Persamaan Diferensial Fuzzy

ASTRID, Dr.Sumardi,M.Si.

2014 | Skripsi | S1 MATEMATIKA

Pada skripsi ini dibahas mengenai konsep umum persamaan diferensial fuzzy. Beberapa konsep dalam persamaan diferensial fuzzy dikembangkan dari sifat-sifat dalam teori kredibilitas, variabel fuzzy, proses fuzzy, dan proses Liu. Selanjutnya, dari proses Liu, didefinisikan persamaan diferensial fuzzy yang mempunyai solusi berupa proses fuzzy. Beberapa jenis persamaan diferensial fuzzy antara lain Persamaan Diferensial Fuzzy Linear, Persamaan Diferensial Fuzzy Reducible, dan Persamaan Diferensial Fuzzy Homogen.

In this final project, we discuss about a generalization of the definition of fuzzy diferential equations. Some concepts in fuzzy differential equations developed from the properties of the credibility theory, fuzzy variables, fuzzy process, and Liu processes. Furthermore, from the Liu process, fuzzy differential equations formed that has a solution in the form of fuzzy processes. Some types of fuzzy diferential equations are Linear Fuzzy Differential Equations, Reducible Fuzzy Differential, and Homogeneous Fuzzy Differential Equations.

Kata Kunci : Teori Kredibilitas,Variabel Fuzzy,Proses Fuzzy,Proses Liu,Persamaan Diferensial Fuzzy