly (Singapore), 13(3), 51-54, 2003 .
[55] THE MATHEMATICAL EDUCATION IN GREECE NOWADAYS. In Makrides, Gr., Gagatsis, A. and Nicolaou, K. (Eds), Linking Science, Mathematics and Technology Education and their Social Relevance, 161-167, Cyprus Mathematical Society, 2004.
[56] A NOTE ON THE SIMPLICITY OF SKEW POLYNOMIAL RINGS OF DERIVATION TYPE, Acta Math. Inf. Univ. Ostraviensis (Czech Republic), 12, 61-64, 2004
[57] DERIVATIONS ON COORDINATE RINGS OF SMOOTH VARIETIES, Math. Montisnigri, Vol. XVI, 95-102, 2004.
[58] MATHEMATICS AND CONSTRUCTIONS, Proceedings 4th Mediterranean Conference on Mathematics Education, 609-617, Palermo, Italy, 2005.
[59] THE APPLICATION – ORIENTATED TEACHING OF MATHEMATICS, Proceedings International Conference on Mathematics Education, 85 – 90, Svishtov, Bulgaria, 2005.
[60] THE USE OF MATHEMATICAL MODELLING AS A TOOL FOR LEARNING MATHEMATICS, Quaderni di Ricerca in Didattica (Scienze Mathematiche), Univ. of Palermo, 16, 53-60, 2006.
[61] THE IMPORTANCE OF MATHEMATICS FOR THE DESIGN SCIENCES, Proceedings CIEAEM 58, 134-140, Srni, Czech Republic, 2006.
[62] GEOMETRIC EXAMPLES OF DIFFERENTIALLY SIMPLE RINGS, Appl. Res. Rev. (J. T.E.I. of Piraeus), Vol. XI, No. 1, 136-140, 2006.
[63] A STOCHASTIC MODEL FOR THE MODELLING PROCESS, In “Mathematical Modelling: Education, Engineering and Economics”, C. Chaines, P. Galbraith, W. Blum & s. Khan (Eds), Horwood Publ.. Chichester, 149-157, 2007
[64] FORMALISM AND INTUITION IN MATHEMATICS : THE ROLE OF THE PROBLEM, Quaderni di Ricerca in Didattica (Scienze Mathematiche), Univ. of Palermo, 17, 113-120, 2007
[65] THE PROBLEM AS A LEARNING DEVICE OF MATHEMATICS. In Avgerinos, P. and Gagatsis, A. (Eds), Current Trends in Mathematics Education, 223-232, New Technologies Publications, Athens, 2007.
[66] THE ROLE OF THE TEACHER FOR THE LEARNING OF MATHEMATICS (workshop), Proceedings CIEAEM 59, 278-283, Dobogoko, Hungary, 2007.
[67] WHAT IS THE ROLE OF MATHEMATICS FOR THE DESIGN SCIENCES: A GENERAL PROBLEM ILLUSTRATED BY EXAMPLES FROM GREECE, In Salett Biembengut, M. and Vera W. de Spinadel (Eds), 334-341, Blumenau, Brazil, 2007.
[68] PROBLEM SOLVING IN MATHEMATICS EDUCATION: RECENT TRENDS AND DEVELOPMENT, Quaderni di Ricerca in Didattica (Scienze Mathematiche), Univ. of Palermo, 18, 22-28, 2008.
[69] CASE-BASED REASONING: A RECENT THEORY FOR PROBLEM-SOLVING AND LEARNING IN COMPUTERS AND PEOPLE, Communications in Computer and Information Science, 19, 314-319, Springer-Verlag, 2008.
[70] FUZZY LOGIC IN THE PROCESS OF LEARNING. In Gagatsis, A. (Ed.): Research in Mathematics Education, 275-284, University of Cyprus, Nicosia, 2008.
[71] THE MATHEMATICS TEACHER IN THE MODERN SOCIETY, Quaderni di Ricerca in Didattica (Scienze Mathematiche), Univ. of Palermo, 19, 24-30, 2009.
[72] FUZZINESS OR PROBABILITY IN THE PROCESS OF LEARNING: A GENERAL QUESTION ILLUSTRATED BY EXAMPLES FROM TEACHING MATHEMATICS, The Journal of Fuzzy Mathematics, 17(3), 679-686, International Fuzzy Mathematics Institute (Los Angeles), 2009
[73] A STOCHASTIC MODEL FOR THE PROCESS OF LEARNING. In L., Paditz & A., Rogerson (Eds): Models in Developing Mathematics Education, 565-569, Dresden, Germany, 2009.
[74] TEACHING MATHEMATICS IN HIGHER TECHNOLOGICAL EDUCATION: THE SITUATION IN GREECE, Proceedings 6th Mediterranean Conference on Mathematics Education, 333-442, Plovdiv, Bulgaria, 2009.
[75] APPLICATIONS OF MARKOV CHAINS TO BUSINESS PROBLEMS, Proceedings 2nd International Conference on Quantitative and Qualitative Methodologies in the Economic and Administrative Sciences, 528-535, T. E. I. of Athens, 2009.
[76] COMBINING CASE-BASED WITH FUZZY REASONING IN COMMERCIAL PROBLEMS, Proceedings of 2nd International Conference on Quantitative and Qualitative Methodologies in the Economic and Administrative Sciences, 536-543, T.E.I. of Athens, 2009.
[77] FUZZY SETS IN CASE-BASED REASONING, Fuzzy Systems and Knowledge Discovery, Vol.6 , 252-256, IEEE Computer Society, 2009.
[78] TRANSITION ACROSS LEVELS IN THE PROCESS OF LEARNING: A FUZZY MODEL, International Journal of Modelling and Application (Univ. Blumenau, Brazil), 1, 37-44, 2009
[79] MATHEMATIZING THE PROCESS OF LEARNING A SUBJECT MATTER IN THE
CLASSROOM, HMS International Journal for Mathematics in Education, 2, 75-93,
2009 -2010.
[80] COMBINING CASE-BASED AND FUZZY REASONING IN PROBLEM SOLVING, Quaderni di Ricerca in Didattica (Scienze Mathematiche), Univ. of Palermo, 20, 31-39, 2010.
[81] A FUZZY MODEL FOR THE MODELLING PROCESS. In Munteanu, V. et al (Eds.): Recent Advances in Fuzzy Systems, 44-49, WSEAS Press, Iasi, Romania, 2010.
[82] A FUZZY REPRESENTATION OF CBR SYSTEMS. In Mastorakis, N. E. et al (Eds.): Latest Advances on Systems, Vol. 1, 48-53, WSEAS Press, Corfu Island, Greece, 2010.
[83] A FUZZY SYSTEMS FRAMEWORK FOR SOLVING REAL WORLD PROBLEMS, WSEAS Transactions on Systems, Vol. 9, Issue 6, 875-884, 2010.
[84] USE OF TOTAL POSSIBILISTIC UNCERTAINTY AS A MEASURE OF STUDENTS MODELLING CAPACITIES, Int. J.Math. Educ. Sci. Technol., Vol. 41, No 8, 1051-1060, 2010.
[85] A NOTE OF DERIVATIONS OF COMMUTATIVE RINGS. In Mastorakis, N. et al.
(Eds.): Recent Researches in Applied Mathematics, 73-78, WSEAS Press, Vouliagmeni, Athens, 2010.
[86] A STOCHASTIC MODEL FOR CASE-BASED REASONING, International Journal of
Modelling and Application (Univ. Blumenau, Brazil), 3, 33-39, 2010.
[87] CASE-BASED REASONING: HISTORY, METHODOLOGY AND
DEVELOPMENT TRENDS. In Leeland, A. M. (Ed.): Case-Based Reasoning:
Processes, Suitability and Applications, Chapter 3, Nova Publishers, N. Y., 2010.
[88] MATHEMATIZING THE CASE-BASED REASONING PROCESS. In Leeland, A. M. (Ed.): Case-Based Reasoning: Processes, Suitability and Applications, Chapter 6, Nova Publishers, N. Y., 2010.
[89] SHORT COMMENTARY: FUZZY SETS IN CASE-BASED REASONING. In Leeland, A. M. (Ed.): Case-Based Reasoning: Processes, Suitability and Applications, Chapter 8, Nova Publishers, N. Y , 2010.
[90] PROBLEM-SOLVING FROM POLYA TO NOWADAYS: A REVIEW AND FUTURE PERSPECTIVES. In Nata, R. V. (Ed.), Progress in Education, Vol. 22, Chapter 4, Nova Publishers, N. Y, 2010 (at press)
[91] PROBLEM-SOLVING AS A COMPONENT OF THE CONSTRUCTIVIST VIEW OF LEARNING, Journal of Education Research (Nova Publ., N. Y.), Vol. 4, Issue 2, 93-112, 2010.
[92] CBR: A THEORY OF LEARNING THROUGH PROBLEM-SOLVING, International Journal of Psychology Research (Nova Publ., N. Y.), Vol.6, Issue 5, 505-530, 2011.
[93] RECENT RESEARCH ON PROBLEM-SOLVING. In Baswell, A. R. (Ed.): Advances in Mathematics Research, Vol.12, Chapter 1, Nova Publishers, N. Y., 2011 (to appear)
[94] A STUDY ON THE COMPREHENSION OF IRRATIONAL NUMBERS (with G. Kosyvas), Quaderni di Ricerca in Didattica (Scienze Mathematiche), Univ. of Palermo, 21, 127-141, 2011.
[95] MEASURING THE EFFICIENCY OF A CBR SYSTEM, Applied Research Review (Journal T. E. I. of Piraeus), accepted for publication.
[96] MEASURING STUDENTS MODELLING CAPACITIES: A FUZZY APPROACH, Iranian Journal of Fuzzy Systems, accepted for publication.
[97] CBR AS A PSYCHOLOGICAL THEORY OF HUMAN COGNITION: A MATHEMATICAL FRAMEWORK, International Journal of Psychology Research (Nova Publ., N. Y.), accepted for publication.
III. Announcements to International Conferences
[98] SIMPLE ORE EXTENSIONS, 7th Congress of Balkan Mathematicians, Athens, Greece, December 19-23, 1983
[99] ON IDEALS OF SKEW POLYNOMIAL RINGS, International Symposium on Algebraand Number Theory, Abstracts pp. 28-30, Silivri – Istanbul, Turkey, August 30 – September 1, 1989
[100] HEURISTICS IN PROBLEM SOLVING, 3rd Bulgarian-Greek Conference on Mathematics Education, Bankya – Sofia, January 13-17, 1993
[101] DIFFERENTIAL SIMPLICITY IN COMMUTATIVE RINGS, 1st Panhellenic Conference on Algebra with International Participation, Abstracts pp.1-2, Technical University of Athens, Greece, September 27-28, 1996.
[102] USE OF MARKOV CHAINS TO DESCRIBE THE PROBLEM SOLVING PROCESS, Bulgarian Academy of Sciences, Institute of Mathematics and Informatics, April 15, 1997.
[103] SKEW POLYNOMIAL RINGS, Department of Mathematics, Ege University, Bornova - Izmir, Turkey, October 1-7, 1997
[104] ANALOGICAL PROBLEM SOLVING, 3rd Mediterranean Conference on Mathematics Education, Athens, Greece, January 3-5, 2003
[105] THE MATHEMATICAL EDUCATION NOWADAYS, CASTME International Conference, Abstracts p. 29, Nicosia, Cyprus, April 15-18, 2004.
[106] MODELLING THE PROCESS OF MATHEMATICAL MODELLING: A STOCHASTIC APPROACH, International Conference on the Teaching of Mathematical Modelling and Applications (ICTMA12), Abstracts p.47, Cass Business School, City University, London, UK, 10-14 July 10-14, 2005.
[107] MATHEMATICS AS A TEACHING SUBJECT FOR THE DESIGN SCIENCES, MASEE International Conference on Mathematics (MICOM 2006), Abstracts pp. 138- 139, Paphos, Cyprus, May 31 – June 4, 2006.
[108] APPLICATIONS OF FINITE MARKOV CHAINS TO MANAGEMENT AND ECONOMICS, MASEE International Conference on Mathematics (MICOM 2006), Abstracts, pp. 140-141, Paphos, Cyprus, May 31- June 4, 2006.
[109] PROBLEM SOLVING AND LEARNING MATHEMATICS, 5th Mediterranean Conference on Mathematics Education, Rhodes, Greece, April 13-15, 2007.
[110] A FUZZY MODEL FOR THE LEARNING PROCESS, International Conference on the Teaching of Mathematical Modelling and Applications (ICTMA13), Abstracts 13-14, Kathmandu University, Dhulikhel, Nepal, June 24-29, 2007.
[111] MATHEMATICS IN DESIGN SCIENCES, 5th International Conference on Mathematics & Design, Blumenau, Santa Catarina, Brazil, 01-04 July, 2007.
[112] CASE-BASED REASONING IN THE OPEN KNOWLEDGE SOCIETY, 1st World Summit on the Knowledge Society (WSKS 08), Athens, Greece, September 24-26, 2008.
[113] DERIVATIONS AND DIFFERENTIAL SIMPLICITY OF COMMUTATIVE RINGS, Pre-ICM Convention on Mathematical Sciences (ICMS), Abstracts pp. 45-46, Delhi, India, December 18-20, 2008.
[114] RECOGNIZING MODELLING COMPETENCIES IN THE CLASSROOM: A FUZZY APPROACH, International Conference on the Teaching of Mathematical Modelling and Applications (ICTMA14), Faculty of Education, University of Hamburg, Germany, July 27-31, 2009
[115] A FUZZY MODEL FOR THE CBR PROCESS, 6TH International Conference FSKD, Tianjin, China, August 14-16, 2009
[116] THE PROCESS OF LEARNING MATHEMATICS, 10th International Conference on Mathematics Education in the 21st Century, Dresden, Germany, September 11-17, 2009.
[117] COMBINING CASE-BASED WITH PROBABILISTIC REASONING FOR THE SOLUTION OF REAL WORLD PROBLEMS, 2nd World Summit on the Knowledge Society (WSKS 09), Crete, Greece, September 18-20, 2009.
[118] APPLICATIONS OF MARKOV CHAINS TO MANAGEMENT, Faculty of Management, University of Warsaw, Poland, November 1-7, 2009
IV. Reviews of the American Mathematical Society
[119] MR2379099 (2008m: 13050), Richard, L. & Silvestrov, S., Quasi-Lie structure of derivations of C[ ], Journal of Algebra, 319 (2008).
[120] MR2387539 (2009a: 16051): Nasr-Isafani, A. R. & Moussavi, A., Oreextensions of skew Armendariz rings, Communications in Algebra 36 (2008), 508-522.
[121] MR2399663 (2009c: 13063), Nowicki, A., An example of a simple derivation in two variables, Colloquium Mathematicum, 113(2008), 25-31.
[122] MR2406603 (2009b: 13068), Jedrzejewicz, P., Eigenvector p – bases of rings of constants of derivations, Communications in Algebra, 36(2008), 1500-1508.
[123] MR2425088 (2009f: 13037), Jedrzejewicz, P., Linear derivations with rings of constants generated by linear forms, Colloquium Mathematicum, 113(2008), 279-286.
[124] MR2441131 (2009h: 16037), Nasr-Isafani, A. R. & Moussavi, A., Baer and quasi-Baer differential polynomial rings, Communications in Algebra 36 (2008), 3533-3542.
[125] MR2478226 (2009m: 16050), Ikehata, S., A note on separable polynomials of degree 3 in skew polynomial rings, International Journal of Pure and Applied Mathematics, 50(2009), 145-149.
[126] MR2514541 (2010g: 16048), Zhang, C. & Chen, J., Weak M-Armendariz Rings, Journal of Southeast University (English Edition), 25(2009), 142-146
[127] MR2508157 (2010h: 16065), Lopez-Permouth, S. & Szabo, S., Matrix Representations of Skew Polynomial Rings with Semisimple Coefficient Rings, Contemporary Mathematics, 480 (2009), 289-298.
[128] MR254185 (2010j: 16059), L’moufadal, B. Y. & Mohamed, L., A note on σ-reversibility and σ-symmetryof skew power series rings, Int. J. Algebra 3(2009), no. 9-12, 435-442.
[129] MR2567182 (2010m: 13040) Bedratyuk, L., A note about the Nowicki conjecture on Weitzenbock derivations, Serdica Math. J. 35(2009), no. 3, 311-316
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