فنڈ ریزنگ 15 ستمبر، 2024 – 1 اکتوبر، 2024 فنڈ ریزنگ کے بارے میں

Vector Calculus (Maths 214)

Main
Mathematics - Analysis
Vector Calculus (Maths 214)

Vector Calculus (Maths 214)

Theodore Voronov

0 / 0

آپ کو یہ کتاب کتنی پسند ہے؟

فائل کی کوالٹی کیا ہے؟

کوالٹی کا جائزہ لینے کے لیے کتاب ڈاؤن لوڈ کریں

فائل کی کوالٹی کیا ہے؟

Vector calculus develops on some ideas that you have learned from elementary multivariate calculus. Our main task is to develop the geometric tools. The central notion of this course is that of a differential form.

سب زمرہ:

Mathematics - Analysis

سال:

2003

ناشر کتب:

Theodore Voronov

زبان:

english

صفحات:

49

فائل:

PDF, 366 KB

IPFS:

,

english, 2003

آن لائن پڑھیں

میں تبدیلی جاری ہے۔

میں تبدیلی ناکام ہو گئی۔

آپ کو دلچسپی ہوسکتی ہے

Gill G.S. — Calculus Bible online

Michael Corral — Vector Calculus

Smithee A. — The integral calculus

Guillemin V. — Multilinear algebra and differential forms for beginners

Wulf Rossmann — Lectures on Differential Geometry

Reyer Sjamaar — Manifolds and Differential Forms

Reyer Sjamaar — Manifolds and differential forms

Theodore Voronov — Vector Calculus (Maths 214)

Theodore Voronov — Vector Calculus (Maths 214)

Theodore Voronov — Vector Calculus (Maths 214)

Theodore Voronov — Vector Calculus (Maths 214)

Theodore Voronov — Vector Calculus (Maths 214)

Theodore Voronov — Vector Calculus (Maths 214)

Theodore Voronov — Geometric Integration Theory on Supermanifolds

A. Blechman — Mathematics Primer for Physics Grad. Students [Vers. 2.0]

B. Allanach, ed. Dexter Chua — Vector Calculus

J. A. Ross, ed. Dexter Chua — Differential Geometry

Victor Guillemin — 18.952 - Theory Of Differential Forms [Lecture notes]

Donu Arapura — Introduction to differential forms [Lecture notes]

Sjamaar — Manifolds and Differential Forms (2006)

Reyer Sjamaar — Manifolds and Differential Forms

Hitchin N. — Differentiable manifolds

Sjamaar R. — Manifolds and differential forms

Nigel Hitchin — Diferentiable Manifolds - Section C Course 2003 (Lecture Notes)

Victor Guillemin — Multilinear Algebra and Differential Forms For Beginners (Fall 2010 MIT Notes)

W. D. Curtis; F. R. Miller — Differential Manifolds and Theoretical Physics

Steven H. Weintraub — Differential Forms: A Complement to Vector Calculus

Barbara Burke Hubbard, John H. Hubbard — Vector Calculus, Linear Algebra and Differential Forms: A Unified Approach

Fritz Courant, Richard; John — Introduction to Calculus and Analysis, Vol. 2 (Classics in Mathematics)

Richard Courant, Fritz John — Introduction to Calculus and Analysis, Vol. 2

Bamberg P., Sternberg S. — A Course in Mathematics for Students of Physics, vol. 1

Meinulf Göckeler; Thomas Schücker — Differential Geometry, Gauge Theories and Gravity

Peter Collier — A Beginner's Guide to Differential Forms

Newman, Stephen C. — Semi-Riemannian geometry : the mathematical language of general relativity

Klaus Jänich (auth.) — Vector Analysis

John, Fritz;Courant, Richard — Introduction to calculus and analysis, Volume 2

Richard Courant, Fritz John (auth.) — Introduction to Calculus and Analysis: Volume II

Richard Courant, Fritz John — Introduction to Calculus and Analysis, Volume II

اہم جملے