References
- Ng , F. L. May 1972 . “ Contributions to guided wave theory ” . In Ph.D. Dissertation , Vol. 8 , May , Christchurch , , New Zealand : Dept. Elec. Eng., Univ. Canterbury . ; also, Res. Rep
- Ng , F. L. 1974 . Tabulation of methods for the numerical solution of the Hollow Waveg- uide Problem . IEEE Microwave Theory Tech. , MTT-22 March : 322 – 329 .
- Reid , J. K. and Walsh , J. E. 1965 . An elliptic eigenvalue problem for a reentrant region . J. Soc. Ind. Appl. Math. , 13 : 837 – 850 .
- Bates , R. H. and Ng , F. L. 1973 . Point matching computation of transverse resonances . Int. J. Num. Math. Eng. , 6 : 115 – 168 .
- Beaubein , M. H. and Wexler , A. 1968 . An accurate finite difference method for higher order waveguide modes . IEEE Microwave Theory Tech. , MTT-16 ( 1968 Symposium issue ) Dec. : 1007 – 1017 .
- Spielman , B. E. and Harrington , R. F. 1972 . Waveguides of arbitrary cross section by so- lution of a nonlinear integral eigenvalue equation . IEEE Trans. Microwave Theory Tech. , MTT-20 Sept. : 578 – 585 .
- Gruner , L. 1967 . Higher order modes in rectangular coaxial waveguides . IEEE Microwave Theory Tech. , MTT-15 Aug. : 483 – 485 . Corresp
- Bulley , R. M. and Davies , J. B. 1969 . Computation of approximate polynomial solution to TE modes in an arbitrary shaped waveguide . IEEE Microwave Theory Tech. , MTT-17 Aug. : 440 – 446 . Special issue on computer-oriented microwave practices
- Silvester , P. 1969 . A general high order finite element waveguide analysis program . IEEE Microwave Theory Tech. , MTT-17 April : 204 – 210 .
- Mikhlin , S. G. 1963 . Variational Methods in Mathematical Physics , New York : Pergamon Press .
- Kantorovich , L. V. 1948 . Functional analysis and applied mathematics . Uspekhi Matematicheskik Nauk , HI : 89 – 185 . No. 6
- Chen , H. , Sarkar , T. K. , Dianat , S. A. and Brule , J. D. 1986 . Adaptive spectral estimation by the conjugate gradient method . IEEE ASSP , ASSP-34 April : 272 – 284 .
- Bellanger , M. G. 1988 . Adaptive Digital Filters and Signal Analysis , New York : Mercel Dekker, Inc .
- Yang , X. and Sarkar , T. K. A survey of the various conjugate gradient algorithms for the solution of the eigenvector corresponding to the minimum eigenvalue . IEEE ASSP. , submitted to
- Townsend , M. A. and Johnson , G. E. 1978 . In favor of conjugate directions: A gener- alized acceptable-point algorithm for function minimization . J. Franklin Institute , 306 Nov. No. 5