TY - GEN AU - Rabuffetti,Hebe T. TI - Introducción al análisis matemático SN - 950-02-5293-7 PY - 1999/// CY - Buenos Aires PB - El Ateneo N1 - 1. Nociones previas - 2. Conjuntos de puntos - 3. Funciones escalares - 4. Límite funcional - 5. Continuidad - 6. Derivada - 7. Máximos y mínimos - 8. Fórmula de Taylor - 9. Sucesiones numéricas - 10. Series numéricas - 11. Primitivas - 12. Integral definida UR - 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