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Calculation of a class of Gaussian integrals: Derivation of payoff at expiry for European option

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Published in:African Journal of Mathematics and Computer Science Research
Format: Online Article RSS Article
Published: 2022
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container_title African Journal of Mathematics and Computer Science Research
description
discipline_display Mathematics
discipline_facet Mathematics
format Online Article
RSS Article
genre Journal Article
id rss_article:62709
institution FRELIP
journal_source_facet African Journal of Mathematics and Computer Science Research
publishDate 2022
publishDateSort 2022
record_format rss_article
spellingShingle Calculation of a class of Gaussian integrals: Derivation of payoff at expiry for European option
Mathematics
General
Mathematics
sub_discipline_display General
sub_discipline_facet General
subject_display Mathematics
General
Mathematics
Mathematics
General
Mathematics
subject_facet Mathematics
General
Mathematics
title Calculation of a class of Gaussian integrals: Derivation of payoff at expiry for European option
title_auth Calculation of a class of Gaussian integrals: Derivation of payoff at expiry for European option
title_full Calculation of a class of Gaussian integrals: Derivation of payoff at expiry for European option
title_fullStr Calculation of a class of Gaussian integrals: Derivation of payoff at expiry for European option
title_full_unstemmed Calculation of a class of Gaussian integrals: Derivation of payoff at expiry for European option
title_short Calculation of a class of Gaussian integrals: Derivation of payoff at expiry for European option
title_sort calculation of a class of gaussian integrals: derivation of payoff at expiry for european option
topic Mathematics
General
Mathematics
url http://academicjournals.org/journal/AJMCSR/article-abstract/DFF2C0268777