OPTIMASI PORTOFOLIO DENGAN KENDALA BUY-IN THRESHOLD, CARDINALITY, DAN ROUNDLOT MENGGUNAKAN METODE CUCKOO SEARCH

This thesis deals with the issue of potofolio optimization problem with constraints (1) buy-in threshold, is a constraint that gives the non zero lower bound for each aset, (2) cardinality, is a constraint that circumscribes the number of assets included in portofolio, and (3) roundlot, is a constra...

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Main Author: Muzdalifah, Lilik
Format: Theses
Language:Indonesia
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Online Access:https://digilib.itb.ac.id/gdl/view/33922
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Institution: Institut Teknologi Bandung
Language: Indonesia
id id-itb.:33922
spelling id-itb.:339222019-01-31T10:03:46ZOPTIMASI PORTOFOLIO DENGAN KENDALA BUY-IN THRESHOLD, CARDINALITY, DAN ROUNDLOT MENGGUNAKAN METODE CUCKOO SEARCH Muzdalifah, Lilik Matematika Indonesia Theses Portofolio Optimization, Buy-in Threshold, Cardinality, Roundlot, Mixed Integer Nonlinear Programming, Cuckoo Search Algorithm INSTITUT TEKNOLOGI BANDUNG https://digilib.itb.ac.id/gdl/view/33922 This thesis deals with the issue of potofolio optimization problem with constraints (1) buy-in threshold, is a constraint that gives the non zero lower bound for each aset, (2) cardinality, is a constraint that circumscribes the number of assets included in portofolio, and (3) roundlot, is a constraint that requires buying asset in lot size. The portofolio model that used is Markowitz’s model that includes risk minimization and return maximization problem. Potofolio optimization problems with these three constraints formulated as two type, that are: (1) problem that just includes continous (real) variabels and (2) problem that includes integer variabels. Problem (1) is solved by using Cuckoo Search algorithm, but problem (2) is solved by doing a modification for Cuckoo Search algorithm such that the modified Cuckoo Search algorithm ables to solved Mix integer Nonlinear Programming problem. text
institution Institut Teknologi Bandung
building Institut Teknologi Bandung Library
continent Asia
country Indonesia
Indonesia
content_provider Institut Teknologi Bandung
collection Digital ITB
language Indonesia
topic Matematika
spellingShingle Matematika
Muzdalifah, Lilik
OPTIMASI PORTOFOLIO DENGAN KENDALA BUY-IN THRESHOLD, CARDINALITY, DAN ROUNDLOT MENGGUNAKAN METODE CUCKOO SEARCH
description This thesis deals with the issue of potofolio optimization problem with constraints (1) buy-in threshold, is a constraint that gives the non zero lower bound for each aset, (2) cardinality, is a constraint that circumscribes the number of assets included in portofolio, and (3) roundlot, is a constraint that requires buying asset in lot size. The portofolio model that used is Markowitz’s model that includes risk minimization and return maximization problem. Potofolio optimization problems with these three constraints formulated as two type, that are: (1) problem that just includes continous (real) variabels and (2) problem that includes integer variabels. Problem (1) is solved by using Cuckoo Search algorithm, but problem (2) is solved by doing a modification for Cuckoo Search algorithm such that the modified Cuckoo Search algorithm ables to solved Mix integer Nonlinear Programming problem.
format Theses
author Muzdalifah, Lilik
author_facet Muzdalifah, Lilik
author_sort Muzdalifah, Lilik
title OPTIMASI PORTOFOLIO DENGAN KENDALA BUY-IN THRESHOLD, CARDINALITY, DAN ROUNDLOT MENGGUNAKAN METODE CUCKOO SEARCH
title_short OPTIMASI PORTOFOLIO DENGAN KENDALA BUY-IN THRESHOLD, CARDINALITY, DAN ROUNDLOT MENGGUNAKAN METODE CUCKOO SEARCH
title_full OPTIMASI PORTOFOLIO DENGAN KENDALA BUY-IN THRESHOLD, CARDINALITY, DAN ROUNDLOT MENGGUNAKAN METODE CUCKOO SEARCH
title_fullStr OPTIMASI PORTOFOLIO DENGAN KENDALA BUY-IN THRESHOLD, CARDINALITY, DAN ROUNDLOT MENGGUNAKAN METODE CUCKOO SEARCH
title_full_unstemmed OPTIMASI PORTOFOLIO DENGAN KENDALA BUY-IN THRESHOLD, CARDINALITY, DAN ROUNDLOT MENGGUNAKAN METODE CUCKOO SEARCH
title_sort optimasi portofolio dengan kendala buy-in threshold, cardinality, dan roundlot menggunakan metode cuckoo search
url https://digilib.itb.ac.id/gdl/view/33922
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