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initial lucas polynomial coefficient bounds for bi-bazileviv{c} functions
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نویسنده
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tejas nagamangala sathyananda ,altınkaya şahsene ,raju dasanur shivanna ,magesh nanjundan
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منبع
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caspian journal of mathematical sciences - 2024 - دوره : 13 - شماره : 2 - صفحه:331 -343
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چکیده
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Our current investigation is primarily motivated by the application of special polynomials in geometric function theory (gft). this paper aims to utilize (m,n)-lucas polynomials to estimate the initial coefficient bounds for a subclass of bi-univalent functions consisting of normalized analytic functions. we then derive the famous fekete-szegö inequality estimate. we also establish connections between our results and those examined in previous investigations.
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کلیدواژه
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bi-univalent function ,bazilevic function ,fekete-szegö estimate ,lucas polynomials
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آدرس
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national institute of engineering, department of mathematics, india, istanbul beykent university, faculty of arts and science, department of mathematics, turkey, visvesvaraya technological university, department of mathematics, india, government arts college for men krishnagiri, post-graduate and research department of mathematics, india
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پست الکترونیکی
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nmagi_2000@yahoo.co.in
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Authors
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