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Prerequisites
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Functions With Complex Variable I
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Language of Instruction
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Turkish
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Responsible
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Prof. Dr. Hüseyin IRMAK
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Instructors
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1-)10143 10143 10143
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Assistants
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Assist. Prof. Dr. Müfit ŞAN
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Resources
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K1) Ders Notları
K2) Rudin, W. (1991). Real and Complex Analysis, McGraw-Hill. USA.
K3) Spiegel, M. (1998). Theory and problems of complex analysis, Schaum`s Outlines Series, Metric Editions, USA.
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Supplementary Book
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Ponnusamy, S. and Silverman, H. (2006). Complex variable with applicatins, Birkhauser, Berlin.
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Goals
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To comprehend Complex infinity product series, Poission integral, fundemantel complex transformations (linear, rational, conform, Riemann etc.) and certain special functions (hipergeometric, p-valent, meromrphic, univalent etc.), poission integrals and generalized analytic functions and related theorems and their fundemantel theorems
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Content
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Complex infinity product series, Poission integral, fundemantel complex transformations (linear, rational, conform, Riemann etc.) and certain special functions (hipergeometric, p-valent, meromrphic, univalent etc.),
poission integrals and generalized analytic functions and related theorems and their fundemantel theorems and applications.
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