dorsal/arxiv
View SchemaA new Loan-Stock Financial Instrument
| Authors | Alexander Morozovsky, Rajan Narasimhan, Yuri Kholodenko |
|---|---|
| Categories | |
| ArXiv ID | physics/0007001 |
| URL | https://arxiv.org/abs/physics/0007001 |
Abstract
A new financial instrument (a new kind of a loan) is introduced. The loan-stock instrument (LSI) combines fixed rate instruments (loans, etc.) with other financial instruments that have higher volatilities and returns (stocks, mutual funds, currencies, derivatives, options, etc.). This new loan depends on the value of underlying security (for example, stock) in such a way that when underlying security increases, the value of loan decreases and backwards. The procedure to create a risk free portfolio and a technique to fairly price the LSI is described. The philosophy behind this procedure is quite similar to the Black-Scholes formalism in option theory. Creation of the risk free portfolio is possible because the change in the underlying security offsets the change in the value of the loan (or the amount that the borrower has to repay). The new financial instrument takes an advantage of the fact that on average the stock market grows in time. It is beneficial for both the borrower and the lender. The LSI is more attractive for the borrower than the traditional loan is due to the decrease in the amount that has to be repaid. This attractiveness constitutes the benefit for the lender in terms of the market share among the borrowers. In addition, the lender can charge the extra premium.
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"abstract": "A new financial instrument (a new kind of a loan) is introduced. The\nloan-stock instrument (LSI) combines fixed rate instruments (loans, etc.) with\nother financial instruments that have higher volatilities and returns (stocks,\nmutual funds, currencies, derivatives, options, etc.). This new loan depends on\nthe value of underlying security (for example, stock) in such a way that when\nunderlying security increases, the value of loan decreases and backwards. The\nprocedure to create a risk free portfolio and a technique to fairly price the\nLSI is described. The philosophy behind this procedure is quite similar to the\nBlack-Scholes formalism in option theory. Creation of the risk free portfolio\nis possible because the change in the underlying security offsets the change in\nthe value of the loan (or the amount that the borrower has to repay). The new\nfinancial instrument takes an advantage of the fact that on average the stock\nmarket grows in time. It is beneficial for both the borrower and the lender.\nThe LSI is more attractive for the borrower than the traditional loan is due to\nthe decrease in the amount that has to be repaid. This attractiveness\nconstitutes the benefit for the lender in terms of the market share among the\nborrowers. In addition, the lender can charge the extra premium.",
"arxiv_id": "physics/0007001",
"authors": [
"Alexander Morozovsky",
"Rajan Narasimhan",
"Yuri Kholodenko"
],
"categories": [
"physics.gen-ph"
],
"title": "A new Loan-Stock Financial Instrument",
"url": "https://arxiv.org/abs/physics/0007001"
},
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