AA.VV. (1902). Enquête sur la méthode de travail des mathematiciens. Enseignement mathématique (1902 y ss.).
AA.VV. (1970). Diccionario de la Lengua Española. Madrid: Real Academia de la Lengua Española.
AA.VV. (1985). Nueva Enciclopedia Larousse. Suplemento. Barcelona: Planeta.]
AA.VV. (1989). Diseño Curricular Base. Educación Secundaria Obligatoria. Madrid: MEC.
AA.VV. (1994). B.O.J.A. nº 115. Sevilla: Junta de Andalucía.
AA.VV. (1995). B.O.J.A. nº 116. Sevilla: Junta de Andalucía.
ABELSON, R. (1979). Differences between belief systems and knowledge systems. Cognitive Science, 3, 355-366.
ABRANTES, P. (1989). Um (bom) Problema (nao) é (só)... Educaçao e Matemática, 8, 7-10 & 35.
AGRE, G.P. (1982). The Concept of Problem. Educational Studies in Mathematics, 13(2), 121-142.
ANDLER, D. (1987). Problème -Une clé Universelle?. En Stengers, I. (Ed.) D'Une Science à l'Autre -Des Concepts Nomades. Paris: Éditions du Seuil.
ARNAL, J., DEL RINCÓN, D. & LATORRE, A. (1992). Investigación educativa. Fundamentos y metodología. Barcelona: Labor.
ATM (1985). ATM at Westminter. Mathematics Teaching, 111, 44-46.
AUSUBEL, D.P. (1963). Some psychological and educational limitations of learning by discovery. New York State Mathematics Teachers Journal, XIII, 90.108. También en The Arithmetic Teacher, 11, 290-302, mayo 1964.
AUSUBEL, D.P., NOVAK, J.D. & HANESIAN, H. (1976). Psicología educativa. Un punto de vista cognoscitivo. México: Trillas.
BALL, D.L. (1991). Research on teaching mathematics: Making subject matter knowledge part of the equation. En Brophy, J. (Ed.) Advances in Research on Teaching: Vol. 2. Teachers' Subject Matter Knowledge and Classroom Instruction. JAI Press: Greenwich.
BANDURA, A. (1986). Social foundations of thought and action: A social cognitive theory. Englewood Cliffs, NJ: Prentice Hall.
BANERJI, R.B. (1980). Artificial Intelligence. A Theoretical Approach. New York: Elsevier North Holland, inc..
BARDIN, L. (1986). El análisis de contenido. Madrid: Akal.
BARTH, J.L. & SHERMIS, S.S. (1990). Una definición de los estudios sociales: Análisis de tres planteamientos. Boletín de Didáctica de las Ciencias Sociales, 2, 25-36.
BECKER, H. ET AL. (1961). Boys in white. Chicago: University of Chicago Press.
BEGLE, E.G. (1979). Critical Variables in Mathematics Education. Washington, D.C.: Mathematical Association of America and the NCTM.
BEN-PERETZ, M. (1988). Teoría y práctica curriculares en programas de formación del profesorado. En Villar, L.M. (Ed.) Conocimiento, creencias y teorías de los profesores. Implicaciones para el curriculum y la formación del profesorado. Alcoy: Marfil.
BISHOP, A.J. (1993). Influences from society. En Bishop, A.J. et al. (Eds.) Significant influences on children's learning of mathematics. Science and Technology Education. Document series, 47. Paris: UNESCO, 3-26.
BISHOP, A.J. (1994). Cultural conflicts in mathematics education: developing a research agenda. For the learning of mathematics, 14 (2), 15-18.
BLACK, H. & WOLF, A. (1990 ). Knowledge and Competence. London: HMSO.
BLANCO, L. (1991). Conocimiento y acción en la enseñanza de las Matemáticas de profesores de E.G.B. y estudiantes para profesores. Cáceres: Servicio de Publicaciones de la Universidad de Extremadura.
BLANCO, L. (1993). Consideraciones elementales sobre la resolución de problemas. Badajoz: Universitas Editorial.
BLUM, W. y NISS, M. (1991). Applied mathematical problem solving, modelling, applications, and links to other subjects -state, trends and issues in mathematics instruction. Educational Studies in Mathematics, 22, 37-68.
BODIN, A. (1992). Reflexions sur les representations, les conceptions et les competences. Petit X, 30, 17-40.
BOLÍVAR, A. (1993). Conocimiento de contenido pedagógico y Didáctica Específica. En Montero, L. y Vez, J.M. (Eds.) Las didácticas específicas en la formación del profesorado. Santiago de Compostela, España: Tórculo Edicións.
BORASI, R. (1986). On the nature of problems. Educational Studies in Mathematics, 17, 125-141.
BOUVIER, A. (1981). La Mystification Mathématique. Paris: Hermann.
BOYER, C.B. (1968). A History of Mathematics. New York: John Wiley and Sons.
BRANCA, N.A. (1980). Problem Solving as a Goal, Process and Basic Skill. En Krulik, S. y Reys, R.E. (Eds.) Problem Solving in School Mathematics. Reston, Virginia: NCTM.
BRANSFORD, J.D. & STEIN, B.S. (1984). The IDEAL problem solver. New York: Freeman and Company.
BREIDENBACH, D. ET AL. (1992). Development of the process conception of function. Educational Studies in Mathematics, 23, 247-285.
BROUSSEAU, G. (1989). Utilidad e intereses de la Didáctica para un profesor. Suma, 4, 5-12.
BROWNELL, W.A. (1942). Problem Solving. En Henry, N.B. (Eds.) The psychology of learning. Chicago: University of Chicago Press.
BROWN, M. (1978). Cognitive development and the learning of mathematics. En Floyd, A. (Ed.) Cognitive Development in the School Years. London: Croom Helm.
BRUNER, J.S. (1960). On learning mathematics. The Mathematics Teacher, 53, 610-619.
BUCHANAN, N.K. (1987). Factors contributing to mathematical problem-solving performance: an exploratory study. Educational Studies in Mathematics, 18(4), 399-415.
BUTTS, T. (1980). Posing Problems Properly. En Krulik, S. & Reys, R.E. (Eds.) Problem Solving in School Mathematics. Reston (Virginia): NCTM.
CALVO, T. & NAVARRO, J.M. (1994). Filosofía 3. Bachillerato. Madrid: Anaya.
CALLAHAN, L.G. & GAROFALO, J. (1987). Metacognition and School Mathematics. Arithmetic Teacher, 34(9), 22-23.
CANAVARRO, A.P. (1993). Concepçoes e práticas de professores de Matemática. Três estudos de caso. Tesis de Master en Educación. Universidad de Lisboa.
CARL, I.M. (1989). Essential Mathematics for the Twenty-first Century: The Position of the National Council of Supervisors of Mathematics. Mathematics Teacher, 82(6), 470-474.
CARPENTER, T.P. (1985). Learning to add and subtract: An exercise in problem solving. En Silver, E.A. (Ed.) Teaching and Learning Mathematical Problem Solving: Multiple Research Perspectives. Hillsdale, NJ: Lawrence Erlbaum Associates.
CARPENTER, T. (1989). Teaching as Problem Solving. En Charles, R.I. y Silver, E.A. (Eds.) The Teaching and Assessing of Mathematical Problem Solving. Reston, Virginia: Lawrence Erlbaum Associates-NCTM.
CARPENTER, T.P. ET AL. (1993). Models of problem solving: a study of kindergarten children's problem-solving processes. Journal for Research in Mathematics Education, 24(5), 428-441.
CARR, W. & KEMMIS, S. (1986). Becoming Critical: Education, Knowledge & Action Research. London: The Falmer Press.
CARRILLO, J. (1992). Resolución de Problemas en la Educación Secundaria Obligatoria. Curso de Introducción a los Diseños Curriculares de Matemáticas de la E.S.O.. Villalba (Huelva). Inédito.
CARRILLO, J. (1993a). Algunas aportaciones de la investigación en resolución de problemas. Actas VI Jornadas Andaluzas de Educación Matemática. Sevilla: Thales.
CARRILLO, J. (1993b). Resolución de Problemas en la Educación Secundaria. Curso de Actualización Científico-Didáctica en el Área de Matemáticas. Torremolinos (Málaga). Inédito.
CARRILLO, J. (1994). Resolución de problemas: clave del desarrollo profesional. Epsilon, nº30, 10(3), 27-38.
CARRILLO, J. (1995). La resolución de problemas en Matemáticas: ¿cómo abordar su evaluación? Investigación en la Escuela, 25, 79-86.
CARRILLO, J. & CONTRERAS, L.C. (1993). La identificación de las concepciones del profesor sobre la matemática y la educación matemática como claves para el diseño de estrategias de formación del profesorado. Actas de las VI Jornadas Andaluzas de Educación Matemática. Sevilla: Thales.
CARRILLO, J. & CONTRERAS, L.C. (1994). The relationship between the teacher's conceptions of mathematics and of mathematics teaching. A model using categories and descriptors for their analysis. Proceedings of the 18th PME Conference, Lisboa.
CASTRO, E. (1991). Resolución de problemas aritméticos de comparación multiplicativa. Memoria de Tercer Ciclo. Granada: Universidad de Granada.
CHADWICK, G. (1971). A Systems View of Planning. Oxford: Pergamon Press.
CHARLES, R. & LESTER, F. (1982). Teaching problem solving. What, Why, How. Palo Alto: Dale Seymour Publications.
CHARLES, R.; LESTER, F.K.(Jr.) & O'DAFFER, P. (1987). How to Evaluate Progress in Problem Solving. Reston (Virginia): NCTM.
CHEVALLARD, Y. (1988). A propos de la théorie de la Transposition: quelques notes introductives. Prepublicación IREM Marseille.
CHEVALLARD, Y. (1991). La transposition didactique du savoir savant au savoir enseigné. Grenoble: La Pensée sauvage.
CLARK, C. (1988). Asking the right questions about teacher preparations: Contributions of research on teacher thinking. Educational Researcher, 17(2), 5-12.
CLAXTON, G. (1984). Live and Learn. An Introduction to the Psychology of Growth and Change in Everyday Life. London: Harper and Row Publishers.
COBB, P. (1989). Experiential, cognitive, and anthropological perspectives in mathematics education. For the Learning of Mathematics, 9, 32-42.
COLLIS, K.F. & BIGGS, J.B. (1980). Mathematical Development. London: HMSO.
CONFREY, J. (1991). Learning to listen: a student's understanding of powers of ten. En Ernst von Glasersfeld (ed.) Radical Constructivism in Mathematics Education. Dordrecht, The Nederlands: Kluwer Academic Publishers.
CONNE, F. (1992). Savoir e connaissance dans la perspective de la transposition didactique. Recherches en Didactique des Mathématiques, 12(2.3), 221-270.
CONTRERAS, L.C.; CARRILLO, J. & GUEVARA, F. (1996). The teacher as problem solver and his/her conception on problems solving in the mathematics classroom. Proceedings of the 20th PME. Valencia (En prensa).
COONEY, T. (1983). Espoused beliefs and beliefs in practice: The cases of Fred and Janice. En Bergeron, J.C. & Herscovics, N. (Eds.) Proceedings of the fifth annual meeting of the North American Chapter of the PME. Montreal: Universidad de Montreal.
COONEY, T.J. (1985). A beginning teacher's view of problem solving. Journal for Research in Mathematics Education, 16, 324-336.
COPES, L. (1979). The Perry development scheme and the teaching of mathematics. Paper presented at the annual meeting of the International Group for the Psychology of Mathematics Education. Warwick, England.
COPES, L. (1982). The Perry development scheme: A metaphor for learning and teaching mathematics. For the Learning of Mathematics, 3(1), 38-44.
CORREA, A.D. & CAMACHO, J. (1993). Diseño de una metodología para el estudio de las teorías implícitas. En Rodrigo, M.J.; Rodríguez, A. & Marrero, J. (Eds.) Las teorías implícitas. Una aproximación al conocimiento cotidiano. Madrid: Visor.
DAVIS, P. & HERSH, R. (1982). The Mathematical Experience. Boston: Birkhäuser.
DAVIS, R.B. (1967). Mathematics teaching with special reference to epistemological problems. Athens: Athens University Press.
DAVIS, R.B. (1984). Learning Mathematics. The Cognitive Science Approach to Mathematics Education. London: Routledge.
DAVIS, R.B. (1992). Reflections on where Mathematics Education Now Stands and on Where It May Be Going. En Grouws, D.A. (Ed.) Handbook of Research on Mathematics Teaching and Learning. New York: Macmillan.
DeFRANCO, T.C. (1987). The role of metacognition in relation to solving mathematics problems among Ph. D. mathematicians. Tesis doctoral no publicada. New York.
DEWEY, J. (1910). How we think. Boston: Heath (1910, 1933).
DIAS, A.M. (1993). Resoluçao de problemas em educaçao matemática. Contributo para uma análise epistemológica e educativa das representaçoes pessoais dos professores. Tesis de Maestrado. Lisboa: APM.
DIONNE, J.J. (1988). Vers un Renouvellement de la Formation et du Perfectionnement des Maîtres du Primaire: LeProblème de la Didactique des Mathématiques. Les Publications de la Faculté des Sciences de l'Education, Université de Montréal. Montréal.
DODSON, J.W. (1971). Characteristics of Successful Problem Solvers. Tesis doctoral. University of Georgia. Dissertation Abstracts International 31A(1971):5928.
DOMÍNGUEZ, J. (1994). La Solución de Problemas en Ciencias Sociales. En Pozo, J.I. et al. (Eds.) La solución de problemas. Madrid: Aula XXI-Santillana.
DOSSEY, J.A. (1992). The Nature of Mathematics: its Role and its Influence. En Grouws, D.A. (Ed.) Handbook of Research on Mathematics Teaching and Learning. New York: McMillan.
DOUADY, R. (1980). Approche des nombres réels en situation d'apprentissage scolaire (enfants de 6 à 11 ans). Recherches en Didactique des Mathématiques, 1(1), 77-110.
DOUGHERTY, B.J. (1990). Influences of teacher cognitive/conceptual levels on problem-solving instruction. En Booker, G.et al.(Eds.) Proceedings of the 14th International Conference for the Psychology of Mathematics Education. Oaxtepec: International Group for the Psychologie of Mathematics Education.
DOYLE, W. (1985). La investigación sobre el contexto del aula: hacia un conocimiento básico para la práctica y la política de formación del profesorado. Revista de Educación, 277, 29-42.
DUCKWORTH, E. (1987). The Having of Wonderful Ideas. New York: Teachers College Press.
ECO, U. (1987). El nombre de la rosa. Barcelona: Lumen.
EISENHART, M.A. (1987). Comunicación personal a R. G. Underhill.
ELSTGEEST, J.; GOFFREE, F. & HARLEN, W. (1993). Education for Teaching Science and Mathematics in the Primary School. En Harlen, W. (Ed.). Science and Technology Education. Document Series, 46. París: UNESCO.
ELLIOT, J. (1993). El cambio educativo desde la investigación-acción. Madrid: Morata.
ERNEST, P. (1986). Political and social values. Mathematics Teaching, 116, 16-18.
ERNEST, P. (1989). The impact of beliefs on the teaching of mathematics. En Keitel, C. et al. (Eds.) Mathematics, Education and Society. Science and Technology Education. Document Series 35. Paris: UNESCO, 99-101.
ERNEST, P. (1991a). The philosophy of mathematics education. London: The Falmer Press.
ERNEST, P. (1991b). Constructivism, the Psychology of Learning, and the Nature of Mathematics: some critical issues. Proceedings of the 15th PME Conference, 25-32.
EVANS, R.W. (1991). Concepciones del maestro sobre la Historia. Boletín de Didáctica de las Ciencias Sociales, nº3-4, 61-94.
FALUDI, A. (1973). Planning Theory. Oxford: Pergamon Press.
FENNEMA, E. & FRANKE, M.L. (1992). Teacher's knowledge and its impact. En Grouws, D.A. (Ed.) Handbook of Research in Mathematics Teaching and Learning. New York: McMillan.
FLAVELL, J.H. (1976). Metacognitive aspects of problem solving. En Resnick, L.B. (Ed.) The nature of intelligence. Hillsdale, New Jersey: Lawrence Erlbaum Associates.
FLAVELL, J.H. (1979). Metacognition and cognitive monitoring: A new area of cognitive-developmental inquiry. American Psychologist, 34, 906-911.
FLAVELL, J.H. & WELLMAN, H. (1977). Metamemory. En Kail, R. y Hagen, J. (Eds.) Perspectives on the development of memory and cognition. Hillsdale, New Jersey: Lawrence Erlbaum Associates.
FORTUNATO, I. ET AL.. (1991). Metacognition and Problem Solving. Arithmetic Teacher, 39(4), 38-40.
FOXMAN, D.D. & JOFFE, L.S. (1989). Assessing Problem Solving in Small Groups. En Robitaille, D.F. (Ed.) Evaluation and Assessment in Mathematics Education. Science and Technology Education. Document Series, 32. Paris: UNESCO, 121-128.
FREDERICKSEN, N. (1984). Implications of cognitive theory for instruction on problem solving. Review of Educational Research, 54, 363-307.
FREINET, C. (1975). Parábolas para una pedagogía popular (los dichos de Mateo). Barcelona: Laia.
FREUDENTHAL, H. (1983). Didactical Phenomenology of mathematical Structures. Dordrecht: D. Reidel.
FUSON, K.C. (1992). Research on whole number addition and subtraction. En Grouws, D.A. (Ed.) Handbook of research on mathematics teaching and learning. New York: Macmillan.
GAGNÉ, R.M. (1965). The Conditions of Learning and Theory of Instruction. New York: Holt, Rinehart and Winston.
GARCÍA, J.E. & GARCÍA, F.F. (1989). Aprender investigando. Col. Investigación y Enseñanza. Serie: Práctica. Sevilla: Diada.
GAROFALO, J. & LESTER, F.K. (1985). Metacognition, cognitive monitoring, and mathematical performance. Journal for research in Mathematics Education, 16(3), 163-176.
GARRET, R.M. (1988). Resolución de problemas y creatividad: implicaciones para el curriculum de ciencias. Enseñanza de las Ciencias, 6(3), 224-230.
GARRISON, J.W. (1986). Some principles of postpositivistic philosophy of science. Educational Researcher, 15(9), 12-18.
GIMENO, J. & PÉREZ, A. (1993). Comprender y transformar la enseñanza. Madrid: Morata.
GIORDAN, A. & DE VECCHI, G. (1988). Los orígenes del saber. Sevilla: Diada.
GLASSON, G.E. & LALIK, R.V. (1993). Reinterpreting the Learning Cycle from a Social Constructivist Perspective: A QualitativeStudy of Teachers' Beliefs and Practices. Journal of Research in Science Teaching, 30(2), 187-207.
GOETZ, J.P. & LeCOMPTE, M.D. (1988). Etnografía y diseño cualitativo en investigación educativa. Madrid: Morata.
GOFFREE, F. (1985). The teacher and curriculum development. For the Learning of Mathematics, 5, 26-27.
GOLDMAN, A. (1986). Problem Solving. Power and Speed. En Epistemology and Cognition. Cambridge: Harvard University Press.
GOOD, T. (1990). Building the knowledge base of teaching. En Dill, D. (Ed.) What Teachers Need to Know. San Francisco: Jossey Bass.
GREENO, J.G. (1978). A study of problem solving. En Glaser, R. (Ed.) Advances in instructional psychology. Hillsdale, NJ: Erlbaum.
GREEN, T.F. (1971). The activities of teaching. New York: McGraw-Hill.
GRUNDY, S. (1982). Three models of action research. En Kemmis, S. & McTaggart, R. (Eds.) The Action Research Reader. Victoria: Deakin University.
GRUNDY, S. (1991). Producto o praxis del curriculum. Madrid: Morata.
GRUPO INVESTIGACIÓN EN LA ESCUELA (1991). Proyecto curricular Investigación y renovación en la Escuela (IRES). Sevilla: Diada.
GUDMUNDSDOTTIR, S. (1990). Values in pedagogical content knowledge. Journal of Teacher Education, 41(3), 44-52.
GUIMARAES, H.M. (1988). Ensinar Matemática. Concepçoes e práticas. Tesis de Master en Educación. Universidad de Lisboa.
GUZMÁN, M. de (1985). Enfoque heurístico de la enseñanza matemática. Aspectos didácticos de matemáticas-1, Bachillerato. Aula Abierta, 57, 31-46. Zaragoza: ICE Universidad.
HADAMARD, J. (1945). The psychology of invention in the mathematical field. Princeton: Princeton University Press.
HAREL, G. & DUBINSKY, E. (1991). The development of the concept of function by preservice secondary teachers from action conception to process conception. Proceedings of the 15th PME Conference, vol.II, 133-140. Asís, Italia.
HART, L.C. (1991). Monitoring change in metacognition. Proceedings of the 15th PME Conference, vol.II, 141-148.
HAYES, J.R. (1981). The complete problem solver. Filadelfia: Franklin Institute Press.
HERSH, R. (1986). Some proposals for reviving the philosophy of mathematics. En Tymoczko, T. (Ed.) New directions in the philosophy of mathematics. Boston: Birkhäuser.
HEWSON, P.W. & HEWSON, M.G. (1988). An appropriate conception of teaching science: A view from studies of science learning. Science Education, 72, 597-614.
HOLLANDER, S.K. (1974). Strategies of Selected Sixth Graders Reading and Working Verbal Arithmetic Problems.Tesis doctoral. Hofstra University. Dissertation Abstracts International 34A(1974):6258-59.
HOUSE, P.A. (1980).Risking the Journey into Problem Solving. En Krulik, S. y Reys, R.E. (Eds.) Problem Solving in School Mathematics. Reston, Virginia: NCTM.
HOUSE, P.A.; WALLACE, M.L. & JOHNSON, M.A. (1983). Problem Solving as a Focus: How? When? Whose Responsibility? En Shufelt, G. & Smart, J.R. (Eds.) The Agenda in Action. NCTM Yearbook. Reston, Virginia: NCTM.
HOWSON, G. & WILSON, B. (1986). School Mathematics in the 1990s. Cambridge: Cambridge University Press.
HUDGINS, B.B. (1966). Cómo enseñar a resolver problemas en el aula. Buenos Aires: Paidós.
HUMPHREY, G. (1951). Thinking. London: Methuen.
HUMPHREY, N. (1987). La reconquista de la conciencia. México: Fondo de Cultura Económica.
JAWORSKI, B. (1994). Investigating Mathematics Teaching: A Constructivist Enquiry. London: The Falmer Press.
JIMÉNEZ, R. ET AL. (1994). El diseño curricular y la Formación del Profesor como nexos de investigación en Didáctica de las Ciencias (Experimentales, Sociales y Matemáticas). Investigación en la escuela, 24, 71-78.
JONES, D., HENDERSON, E. & COONEY, T. (1986). Mathematics teachers beliefs about matheamtics and about teaching mathematics. En Lappan, G. y Even, R.(Eds.) Proceedings of the 8ght annual meeting of the North American chapter of the International Group for the Psychologie of Mathematics Education. East Lansing,MI:Michigan State University.
JONES, S. (1985). The analysis of depth interviews. En Walker, R. (Ed.) Applied Qualitative Research. London: Glower Publishing company.
JURDAK, M. (1991). Teachers' conceptions of mathematics education and the foundations of mathematics. Proceedings of the 15th PME Conference, vol. II, 221-228.
KANTOWSKI, M.G. (1980). Some Thoughts on Teaching for Problem Solving. En Krulik, S. & Reys. R.E. (Eds.) Problem Solving in School Mathematics. Reston (Virginia): NCTM.
KANTOWSKI, M.G. (1981). Problem solving. En Fennema, E. (Ed.) Mathematics Education Research: Implications for the 80's. Reston (Virginia): NCTM.
KARPLUS, R. ET AL. (1977). Science Teaching and the Development of Reasoning. Berkeley: University of California.
KEITEL, C. ET AL. (Eds.) (1989). Mathematics, Education and Society. Science and Technology Education. Document Series 35. Paris: UNESCO.
KELLY, G.A. (1955). The Psychology of personal constructs, 1 and 2. New York: W.W. Norton and Co..
KEMMIS, S. (1985). Action research and the politics of reflection. En Boud, D., Keogh, R. & Walker, D. (Eds.) Reflection: Turning Experience into Learning. London: Croom Helm.
KILPATRICK, J. (1967). Analyzing the solution of word problems in mathematics: an exploratory study (Tesis doctoral). Stanford: Universidad de Stanford.
KILPATRICK, J. (1978). Variables and methodologies in research on problem solving. En Hatfield, L.L. y Bradbard, D.A. (Eds.) Mathematical problem solving: papers from a research workshop. Columbus, Ohio: ERIC Clearinghouse for Science.
KILPATRICK, J. (1982). What is a problem? Problem Solving, 4(2), 1-2, 4-5.
KILPATRICK, J. (1985). A retrospective account of the past 25 years of research on teaching mathematical problem-solving. En Silver, E.A. (Ed.) Teaching and Learning Mathematical Problem Solving: Multiple Research Perspectives. Hillsdale, New Jersey: Lawrence Erlbaum Associates.
KILPATRICK, J. (1987). Problem Formulating: Where Do Good Problems Come From?. En Schoenfeld, A.H. (Ed.) Cognitive Science and Mathematics Education. Hillsdale, NJ: Lawrence Erlbaum Associates.
KOHLER, W. (1925). The mentality of apes. New York: Harcourt Brace Jovanovich.
KRULIK, S. & REYS, R.E. (1980). Problem Solving in School Mathematics. Reston (Virginia): NCTM.
KRUTETSKII, V.A. (1976). The Psychology of Mathematical Abilities in Schoolchildren. Chicago: University of Chicago Press.
KUHN, T.S. (1970). The structure of scientific revolution. Chicago: University of Chicago Press.
KUHS, T.M. & BALL, D.L. (1986). Approaches to teaching mathematics: Mapping the domains of knowledge, skills and dispositions. East Lansing, MI: Michigan State University, Center of Teacher Education.
KULM, G. (1979). The classification of problem-solving research variables. En Goldin, G.A. y McClintock, C.E. (Eds.) Task variables in mathematical problem solving. Philadelphia, Pensylvania: Franklin Institute Press.
LAKATOS, I. (1963). Proofs and refutations. British Journal of the Psychology of Sciences, 14.
LAKATOS, I. (1978). Mathematics, Science and Epistemology. New York: Cambridge University Press.
LAMBDIN, D.; MASINGLIA, J.O. & TINSLEY, S. (1992). Cooperative problem solving: but what about grading? Arithmetic Teacher, 39(6), 17-23.
LATOUR, B. (1987). Science in action. Cambridge: Harvard University Press.
LEE, B. (1994). Prospective secondary mathematics teachers' beliefs about "0.999...=1". Proceedings of the 18th PME Conference, vol. III, 128-135. Lisbon.
LERMAN, S. (1983). Problem solving or knowledge centered: The influence of philosophy on mathematics teaching. International Journal of Mathematical Education in science and Technology, 14(1), 59-66.
LERMAN, S. (1990). Alternative perspectives of the nature of mathematics and their influence on the teachingof mathematics. British Educational Research Journal, 16(1), 53-61.
LESTER, F.K. (1980). Research on Mathematical Problem Solving. En Shumway, R.J. (Ed.) Research in Mathematics Education. Reston (Virginia): NCTM.
LESTER, F.K. (1985). Methodological considerations in research on mathematical problem-solving instruction. En Silver, E.A. (Ed.) Teaching and Learning Mathematical Problem Solving: Multiple Research Perspectives. Hillsdale, New Jersey: Lawrence Erlbaum Associates.
LIKERT, R. (1932). A technique for the measurement of attitudes. Archives of Psychology, 140, 5-53.
LIMÓN. M. & CARRETERO, M. (1995). Razonamiento y solución de problemas de contenido histórico. En Carretero, M. (Ed.) Construir y enseñar. 1. Las Ciencias Sociales y la Historia. Buenos Aires: Visor.
LINCOLN, Y.S. & GUBA, E.G. (1985). Naturalistic Inquiry. Beverly Hills: Sage.
LLINARES, S. (1992). Los mapas cognitivos como instrumento para investigar las creencias epistemológicas de los profesores. En Marcelo, C. (Ed.) La investigación sobre la formación del profesorado. Métodos de investigación y análisis de datos. Irala, Argentina: Cincel.
LLINARES, S. & SÁNCHEZ, M.V. (1990). El conocimiento profesional del profesor y la enseñanza de las matemáticas. En Llinares, S. y Sánchez, M.V. (Eds.) Teoría y Práctica en Educación Matemática. Sevilla: Alfar.
LUBINSKI, C.A. & VACC, N.N. (1994). The Influence of Teachers' Beliefs and Knowledge on Learning Environments. Arithmetic Teacher, 41(8), 476-479.
MALONE, J.A. ET AL. (1980). Measuring Problem-solving Ability. En Krulik, S. & Reys, R.E. (Eds.) Problem Solving in School Mathematics. Reston (Virginia): NCTM.
MARCELO, C. (1993). Cómo conocen los profesores la materia que enseñan. Algunas contribuciones de la investigación sobre Conocimiento Didáctico del contenido. En Montero, L. y Vez, J.M. (Eds.) Las didácticas específicas en la formación del profesorado. Santiago de Compostela, España: Tórculo Edicións.
MARRERO, J. (1988). Teorías implícitas y planificación del profesor. Tesis doctoral. Departamento de Didáctica, Universidad de La Laguna.
MARRERO, J. (1993). Las teorías implícitas del profesorado: vínculo entre la cultura y la práctica de la enseñanza. En Rodrigo, M.J.; Rodríguez, A. & Marrero, J. (Eds.) Las teorías implícitas. Una aproximación al conocimiento cotidiano. Madrid: Visor.
MASJUAN, J.M. (1995). Actitudes y Tipologías. Cuadernos de Pedagogía, 238, 55-58.
MASON, J.; BURTON, L. & STACEY, K. (1982). Thinking mathematically. London: Addison Wesley.
MAYER, R.E. (1983). Thinking, Problem Solving, Cognition. New York: Freeman and Company.
MAYER, R.E. & GREENO, J.G. (1972). Structural differences between learning outcomes produced by different instructional methods. Journal of Educational Psychology, 63, 165-173.
McLEOD, D.B. (1988). Affective issues in mathematical problem solving: some theoretical considerations. Journal for Research in Mathematics Education, 19(2), 134-141.
MEDLEY, D. (1984). Teacher competency testing and the teacher education. En Katz, L. & Rath, J. (Eds.) Advances in Teacher Education, vol. 1. New Jersey: Ablex.
MICHELL, J. (1994). Measuring Dimensions of Belief by Unidimensional Unfolding. Journal of Mathematical Psychology, 38(2), 244-273.
MILES, M.B. & HUBERMAN, A.M. (1984). Qualitative Data Analysis: A Sourcebook of New Methods. London: Sage Publications Beverly Hills.
MONEREO, C. (1995). Enseñar a conciencia. ¿Hacia una didáctica metacognitiva? Aula, 34, 74-80.
MONEREO, C.; PIFARRÉ, M. & PRAT, I. (1993). Pararse a pensar. Cuadernos de Pedagogía, 219, 62-67.
MUNBY, H. (1982). The place of teachers' beliefs in research on teacher thinking and decision making, and an alternative methodology. Instructional Science, 11, 201-225.
MUNBY, H. (1984). A qualitative approach to the study of teacher's beliefs. Journal of Research in Science Teaching, 21, 27-38.
MURA, R. (1993). Images of mathematics held by university teachers of mathematical sciences. Educational Studies in Mathematics, 25(4), 375-385.
NATIONAL COUNCIL OF SUPERVISORS OF MATHEMATICS (1977). Position Paper on Basic Mathematical Skills. Washington, D.C.: National Institute of Education.
NATIONAL INSTITUTE OF EDUCATION (1975). Conference on Basic Mathematical Skills and Learning, vol.2: Working Group Reports. Washington, D.C.: The Institute.
NCTM (1989). Curriculum and Evaluation Standards for School Mathematics. Reston, Virginia: NCTM.
NESPOR, J. (1987). The role of beliefs in the practice of teaching. Journal of Curriculum Studies, 19, 317-328.
NEWELL, A. & SIMON, H. (1972). Human Problem Solving. Englewood Cliffs, NJ: Prentice Hall.
NICHOLLS, J.G. (1983). Conceptions of ability and achievement motivation: A theory and its implications for education. En Paris, S.G.; Olson, G.M. & Stevenson, H.W. (Eds.) Learning and Motivation in the Classroom. Hillsdale, NJ: Lawrence Erlbaum Associates.
NUNOKAWA, K. (1995). Problem solving as modelling: a case of augmented-quotient division problem. International Journal of Mathematical Education in Science and Technology, 26(5), 721-727.
OCEA (1987a). Mathematics. General reference. Oxford: University of Oxford.
OCEA (1987b). Mathematics. Putting it into practice. Oxford: University of Oxford.
OTTE, M. (1989). "Mathematics for All" and the Epistemological Problems of Mathematics Education. En Keitel, C. et al. (Eds.) Mathematics, Education and Society. Science and Technology Education. Document Series, 35. Paris: UNESCO, 54-56.
PAGÉS, J. (1993). El disseny, el desenvolupament del curriculum i el pensament del professor: el cas de l'experimentacio del curriculum de Ciencies Socials del ciclo superior d'EGB a Catalunya. Tesis Doctoral inédita. Universidad Autónoma de Barcelona.
PAJARES, M.F. (1992). Teachers' Beliefs and Educational Research: Cleaning Up a Messy Construct. Review of Educational Research, 62(3), 307-332.
PARIS, S.G.; LIPSON, M. & WIXSON, K. (1983). Becoming a strategy reader. Contemporary Educational Psychology, 8, 293-316.
PEHKONEN, E. (1991). Introduction. ZDM, 91(1), 1-4.
PEHKONEN, E. (1994). On Teachers' Beliefs and Changing Mathematics Teaching. Journal für Mathematik-Didaktik, 15(3/4), 177-209.
PEHKONEN, E. (1995). Introduction: Use of open-ended problems. ZDM, 95(2), 55-57.
PEHKONEN, E. (1996). Some Considerations on the Beliefs-Terminology Used. En Törner, G. (1996) Current State of Research on Mathematical Beliefs. Proceedings of the Second MAVI Workshop. University of Duisburg.
PERRY, W.G.,Jr. (1970). Forms of intellectual and ethical development in the college years: A scheme. New York: Holt, Rinehart and Winston.
PERRY, W.G.,Jr. (1981). Cognitive and ethical growth: The making of meaning. En Chickering, A. (Ed.) The modern American college. New York: Jossey-Bass.
PESTEL, B.C. (1993). Teaching Problema Solving without Modeling through "Thinking Aloud Pair Problem Solving". Science Education, 77(1), 83-94.
PIAGET, J. (1980). Observaciones sobre la educación matemática. En Piaget, J. et al. (1980) (Eds.) La enseñanza de las matemáticas modernas. Madrid: Alianza Universidad.
PÓLYA, G. (1934). Cómo buscar la solución de un problema de Matemáticas. Matemática elemental. Tomo III. Números 1, 2, 3. Madrid-Buenos Aires: Sociedad matemática argentina y Sociedad matemática española.
PÓLYA, G. (1962). Mathematical discovery. New York: John Wiley and Sons.
PÓLYA, G. (1986). Cómo plantear y resolver problemas. México: Trillas.
PONTE, J.P. (1994). Mathematics teachers' professional knowledge. Proceedings of the 18th PME Conference, vol. I, 195-210. Lisbon.
POPE, M.L. (1985). Constructivist Goggles: Implications for Process in Teaching and Learning. Conferencia de la BERA. Sheffield.
PORLÁN, R. (1989). Teoría del Conocimiento, Teoría de la Enseñanza y Desarrollo Profesional. Tesis Doctoral. Departamento de Didáctica de las Ciencias. Universidad de Sevilla.
PORLÁN, R. (1992). Teoría y práctica del curriculum. El curriculum en la acción. En AA.VV. Curso de actualización científico-didáctica. Madrid: MEC.
POSNER, G.J. ET AL. (1982). Accomodation of a Scientific Conception: Toward a Theory of Conceptual Change. Science Education, 66(2), 211-227.
POZO, J.I. & GÓMEZ, M.A. (1994). La solución de los problemas en Ciencias de la Naturaleza. En Pozo, J.I. et al. (Eds.) La solución de problemas. Madrid: Aula XXI-Santillana.
PUIG, L. (1993). Elementos para la instrucción en resolución de problemas de matemáticas. Tesis doctoral. Facultat de Psicología. Universitat de València.
PUIG, L. & CERDÁN, F. (1988). Problemas aritméticos escolares. Madrid: Síntesis.
RAYMOND, A.M. & SANTOS, V. (1995). Preservice Elementary Teachers and Self-Reflection: How Innovation in Mathematics Teacher Preparation Challenges Mathematics Beliefs. Journal of Teacher Education, 46(1), 58-70.
REITMAN, W.R. (1965). Cognition and thought: An information processing approach. New York: Wiley.
REYNOLDS, M. & SALTERS, M. (1995). Models of Competence and Teacher Training. Cambridge Journal of Education, 25(3), 349-359.
ROBERT, A. (1982). L'adquisition de la notion de convergence des suites numériques dans l'enseignement supérieur. Recherches en Didactique des Mathématiques, 3(3), 307-341.
ROBINSON, M.L. (1973). An Investigation of Problem Solving Behavior and Cognitive and Affective Characteristics of Good and Poor Problem Solvers in Sixth Grade Mathematics. Tesis doctoral. State University of New York at Buffalo. Dissertation Abstracts International 33A(1973):5620.
ROGERS, L. (1976). The history of mathematics and its implications for mathematics teaching. Tesis doctoral no publicada. University of Leicester.
ROKEACH, M. (1968). Beliefs, attitudes and values: A theory of organization and change. San Francisco: Jossey-Bass.
ROMERO, C. & AZCÁRATE, C. (1994). An inquiry into the concept images of the continuum. Trying a research tool. Proceedings of the 18th PME Conference, vol. II, 185-192. Lisbon.
RUIZ, L. (1993). Concepciones de los alumnos de Secundaria sobre la noción de función: análisis epistemológico y didáctico. Tesis doctoral no publicada. Granada.
SAARI, H. (1983). Koulusaavutusten affektiiviset oheissaavutukset (Affective Consequences of School Achievements). Institute for Educational Research. Publications 348. University of Jyväskylä.
SAVOIE, J.M. & HUGHES, A.S. (1994). Problem-Based Learning as Classroom Solution. Educational Leadership, 52(3), 54-57.
SCHNEIDER, M. (1992). A propos de l'apprentissage du taux de variation instantané. Educational Studies in Mathematics, 23, 317-350.
SCHOEN, H.L. & OEHMKE, T. (1980). A New Approach to the Measurement of Problem-solving Skills. En Krulik, S. & Reys, R.E. (Eds.) Problem Solving in School Mathematics. Reston (Virginia): NCTM.
SCHOENFELD, A.H. (1980). Heuristics in the Classroom. En Krulik, S. y Reys, R.E. (Eds.) Problem Solving in School Mathematics. Reston, Virginia: NCTM.
SCHOENFELD, A.H. (1983). Episodes and executive decisions in mathematics problem-solving. En Lesh, R. y Landau, M. (Eds.) Acquisition of mathematics concepts and process. New York: Academic Press.
SCHOENFELD, A.H. (1984). Beyond the purely cognitive: Belief systems, social cognitions and metacognitions as driving forces in intellectual performance. Cognitive Science, 7, 329-363.
SCHOENFELD, A.H. (1985). Mathematical problem solving. New York: Academic Press.
SCHOENFELD, A.H. (1987). What's all the Fuss about Metacognition? En Schoenfeld, A.H. (Ed.) Cognitive Science and Mathematics Education. Hillsdale, NewJersey: Lawrence Erlbaum Associates.
SCHOENFELD, A.H. (1989). Explorations of students' mathematical beliefs and behavior. Journal for Research in Mathematics Education, 20(4), 338-355.
SCHOENFELD, A.H. (1992). Learning to think mathematically: Problem Solving, Metacognition andSense-Making in Mathematics. En Grouws, D. (Ed.) Handbook for Research on Mathematics Teaching and Learning. New York: Macmillan.
SCHÖN, D.A. (1987). Educating the reflective practitioner. San Francisco: Jossey Bass.
SCHUBRING, G. (1989). Theoretical Categories for Investigations in the Social History of mathematics Education and Some Characteristic Patterns. En Keitel, C. et al. (Eds.) Mathematics, Education and Society. Science and Technology Education. Document Series, 35. Paris: UNESCO, 6-8.
SCHULTZ, K. (1991). Problem solving and thinking: constructivist research. Proceedings of the 15th PME Conference, vol. III, 246-253.
SCHUTZ, A. (1970). On phenomenology and social relations. Chicago: University of Chicago Press.
SFARD, A. (1991). On the dual nature of mathematics conceptions: reflections on processes and objects as different sides of the same coin. Educational Studies in Mathematics, 22, 1-36.
SHARP, R. & GREEN, A. (1975). Education and social control. London: Routledge & Kegan Paul.
SHAVELSON, R.J. & STERN, P. (1983). Investigación sobre el pensamiento pedagógico del profesor, sus juicios, decisiones y conducta. En Gimeno, J. & Pérez, A. (Eds) La enseñanza: su teoría y su práctica. Madrid: Akal.
SHIGEMATSU, K. (1993). Metacognition: the role of the "inner teacher". Contrast between Japan and the United States. Hiroshima Journal of Mathematics Education, 1, 113-122.
SHUFELT, G. & SMART, J.R. (1983). The Agenda in Action. NCTM Yearbook. Reston, Virginia: NCTM.
SHULMAN, L.S. (1986). Those who understand: Knowledge growth in teaching. Educational Researcher, 15(2), 4-14.
SHULMAN, L.S. (1987). Knowledge and teaching: Foundations of the new reform. Harvard Educational Review, 57(1), 1-22.
SHULMAN, L.S. (1993). Renewing the Pedagogy of Teacher Education: The Impact of Subject-Specific Conceptions of Teaching. En Montero, L. y Vez, J.M. (Eds.) Las didácticas específicas en la formación del profesorado (I). Santiago de Compostela, España: Tórculo Edicións.
SILVER, E.A. (1982). Thinking about problem solving: Toward an understanding of metacognitive aspects of mathematical problem solving. Documento no publicado. San Diego. San Diego State University, Department of Mathematical Sciences.
SILVER, E.A. (1985a). Research on Teaching Mathematical Problem Solving: Some Underrepresented Themes and Needed Directions. En Silver, E.A. (Ed.) Teaching and Learning Mathematical Problem Solving: Multiple Research Perspectives. Hillsdale, NJ: Lawrence Erlbaum Associates.
SILVER, E.A. (Ed.) (1985b). Teaching and Learning Mathematical Problem Solving: Multiple Research Perspectives. Hillsdale, NJ: Lawrence Erlbaum Associates.
SILVER, E.A. (1987). Foundations of Cognitive Theory and Research for Mathematics Problem-Solving. En Schoenfeld, A.H. (Ed.) Cognitive Science and Mathematics Education. Hillsdale, NewJersey: Lawrence Erlbaum Associates.
SIMON, H.A. (1973). The structure of ill structured problems. Artificial Intelligence, 4, 181-201.
SIMON, H.A. (1978). Information-processing theory of human problem solving. En Estes, W.K. (Ed.) Handbook of Learning and Cognitive Processes. Vol. 5: Human Information Processing. Hillsdale, New Jersey: Lawrence Erlbaum Associates.
SIMON, H.A. (1979). Models of thought. New Haven, Conn.: Yale University Press.
SIMON, M.A. (1991). Initial development of prospective elementary teachers' conceptions of mathematics pedagogy. Proceedings of the 15th PME Conference, vol. III, 270-277. Asís, Italia.
SIMON, M.A. (1994). Learning mathematics and learning to teach: learning cycles in mathematics teacher education. Educational Studies in Mathematics, 26(1), 71-94.
SKEMP, R.R. (1978). Relational understanding and instrumental understanding. Arithmetic Teacher, 26(3), 9-15.
SKEMP, R.R. (1981). The Formation of Mathematical Concepts. En Floyd, A (Ed.) Developing Mathematical Thinking. Wokingham, England: Addison-Wesley.
STACEY, K. (1991). The effects on students' problem solving behaviour of long-term teaching a problem solving approach. Proceedings of the 15th PME Conference, III, 278-285. Asís (Italia).
STENHOUSE, L. (1984). Investigación y desarrollo del curriculum. Madrid: Morata.
STERNBERG, R.J. (1980). Sketch of a componential subtheory of human intelligence. Behavioral and Brain Sciences, 3, 573-584.
STERNBERG, R.J. (1982). A componential approach to intellectual development. En Sternberg, R.J. (Ed.) Advances in the psychology of human intelligence, vol. I. Hillsdale, NJ: Lawrence Erlbaum Associates.
STONEWATER, J.K. & OPREA, J.M. (1988). An analysis of in-service teachers' mathematical beliefs: A cognitive development perspective. En Behr, M.J.; Lacampagne, C.B. & Wheeler, M.M. (Eds.) PME-NA Proceedings of the tenth annual meeting, p. 356-363. DeKalb, IL: Northern University.
SUYDAM, M.N. (1980). Untangling Clues from Research on Problem Solving. En Krulik, S. & Reys, R.E. (Eds.) Problem Solving in School Mathematics. Reston (Virginia): NCTM.
SUYDAM, M.N. & WEAVER, J.F. (1977). Research on Problem Solving: Implications for Elementary School Classrooms. Arithmetic Teacher, 25, 40-42.
SWENSON, E.J. (1994). How much real problem solving? Arithmetic Teacher, 41(7), 400-403.
TABACHNICK, B.R. & ZEICHNER, K.M. (1984). The impact of the student teaching experience on the development of teacher perspectives. Journal of Teacher Education, 35(6), 28-36.
TALL, D. (1992). The transition to advanced mathematical thinking: functions, limits, infinity, and proof. En Grouws, D.A. (Ed.) Handbook of Research on Mathematics Teaching and Learning. New York: McMillan & NCTM.
TALL, D. & VINNER, S. (1981). Concept image and concept definition in mathematics, with particular reference to limits and continuity. Educational Studies in Mathematics, 12, 151-169.
TALTON, C.F. (1973). An Investigation of Selected Mental, Mathematical, Reading, and Personality Assessments as Predictors of High Achievers in Sixth Grade Mathematical Verbal Problem Solving. Tesis doctoral. Northwestern State University of Louisiana. Dissertation Abstracts International 34A(1973):1008-9.
THOMPSON, A.G. (1984). The relationship of teachers' conceptions of mathematics teaching to instructional practice. Educational Studies in Mathematics, 15, 105-127.
THOMPSON, A.G. (1985). Teacher's Conceptions of Mathematics and the Teaching of Problem Solving. En Silver, E.A. (Ed.) Teaching and Learning Mathematical Problem Solving: Multiple Research Perspectives. Hillsdale, New Jersey: Lawrence Erlbaum Associates.
THOMPSON, A.G. (1991). The development of teachers' conceptions of mathematics teaching. Proceedings of the thirteenth annual meeting of the North American chapter of the International Group for the Psychology of Mathematics Education, 8-14.
THOMPSON, A.G. (1992). Teacher's Beliefs and Conceptions: a Synthesis of the Research. En Grouws, D.A. (Ed.) Handbook on Mathematics Teaching and Learning. New York: McMillan.
THORNDIKE, E.L. (1898). Animal intelligence: An experimental study of the associative processes in animals. Psychological Monographs, 2, 8.
TILLEMA, H.H. (1994). Training and professional expertise: bridging the gap between new information and pre-existing beliefs of teachers. Teaching & Teacher Education, 10(6), 601-615.
TOULMIN, S. (1977). Human Understanding. Princeton: Princeton University Press.
UNDERHILL, R.G. (1988). Mathematics teachers' beliefs: Review and reflections. Focus on Learning Problems in Mathematics, 43-58.
VALLI, L. (1990). The Question of Quality and Content in Reflective Teaching. Comunicación presentada en el congreso anual de la American Educational Research Association. Boston.
VÁZQUEZ, A. (1993). Procedencia de los conceptos didácticos previos, en Profesores de Secundaria en formación. Bordón, 45(4), 447-454.
VOIGT, J. (1989). Social functions of routines and consequences for subject matter learning. International Journal of Educational Research, 6, 647-655.
VOIGT, J. (1994). Negotiation of Mathematical Meaning and Learning Mathematics. Educational Studies in Mathematics, 26(2-3), 275-298.
VON GLASERSFELD, E. (1984). An introduction to radical constructivism. En Watzlawick, P. (Ed.) The Invented Reality. Norton: New York.
VON GLASERSFELD, E. (1987). Learning as a constructive activity. En Janvier, C. (Ed.) Problems of Representation in the Teaching and Learning of Mathematics. Hillsdale, New Jersey: Erlbaum.
VON GLASERSFELD, E. (1989). Cognition, construction of knowledge, and teaching. Synthese, 80(1), 121-140.
VON GLASERSFELD, E. (Ed.) (1991). Radical Constructivism in Mathematics Education. Dordrecht, The Nederlands: Kluwer Academic Publishers.
VYGOTSKI, L.S. (1991). Prólogo al libro de Thorndike "Principios de enseñanza basados en la psicología" (1926). Obras escogidas, I. Madrid: Visor-MEC.
WALLAS, G. (1926). The Art of Thought. New York: Harcout Brace Jovanovich.
WERTHEIMER, M. (1959). Productive Thinking. New York: Harper and Row Publishers.
WITTROCK, M.C. (1986). Handbook of Research on Teaching (vol. I, II, III). New York: McMillan Publishing Company.
WOOLGAR, S. (1988). Science: The very idea. London: Tavistock Publications.
YACKEL, E. (1989). The Negotiation of Social Context for Small-Group Problem Solving in Mathematics. En Keitel, C. et al. (Eds.) Mathematics, Education and Society. Science and Technology Education. Document Series, 35. Paris: UNESCO, 183-184.
ZABALA, A. (1992). Los proyectos de investigación del medio. Los problemas reales como eje estructurador de los procesos de enseñanza/aprendizaje. Aula, 8, 17-23.
ZEICHNER, K. (1993). El maestro como profesional reflexivo. Cuadernos de Pedagogía, 220, 44-49.
ZEICHNER, K.M. (1994). Research on Teacher Thinking and Different Views of Reflective Practice in Teaching and Teacher Education. En Carlgren, I., Handal, G. & Vaage, S. (Eds.) Teachers' Minds and Actions: Research on Teachers' Thinking and Practice. London: The Falmer Press.