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dc.contributor.advisorDeeter, Charles R.
dc.contributor.authorWest, Ronald Eualen_US
dc.description.abstractIn 1944, J. Ferrand introduced the concept of a discrete analytic function. Many properties of discrete analytic functions were developed by R. J. Duffin in 1956. In the first part of this dissertation convergence properties of pseudo-power series are discussed and a proof is offered for an important inequality involving pseudo-powers. The next part of the paper discusses a group of transformations on the discrete analytic functions. Finally, the theory of discrete analytic functions on a radial lattice is developed.
dc.format.extentv, 54 leaves, bound : illustrationsen_US
dc.format.mediumFormat: Printen_US
dc.relation.ispartofTexas Christian University dissertationen_US
dc.subject.lcshAnalytic functionsen_US
dc.titleDiscrete analytic functions on a radial latticeen_US
dc.typeTexten_US of Mathematics
local.collegeCollege of Science and Engineering
local.academicunitDepartment of Mathematics
dc.identifier.callnumberMain Stacks: AS38 .W46 (Regular Loan)
dc.identifier.callnumberSpecial Collections: AS38 .W46 (Non-Circulating) of Philosophy Christian University

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