the family of operators associated with a capitalization law
Clicks: 6
ID: 247128
2004
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Abstract
In the present paper we conduct a deep study on some basic concepts offinancial mathematics, showing their analitic and geometric nature. We define the new concept of family of the capitalization factors of a capitalization. The main theorems of the paper are Let F be a capitalization law. Then F is strong if and only if the family of operators associated with F is an invertible one parameter family. Let F: R^3 -> R be a capitalization law, then F is separable if and only if the family of operators associated with F is a one parameter group.
| Reference Key |
d2004attithe
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|---|---|
| Authors | ;Carfi', D |
| Journal | proceedings of 2018 international conference on information management and technology, icimtech 2018 |
| Year | 2004 |
| DOI |
10.1478/c1a0401002
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| URL | |
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