Exponential form of biquaternionic variables in Clifford analysis

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참고문헌 (17)

1. S. D. Leo, "A New Definition of Hypercomplex Analyticity", arXiv:funct-an, 1997
2. S. D. Leo, "Hypercomplex Group Theory", arXiv:physics, 1997
3. J. D. E. Grant, "Hypercomplex Integrable Systems", Nonlinearity, 12(5), pp.1247~1261 (1999)
4. J. Kajiwara, "Function spaces in complex and Cliord analysis", Inhomogeneous Cauchy Riemann system of quaternion and Clifford analysis in ellipsoid, 14, pp.127~155 (2006)
5. D. Kaledin, "Integrability of the twistor space for a hypercomplex manifold", Selecta Math. (N.S.), 4(2), pp.271~278 (1998)
6. J. E. Kim, "Regular functions with values in ternary number system on the complex Clifford analysis", Abstr. Appl. Anal, 2013, pp.7~ (2013)
7. J. E. Kim, "Regularity of functions on the reduced quaternion field in Cliord analysis", Abstr. Appl. Anal, 2014, pp.8~ (2014)
8. J. E. Kim, "Polar Coordinate Expression of Hyperholomorphic Functions on Split Quaternions in Clifford Analysis", Adv. Appl. Clifford Algebr, 25(4), pp.915~924 (2015)
9. J. E. Kim, "The Regularity of functions on Dual split quaternions in Clifford analysis", Abstr. Appl. Anal, 2014, pp.8~ (2014)
10. 김지은, "COSET OF A HYPERCOMPLEX NUMBER SYSTEM IN CLIFFORD ANALYSIS", 대한수학회보, 52(5), pp.1721~1728 (2015), 대한수학회
11. J. E. Kim, "Inverse mapping theory on split quaternions in Clifford analysis", Filomat (2016)
12. 김지은, "Properties of regular functions with values in bicomplex numbers", 대한수학회보, 53(2), pp.507~518 (2016), 대한수학회
13. S. Olariu, "Hyperbolic complex numbers in two dimensions", math.CV, 2000
14. S. Olariu, "Complex numbers in n dimensions", arXiv:math, 2000
15. L. Ornea, "On some Moment Maps and Induced Hopf Bundles in the Quaternionic Projective Space", Internat. J. Math, 11(7), pp.925~942 (2000)
16. M. Verbitsky, "Hypercomplex varieties", arXiv:alg-geom, 1997
17. E. T. Whittaker, "A Course of Modern Analysis" (1958), Cambridge Univ. Press