A First Course In Numerical Analysis
Condition: SECONDHAND
This is a secondhand book. The jacket image is a photograph of the exact copy we have in stock. This image shows the condition of this book. Further condition remarks are below.
Condition remarks:
Book: Good
Jacket: No dust jacket
Pages: Good
Markings: Previous owner
Condition remarks: Condition as shown in image
For students and practitioners who demand both mathematical rigour and practical computational power, A First Course in Numerical Analysis by Anthony Ralston stands as one of the most authoritative and enduring texts in applied mathematics. The book presents a systematic and thorough treatment of the fundamental techniques of numerical analysis — from polynomial interpolation and numerical differentiation to the solution of differential equations and linear algebraic systems — grounding each method in a solid theoretical framework while simultaneously illustrating its practical application. Written with the clarity and precision of a master educator, Ralston instructs the reader not merely in the mechanics of computation, but in the deeper mathematical reasoning that underpins every algorithm. What distinguishes this work is its remarkable balance between analytical depth and algorithmic practicality, making it equally valuable to the mathematics student seeking theoretical grounding and the engineer requiring reliable computational tools. Ralston's style is exacting yet accessible, building each concept methodically and ensuring the reader gains genuine insight rather than rote familiarity. A cornerstone text in university mathematics curricula worldwide, this International Student Edition continues to be a trusted companion for those venturing into the rich and demanding world of numerical computation — leaving one to wonder just how many of the digital solutions we take for granted today were first worked out by a student with this very book in hand.
Author: Anthony Ralston
Format: Paperback
Genre: Mathematics
Condition remarks:
Book: Good
Jacket: No dust jacket
Pages: Good
Markings: Previous owner
Condition remarks: Condition as shown in image
For students and practitioners who demand both mathematical rigour and practical computational power, A First Course in Numerical Analysis by Anthony Ralston stands as one of the most authoritative and enduring texts in applied mathematics. The book presents a systematic and thorough treatment of the fundamental techniques of numerical analysis — from polynomial interpolation and numerical differentiation to the solution of differential equations and linear algebraic systems — grounding each method in a solid theoretical framework while simultaneously illustrating its practical application. Written with the clarity and precision of a master educator, Ralston instructs the reader not merely in the mechanics of computation, but in the deeper mathematical reasoning that underpins every algorithm. What distinguishes this work is its remarkable balance between analytical depth and algorithmic practicality, making it equally valuable to the mathematics student seeking theoretical grounding and the engineer requiring reliable computational tools. Ralston's style is exacting yet accessible, building each concept methodically and ensuring the reader gains genuine insight rather than rote familiarity. A cornerstone text in university mathematics curricula worldwide, this International Student Edition continues to be a trusted companion for those venturing into the rich and demanding world of numerical computation — leaving one to wonder just how many of the digital solutions we take for granted today were first worked out by a student with this very book in hand.