Differential Calculus in Several Variables 1st Edition

Grasp the geometric clarity of multivariable analysis with Differential Calculus in Several Variables, 1st Edition by Marius Ghergu — a concise, rigorous introduction designed for today’s undergraduate and beginning graduate students. This thoughtfully structured text transforms abstract theory into tangible understanding, guiding readers from foundational concepts to advanced techniques used across mathematics, physics, and engineering.

Carefully paced chapters cover limits and continuity in R^n, partial derivatives, differentiability, the Jacobian matrix, Taylor expansions, the implicit and inverse function theorems, extrema and constrained optimization, and classical existence proofs. Clear proofs, geometric intuition, and worked examples illuminate difficult points while a broad selection of exercises sharpens problem-solving skills and prepares students for coursework and research.

Ideal for readers in universities across Europe, North America and beyond, this edition balances mathematical rigor with pedagogical accessibility. Whether you’re preparing for advanced analysis, modeling physical systems, or deepening your theoretical toolkit, Ghergu’s presentation strengthens both conceptual insight and computational fluency.

Ready to elevate your multivariable calculus mastery? Add Differential Calculus in Several Variables, 1st Edition to your library for a dependable, classroom-tested companion that supports coursework and independent study alike. Order now to begin a clearer, more confident journey through higher-dimensional calculus.

Note: eBooks do not include supplementary materials such as CDs, access codes, etc.