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U math series: Combinatorial calcolus

  • math
  • Categories:Mathematics
  • Language:Italian(Translation Services Available)
  • Publication date:April,2018
  • Pages:176
  • Retail Price:(Unknown)
  • Size:170mm×240mm
  • Page Views:303
  • Words:(Unknown)
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  • Text Color:Black and white
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Feature

★U Math is the series for mathematical excellence, curated by the Mathesis’ section of Udine, and is aimed at students who want to take a step forward and for teachers who want to help them.
★The books of the U Math series are long-seller. The sales of each volume are constant over the years.
★The U Math series collects in-depth mathematical texts, some of which are inspired by mathematics competitions, which present a wide spectrum of issues related to problem-solving: from number theory to geometry, from combinatorics to algebra. The spirit is to enhance excellence, promote the culture of merit and the quality of learning in the school system.
★English sample and English content available.

The series includes 19 titles:
Combinatorial calcolus
2D Geometry for Math Competitions
Number Theory
PhiQuadro's Mathematical Games
3D Geometry for Math Competitions
Demonstrative Techniques
Modular Arithmetic
Probability
Training manual for math competitions
Combinatory by problems
Problem Solving Geometry
Dialogues on Logic
Mathematics of the Olympics
Problem solving in algebra and numbers theory
Bogota's case
Consolidation manual for mathematics competitions

The book for Middle School Students:
Playing with Math and Problem Solving

The book for High School Students:
Interdisciplinary paths between literature and mathematics
The history of mathematics. Mathematics in history

Description

An elementary exposure, albeit as rigorous as possible, of the fundamental concepts of combinatorial calculus and of some typical resolutive schemes, introduces a significant number of exercises of different difficulty (some immediate, others far from trivial). Of all the proposed problems is then given a more or less detailed resolution, reporting, in many cases, the typical errors. This provides the student with a useful opportunity to prepare for a type of reasoning that cannot easily be confined to standard and routine schemes. This training is not for itself, but it is in sight of successive applications to other chapters of mathematics, such as the Calculus of probabilities and the Mathematics of the finite. In this second edition, the narrative buildup has been improved, adding those observations and results the lack of which the teaching experience has pointed out. The number of proposed exercises was also significantly increased.

Author

Maurizio Trombetta (1946), has taught Mathematical Analysis at the Universities of Trieste and Udine. For many years he led the Research Unit in Mathematics Education at the University of Udine and was president of the Mathesis section of Udine, actively contributing to the organization of the association's many activities and taking care of refresher courses for teachers.

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