functions of a complex variable 예문

• While it is possible for a discontinuous real function to have an anti-derivative, anti-derivatives can fail to exist even for " holomorphic " functions of a complex variable.
• The inverse Laplace transform takes a function of a complex variable " s " ( often frequency ) and yields a function of a real variable " t " ( time ).
• Riemann introduced new ideas into the subject, the chief of them being that the distribution of prime numbers is intimately connected with the zeros of the analytically extended Riemann zeta function of a complex variable.
• "' Complex analysis "', traditionally known as the "'theory of functions of a complex variable "', is the branch of mathematical analysis that investigates mechanical and electrical engineering.
• "' Complex analysis "', traditionally known as the "'theory of functions of a complex variable "', is the branch of mathematical analysis that investigates functions of complex numbers.
• The equations are one way of looking at the condition on a function to be differentiable in the sense of complex analysis : in other words they encapsulate the notion of function of a complex variable by means of conventional differential calculus.
• The values of F ( \ theta ) lie on a curve C, and H ( t ) is an analytic ( not necessarily single-valued ) function of a complex variable which is regular at every point of C.
• In mathematics, applying the "'Schwarz reflection principle "'is a way to extend the domain of definition of an analytic function of a complex variable, " F ", which is defined on the upper half-plane and has well-defined and real number boundary values on the real axis.
• Born in Boston, MA of Jewish Russian immigrants, he studied mathematics at Harvard University, from which he was awarded a B . Sc . ( 1911 ), a M . Sc . ( 1912 ) and Ph . D . on the thesis " On the Functions of a Complex Variable Defined by an Ordinary Differential Equation of the First Order and First Degree " advised by George Birkhoff ( 1913 ).
• "' Isaak Moiseevich Milin "', ( A00 :   > 8A5528G 8; 8 =  ); * February 16, 1919, Oster, Ukrainian Soviet Socialist Republic  November 17, 1992 Saint-Petersburg ( former Leningrad ), Russian Federation ) was a prominent Soviet / Russian mathematician, doctor of science in physics and mathematics, senior researcher, specialist in Geometric Theory of Functions of a Complex Variable and Applied Mathematics, engineer-lieutenant-colonel at the Soviet Air Force.