Simple Techniques for Determining the Optimal Portofolio

Main Author: Nugraha, C.H. Asta
Format: Book PeerReviewed application/pdf
Terbitan: Badan Penerbit Universitas Muria Kudus , 2012
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Online Access: http://eprints.umk.ac.id/283/1/buku_Seminar_dan_Konferensi_Nasional_Magister_Manajemen_Universitas_Muria_Kudus_full.57%2D78.pdf
http://eprints.umk.ac.id/283/
ctrlnum 283
fullrecord <?xml version="1.0"?> <dc schemaLocation="http://www.openarchives.org/OAI/2.0/oai_dc/ http://www.openarchives.org/OAI/2.0/oai_dc.xsd"><title>Simple Techniques for Determining the Optimal Portofolio</title><creator>Nugraha, C.H. Asta</creator><subject>Manajemen rekod bisnis. Kearsipan. Arsip bisnis.</subject><subject>Teori Ekonomi</subject><subject>Manajemen. Manajemen industri</subject><subject>Pendapatan. Faktor saham</subject><subject>Manajemen produksi, Manajemen operasi</subject><description>The calculation of optimal portfolio would be easy to do if security analysts and fund managers have a single standard that measure the desirability of including a stock in the optimal portfolio. If a Single Index Model is accepted as describing the co movement between securities, such standard exists. The desirability of any stock is directly related its excess return to beta ratio. Excess return is the defference between expected return on the stocks and the riskless rate of interest such as rate on a Treasury Bill. How many stocks are selected depends on a unique cut of rate such that all stocks with ratios of (R i &#x2013; R F ) / i will be included and all stocks with lower ratios excluded. We call this cut off ratio C* The rules for determining which stocks are included in the optimum portfolio are as follows : (1) Find the &#x201C;excess return to beta&#x201D; ratio for each stock under consideration and rank from the highest to lowest. (2) The optimum portfolio consists of investing in all stocks for which (R i &#x2013; R F ) / i is greater than a particular cut off point C*.</description><publisher>Badan Penerbit Universitas Muria Kudus</publisher><date>2012-05-26</date><type>Book:Book</type><type>PeerReview:PeerReviewed</type><type>File:application/pdf</type><identifier>http://eprints.umk.ac.id/283/1/buku_Seminar_dan_Konferensi_Nasional_Magister_Manajemen_Universitas_Muria_Kudus_full.57%2D78.pdf</identifier><identifier>Nugraha, C.H. Asta (2012) Simple Techniques for Determining the Optimal Portofolio. In: Prosiding Seminar &amp; Konferensi nasional Manajemen Bisnis: memberdayakan UMKM dalam meningkatkan kesejahteraan masyarakat menghadapi persaingan global. Kudus, 26 Mei 2012. Badan Penerbit Universitas Muria Kudus, Kudus, pp. 47-67. ISBN 978-602-99614-4-7</identifier><relation>http://eprints.umk.ac.id/283/</relation><recordID>283</recordID></dc>
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Book
PeerReview:PeerReviewed
PeerReview
File:application/pdf
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author Nugraha, C.H. Asta
title Simple Techniques for Determining the Optimal Portofolio
publisher Badan Penerbit Universitas Muria Kudus
publishDate 2012
isbn 9786029961447
topic Manajemen rekod bisnis. Kearsipan. Arsip bisnis
Teori Ekonomi
Manajemen. Manajemen industri
Pendapatan. Faktor saham
Manajemen produksi
Manajemen operasi
url http://eprints.umk.ac.id/283/1/buku_Seminar_dan_Konferensi_Nasional_Magister_Manajemen_Universitas_Muria_Kudus_full.57%2D78.pdf
http://eprints.umk.ac.id/283/
contents The calculation of optimal portfolio would be easy to do if security analysts and fund managers have a single standard that measure the desirability of including a stock in the optimal portfolio. If a Single Index Model is accepted as describing the co movement between securities, such standard exists. The desirability of any stock is directly related its excess return to beta ratio. Excess return is the defference between expected return on the stocks and the riskless rate of interest such as rate on a Treasury Bill. How many stocks are selected depends on a unique cut of rate such that all stocks with ratios of (R i – R F ) / i will be included and all stocks with lower ratios excluded. We call this cut off ratio C* The rules for determining which stocks are included in the optimum portfolio are as follows : (1) Find the “excess return to beta” ratio for each stock under consideration and rank from the highest to lowest. (2) The optimum portfolio consists of investing in all stocks for which (R i – R F ) / i is greater than a particular cut off point C*.
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