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Generalized airy functions with complex variables
Applied Mathematics and Mechanics, 1985zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Li, Jiachun, Zhao, Dagong
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Complex Variables and Functions
2019Complex numbers and functions are discussed. This material lays the groundwork for fundamental relaxation results.
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Functions of a Complex Variable
1989In Section 7.7 of Volume I we touched on the theory of functions of a complex variable and saw that this theory throws new light on the structure of functions of a real variable. Here we shall give a brief, but more systematic, account of the elements of that theory.
Richard Courant, Fritz John
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Functions of Complex Variables and Electrostatics
2016A useful and elegant indirect approach to solve some two-dimensional problems in Electrostatics, comes from the analytic functions of a complex variable.
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Complex Numbers and Functions of Complex Variables
2014Complex numbers are easily implemented in MATLAB in standard binary form a+bi or a+bj, where the symbol i or j represents the imaginary unit. It is not necessary to include the product symbol (the asterisk) before the imaginary unit, but if it is included, everything will still work correctly.
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Functions of a Complex Variable
1970In this chapter the mathematical tools needed in the complex variable techniques are developed. Only those parts of the theory of the functions of a complex variable essential for understanding the applications in Chapter 8, are discussed.
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Functions of doubly complex variables. II
1985See the review of Part I above.
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Functions of a Complex Variable
1990The answers we seek in subjecting physical models to mathematical analysis are most frequently real, but to arrive at these answers we often invoke the powerful theory of analytic functions. This theory often provides major results with little calculation, and the frequency with which we resort to it is a testimony to its utility.
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