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Doilng mathematics : an introduction to proofs and problem solving

Galovich Steven

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Abstract

Mathematics majors learn the underlying concepts and how to apply them to problem solving and proofs in this introduction to the fundamentals in mathematical reasoning and the basic properties of the real numbers and set theory. Proof techniques are covered in detail so that students gain the background they need for courses in abstract algebra and real analysis.

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Mathematics majors learn the underlying concepts and how to apply them to problem solving and proofs in this introduction to the fundamentals in mathematical reasoning and the basic properties of the real numbers and set theory. Proof techniques are covered in detail so that students gain the background they need for courses in abstract algebra and real analysis.

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Available abstract

Mathematics majors learn the underlying concepts and how to apply them to problem solving and proofs in this introduction to the fundamentals in mathematical reasoning and the basic properties of the real numbers and set theory. Proof techniques are covered in detail so that students gain the background they need for courses in abstract algebra and real analysis.

Key concepts: Mathematical proof, Real analysis, Set (abstract data type), Calculus (dental), Computer science, Mathematics, Mathematical logic, Algebra over a field

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