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Ders 莽ok de臒i艧kenli fonksiyonlardaki iki derslik dizinin ikincisidir. Birinci ders t眉rev ve entegral kavramlar谋n谋 geli艧tirmekte ve bu konulardaki problemleri temel 莽枚zme y枚ntemlerini sunmaktad谋r. Bu ders, birinci derste geli艧tirilen temeller 眉zerine daha ileri konular谋 i艧lemekte ve daha kapsaml谋 uygulamalar ve 莽枚z眉ml眉 枚rnekler sunmaktad谋r. Ders ger莽ek ya艧amdan gelen uygulamalar谋 da tan谋tmaya 枚nem veren 鈥渋莽erikli yakla艧谋mla鈥� tasarlanm谋艧t谋r.聽

B枚l眉mler B枚l眉m 1: Multivar 1'in 脰zeti, Dairesel Koordinatlarda Entegraller B枚l眉m 2: T眉rev Uygulamalar谋ndan Se莽me Konular B枚l眉m 3: 脟ok De臒i艧kenle Zincirleme T眉rev ve Jakobiyan B枚l眉m 4: Uzayda Y眉zey ve Hac谋m Entegralleri B枚l眉m 5: D眉zlemde Ak谋 Entegralleri B枚l眉m 6: D眉zlemde Green, Uzayda Stokes ve Green-Gauss Teoremleri B枚l眉m 7: Stokes ve Green-Gauss Teoremleri ve Do臒an谋n Korunum Yasalar谋 ----------- The course is the second of the two course sequence of calculus of multivariable functions. The first course develops the concepts of derivatives and integrals of functions of several variables, and the basic tools for doing the relevant calculations. This course builds on the foundations of the first course and introduces more advanced topics along with more advanced applications and solved problems. The course is designed with a 鈥渃ontent-based鈥� approach, i. e. by solving examples, as many as possible from real life situations. B枚l眉mler B枚l眉m 1: Summary of Multivar I, Integral in Circular Coordinates B枚l眉m 2: Topics of Derivative Applications B枚l眉m 3: Chain Derivatives with Multi Variables and Jacobian B枚l眉m 4: Surface and Volume Integrals in Space B枚l眉m 5: Flux Integrals in the Plane B枚l眉m 6: Green in Plane, Stokes in Space and Green-Gauss Theorems B枚l眉m 7: Stokes and Green-Gauss Theorem and Nature Conservation Laws ----------- Kaynak: Attila A艧kar, 鈥溍噊k de臒i艧kenli fonksiyonlarda t眉rev ve entegral鈥�. Bu kitap d枚rt ciltlik dizinin ikinci cildidir. Dizinin di臒er kitaplar谋 Cilt 1 鈥淭ek de臒i艧kenli fonksiyonlarda t眉rev ve entegral鈥�, Cilt 3: 鈥淒o臒rusal cebir鈥� ve Cilt 4: 鈥淒iferansiyel denklemler鈥� dir. Source: Attila A艧kar, Calculus of Multivariable Functions, Volume 2 of the set of Vol1: Calculus of Single Variable Functions, Volume 3: Linear Algebra and Volume 4: Differential Equations. All available online starting on January 6, 2014