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Titlebook: Handbook of Mathematics; Ilja N. Bronshtein,Konstantin A. Semendyayev,Heine Book 20075th edition Springer-Verlag Berlin Heidelberg 2007 Ch

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Functional Analysis,Functional analysis arose after the recognition of a common structure in different disciplines such as the sciences, engineering and economics. General principles were discovered that resulted in a common and unified approach in calculus, linear algebra, geometry, and other mathematical fields, showing their interrelations.
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Vector Analysis and Vector Fields,A vector function of a scalar variable is a vector . whose components are real functions of .: . The notions of limit, continuity, differentiability are defined componentwise for the vector ..
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Function Theory,Analogously to real functions, we can assign complex values to complex values, i.e., to the value . = . + i. we can assign a complex number . = . + i., where . = .(.) and . = .(.) are real functions of two real variables. We then write . = .(.). The function . = .(.) is a mapping from the complex . plane to the complex . plane.
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Ilja N. Bronshtein,Konstantin A. Semendyayev,HeineReference book providing rapid access to formulae, data, and concepts of applied mathematics.Famous and classic reference book for engineers, physicists, and applied mathematicians worldwide.Includes
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Springer-Verlag Berlin Heidelberg 2007
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ie Termine so festsetzen zu können, daß deren Einhaltung möglich ist, und der Unternehmer braucht ein solches, um sich klarzuwerden, ob und auf welche Weise die geforderte Arbeit innerhalb der gestellten Frist bewältigt werden kann.
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