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<p align="justify">In this thesis we discuss heat equation in cycle metric graph (C_n ) ̃. All edges in this graph is identified by an interval [0_i,a_i] with i=1,2,3,…,n. Heat equation in this graph can be considered as one dimentional system for which the boundary is a...
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id-itb.:318132018-09-20T13:29:17Z#TITLE_ALTERNATIVE# ENDAH CAHYANI (NIM: 20116013), YULIA Indonesia Theses INSTITUT TEKNOLOGI BANDUNG https://digilib.itb.ac.id/gdl/view/31813 <p align="justify">In this thesis we discuss heat equation in cycle metric graph (C_n ) ̃. All edges in this graph is identified by an interval [0_i,a_i] with i=1,2,3,…,n. Heat equation in this graph can be considered as one dimentional system for which the boundary is an identification of some endpoints of [0_i,a_i]. Spesifically, we use Kirchoff condition at vertices. The solution of the heat equation obtained is only countinuous at vertices but not differentiable. Hence, it is a weak solution<p align="justify"> text |
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<p align="justify">In this thesis we discuss heat equation in cycle metric graph (C_n ) ̃. All edges in this graph is identified by an interval [0_i,a_i] with i=1,2,3,…,n. Heat equation in this graph can be considered as one dimentional system for which the boundary is an identification of some endpoints of [0_i,a_i]. Spesifically, we use Kirchoff condition at vertices. The solution of the heat equation obtained is only countinuous at vertices but not differentiable. Hence, it is a weak solution<p align="justify"> |
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ENDAH CAHYANI (NIM: 20116013), YULIA |
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ENDAH CAHYANI (NIM: 20116013), YULIA #TITLE_ALTERNATIVE# |
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ENDAH CAHYANI (NIM: 20116013), YULIA |
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ENDAH CAHYANI (NIM: 20116013), YULIA |
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