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Matches for: Author/Related=Heinig, Georg
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[1] MR2202088 Rost, Karla Georg Heinig, November 24, 1947--May 10, 2005. A personal memoir and appreciation by Karla Rost. Linear Algebra Appl. 413 (2006), no. 1, 1--12. 01A70
 
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[2] MR2191091 (2006j:15041) Heinig, Georg; Rost, Karla Schur-type algorithms for the solution of Hermitian Toeplitz systems via factorization. Recent advances in operator theory and its applications, 233--252, Oper. Theory Adv. Appl., 160, Birkhäuser, Basel, 2005. 15A23 (65F05)
 
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[3] MR2187175 Böttcher, Albrecht; Gohberg, Israel; Silbermann, Bernd Georg Heinig (1947--2005): in memoriam. Integral Equations Operator Theory 53 (2005), no. 2, 297--300. 01A70
 
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[4] MR2095916 (2005i:65037) Heinig, Georg; Rost, Karla Split algorithms for Hermitian Toeplitz matrices with arbitrary rank profile. Linear Algebra Appl. 392 (2004), 235--253. (Reviewer: Marc Van Barel) 65F05 (15A06 15A09 15A57)
 
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[5] MR2063753 (2005h:65066) Heinig, Georg Fast algorithms for Toeplitz least squares problems. Current trends in operator theory and its applications, 167--197, Oper. Theory Adv. Appl., 149, Birkhäuser, Basel, 2004. 65F20 (15A09 47B35)
 
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[6] MR2073061 (2005f:65041) Heinig, Georg; Rost, Karla Split algorithms for skewsymmetric Toeplitz matrices with arbitrary rank profile. Theoret. Comput. Sci. 315 (2004), no. 2-3, 453--468. (Reviewer: Daniel Potts) 65F05
 
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[7] MR2081238 (2005f:65040) Heinig, Georg; Rost, Karla New fast algorithms for Toeplitz-plus-Hankel matrices. SIAM J. Matrix Anal. Appl. 25 (2003), no. 3, 842--857 (electronic). (Reviewer: A. Bultheel) 65F05
 
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[8] MR2005571 Heinig, Georg; Rost, Karla Fast algorithms for centro-symmetric and centro-skewsymmetric Toeplitz-plus-Hankel matrices. International Conference on Numerical Algorithms, Vol. I (Marrakesh, 2001). Numer. Algorithms 33 (2003), no. 1-4, 305--317. 65F05 (15A06)
 
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[9] MR1999388 (2004j:65039) Heinig, Georg Inversion of Toeplitz-plus-Hankel matrices with arbitrary rank profile. Fast algorithms for structured matrices: theory and applications (South Hadley, MA, 2001), 75--89, Contemp. Math., 323, Amer. Math. Soc., Providence, RI, 2003. (Reviewer: Daniel Potts) 65F05 (15A09)
 
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[10] MR1987734 (2004d:65052) Van Barel, Marc; Heinig, Georg; Kravanja, Peter A superfast method for solving Toeplitz linear least squares problems. Special issue on structured matrices: analysis, algorithms and applications (Cortona, 2000). Linear Algebra Appl. 366 (2003), 441--457. (Reviewer: A. Böttcher) 65F20 (15A06 15A57 47B35 65T50)
 
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[11] MR1987724 (2004d:15036) Heinig, Georg; Rost, Karla Centrosymmetric and centro-skewsymmetric Toeplitz-plus-Hankel matrices and Bezoutians. Special issue on structured matrices: analysis, algorithms and applications (Cortona, 2000). Linear Algebra Appl. 366 (2003), 257--281. (Reviewer: L. Rodman) 15A57 (47B35)
 
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[12] MR1987710  Special issue on structured matrices: analysis, algorithms and applications. Papers from the workshop held in Cortona, September 21--28, 2000. Edited by Dario A. Bini, Georg Heinig and Eugene Tyrtyshnikov. Linear Algebra Appl. 366 (2003). Elsevier Science B.V., Amsterdam, 2003. pp. ix--xii and 1--484. 15-06
 
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[13] MR1935765 (2003j:65024) Heinig, Georg; Rost, Karla Fast algorithms for skewsymmetric Toeplitz matrices. Toeplitz matrices and singular integral equations (Pobershau, 2001), 193--208, Oper. Theory Adv. Appl., 135, Birkhäuser, Basel, 2002. 65F05 (15A57 47B35)
 
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[14] MR1906754 (2003e:15008) Heinig, Georg On the reconstruction of Toeplitz matrix inverses from columns. Linear Algebra Appl. 350 (2002), 199--212. (Reviewer: Ronald L. Smith) 15A09
 
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[15] MR1878942 (2002m:15034) Heinig, Georg; Rost, Karla Centro-symmetric and centro-skewsymmetric Toeplitz matrices and Bezoutians. Special issue on structured and infinite systems of linear equations. Linear Algebra Appl. 343/344 (2002), 195--209. (Reviewer: Gong Ning Chen) 15A57
 
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[16] MR1869414 (2002j:15030) Heinig, Georg Kernel structure of Toeplitz-plus-Hankel matrices. Linear Algebra Appl. 340 (2002), 1--13. (Reviewer: Aaron Melman) 15A57 (15A09 47B35)
 
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[17] MR1938433 Heinig, Georg Fast and superfast algorithms for Hankel-like matrices related to orthogonal polynomials. Numerical analysis and its applications (Rousse, 2000), 385--392, Lecture Notes in Comput. Sci., 1988, Springer, Berlin, 2001. 65F30 (15A23 47B35)
 
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[18] MR1938401 Van Barel, Marc; Heinig, Georg; Kravanja, Peter An algorithm based on orthogonal polynomial vectors for Toeplitz least squares problems. Numerical analysis and its applications (Rousse, 2000), 27--34, Lecture Notes in Comput. Sci., 1988, Springer, Berlin, 2001. 65F25 (65F20)
 
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[19] MR1871324 (2002j:65038) Van Barel, Marc; Heinig, Georg; Kravanja, Peter A stabilized superfast solver for nonsymmetric Toeplitz systems. SIAM J. Matrix Anal. Appl. 23 (2001), no. 2, 494--510 (electronic). (Reviewer: Aaron Melman) 65F05 (15A09 47B35)
 
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[20] MR1855995 (2002f:65057) Heinig, Georg; Rost, Karla Efficient inversion formulas for Toeplitz-plus-Hankel matrices using trigonometric transformations. Structured matrices in mathematics, computer science, and engineering, II (Boulder, CO, 1999), 247--264, Contemp. Math., 281, Amer. Math. Soc., Providence, RI, 2001. (Reviewer: A. Böttcher) 65F30 (15A09 47B35 65Y20)
 
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[21] MR1855507 (2002f:15003) Heinig, Georg Stability of Toeplitz matrix inversion formulas. Structured matrices in mathematics, computer science, and engineering, II (Boulder, CO, 1999), 101--116, Contemp. Math., 281, Amer. Math. Soc., Providence, RI, 2001. (Reviewer: A. Bultheel) 15A09 (47B35 65F05 65F35)
 
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[22] MR1839449 (2002c:15017) Heinig, Georg Not every matrix is similar to a Toeplitz matrix. Proceedings of the Eighth Conference of the International Linear Algebra Society (Barcelona, 1999). Linear Algebra Appl. 332/334 (2001), 519--531. (Reviewer: Rafael Canto) 15A21 (15A18)
 
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[23] MR1823348 (2002a:65053) Heinig, Georg Chebyshev-Hankel matrices and the splitting approach for centrosymmetric Toeplitz-plus-Hankel matrices. Linear Algebra Appl. 327 (2001), no. 1-3, 181--196. (Reviewer: David Scott Watkins) 65F05
 
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[24] MR1787950 (2001h:15008) Feldmann, Sven; Heinig, Georg Partial realization for singular systems in standard form. Linear Algebra Appl. 318 (2000), no. 1-3, 127--144. (Reviewer: Ma. Isabel García-Planas) 15A21 (93B15)
 
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[25] MR1772878 Heinig, Georg; Rost, Karla Representations of inverses of real Toeplitz-plus-Hankel matrices using trigonometric transformations. Large-scale scientific computations of engineering and environmental problems, II (Sozopol, 1999), 80--86, Notes Numer. Fluid Mech., 73, Vieweg, Braunschweig, 2000. 65F35 (65F10)
 
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[26] MR1779977 (2001e:35044a) Maz\cprime ya, Vladimir; Nazarov, Serguei; Plamenevskij, Boris Asymptotic theory of elliptic boundary value problems in singularly perturbed domains. Vol. I. Translated from the German by Georg Heinig and Christian Posthoff. Operator Theory: Advances and Applications, 111. Birkhäuser Verlag, Basel, 2000. xxiv+435 pp. ISBN: 3-7643-6397-5 35J25 (35B25 35B40 74G99 74K99)
 
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[27] MR1779718 (2001i:15003) Heinig, Georg; Rost, Karla Hartley transform representations of symmetric Toeplitz matrix inverses with application to fast matrix-vector multiplication. SIAM J. Matrix Anal. Appl. 22 (2000), no. 1, 86--105 (electronic). (Reviewer: Predrag S. Stanimirovi\'c) 15A09 (15-04 47B35)
 
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[28] MR1759995 (2001d:15004) Heinig, Georg; Rost, Karla Hartley transform representations of inverses of real Toeplitz-plus-Hankel matrices. Proceedings of the International Conference on Fourier Analysis and Applications (Kuwait, 1998). Numer. Funct. Anal. Optim. 21 (2000), no. 1-2, 175--189. (Reviewer: Marc Van Barel) 15A09 (47B35)
 
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[29] MR1688863 (2000a:41006) Heinig, Georg; Al-Musallam, Fadhel Hermite's formula for vector polynomial interpolation with applications to structured matrices. Appl. Anal. 70 (1999), no. 3-4, 331--345. 41A10 (15A09 41A63)
 
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[30] MR1670847 (99k:47183) Feldmann, Sven; Heinig, Georg Parametrization of minimal rank block Hankel matrix extensions and minimal partial realizations. Integral Equations Operator Theory 33 (1999), no. 2, 153--171. (Reviewer: Dmitry Kaliuzhnyi-Verbovetskyi) 47N70 (15A57 47A20 47B35 93B15)
 
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[31] MR1655136 (99j:65037) Heinig, Georg; Rost, Karla DFT representations of Toeplitz-plus-Hankel Bezoutians with application to fast matrix-vector multiplication. ILAS Symposium on Fast Algorithms for Control, Signals and Image Processing (Winnipeg, MB, 1997). Linear Algebra Appl. 284 (1998), no. 1-3, 157--175. (Reviewer: Ilse C. F. Ipsen) 65F05 (15A09 15A23 65T20)
 
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[32] MR1637379 (99g:15016) Heinig, Georg Matrices with higher order displacement structure. Linear Algebra Appl. 278 (1998), no. 1-3, 295--301. (Reviewer: Tiberiu Constantinescu) 15A24 (15A09 15A23)
 
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[33] MR1637315 (99i:15034) Heinig, Georg; Bojanczyk, Adam Transformation techniques for Toeplitz and Toeplitz-plus-Hankel matrices. II. Algorithms. Linear Algebra Appl. 278 (1998), no. 1-3, 11--36. (Reviewer: Israel Koltracht) 15A57
 
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[34] MR1628391 (99d:65091) Heinig, Georg; Rost, Karla Representations of Toeplitz-plus-Hankel matrices using trigonometric transformations with application to fast matrix-vector multiplication. Proceedings of the Sixth Conference of the International Linear Algebra Society (Chemnitz, 1996). Linear Algebra Appl. 275/276 (1998), 225--248. (Reviewer: Marc Van Barel) 65F05 (15A57)
 
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[35] MR1491804 (99c:65015) Heinig, Georg; Al-Musallam, Fadhel Lagrange's formula for tangential interpolation with application to structured matrices. Integral Equations Operator Theory 30 (1998), no. 1, 83--100. (Reviewer: Mariano Gasca) 65D05 (15A09 41A05 65F05)
 
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[36] MR1484075 (99a:15008) Heinig, Georg Generalized Cauchy-Vandermonde matrices. Linear Algebra Appl. 270 (1998), 45--77. (Reviewer: John Maroulas) 15A57
 
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[37] MR1441719 (98c:15014) Heinig, Georg The group inverse of the transformation ${\scr S}(X)=AX-XB$. Linear Algebra Appl. 257 (1997), 321--342. (Reviewer: Ronald L. Smith) 15A09 (15A04)
 
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[38] MR1436679 (98e:15026) Heinig, Georg; Bojanczyk, Adam Transformation techniques for Toeplitz and Toeplitz-plus-Hankel matrices. I. Transformations. Proceedings of the Fifth Conference of the International Linear Algebra Society (Atlanta, GA, 1995). Linear Algebra Appl. 254 (1997), 193--226. (Reviewer: Israel Koltracht) 15A57
 
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[39] MR1632465 (99g:65034) Heinig, Georg Solving Toeplitz systems after extension and transformation. Toeplitz matrices: structures, algorithms and applications (Cortona, 1996). Calcolo 33 (1996), no. 1-2, 115--129 (1998). (Reviewer: L. W. Ehrlich) 65F05 (15A57)
 
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[40] MR1416789 Feldmann, Sven; Heinig, Georg On the partial realization problem for singular systems. Proceedings of the 27th Annual Iranian Mathematics Conference (Shiraz, 1996), 79--100, Shiraz Univ., Shiraz, 1996. 93B15 (47N70)
 
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[41] MR1400445 (97e:15009) Feldmann, Sven; Heinig, Georg Vandermonde factorization and canonical representations of block Hankel matrices. Proceedings of the Fourth Conference of the International Linear Algebra Society (Rotterdam, 1994). Linear Algebra Appl. 241/243 (1996), 247--278. (Reviewer: K. B. Datta) 15A23 (15A21 15A57)
 
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[42] MR1351733 (96h:65044) Heinig, Georg Inversion of generalized Cauchy matrices and other classes of structured matrices. Linear algebra for signal processing (Minneapolis, MN, 1992), 63--81, IMA Vol. Math. Appl., 69, Springer, New York, 1995. (Reviewer: Israel Koltracht) 65F05 (15A09 47B35)
 
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[43] MR1340699 (96j:15018) Heinig, Georg Matrix representations of Bezoutians. Special issue honoring Miroslav Fiedler and Vlastimil Pták. Linear Algebra Appl. 223/224 (1995), 337--354. (Reviewer: M. Tismenetsky) 15A57 (47A99)
 
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[44] MR1324050 (96a:15002) Heinig, Georg; Rost, Karla Recursive solution of Cauchy-Vandermonde systems of equations. Linear Algebra Appl. 218 (1995), 59--72. (Reviewer: J. Segethová) 15A06
 
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[45] MR1319974 (95m:15005) Heinig, Georg Generalized inverses of Hankel and Toeplitz mosaic matrices. Linear Algebra Appl. 216 (1995), 43--59. (Reviewer: Ji Lin Qian) 15A09 (65F20)
 
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[46] MR1295872 (95h:15006) Heinig, Georg; Hellinger, Frank Displacement structure of generalized inverse matrices. Generalized inverses (1993). Linear Algebra Appl. 211 (1994), 67--83. (Reviewer: George D. Poole) 15A09 (65F20)
 
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[47] MR1285491 (95e:47038) Heinig, Georg; Hellinger, Frank The finite section method for Moore-Penrose inversion of Toeplitz operators. Integral Equations Operator Theory 19 (1994), no. 4, 419--446. (Reviewer: I. Spitkovsky) 47B35 (45L05 47A50 65J10 65R20)
 
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[48] MR1275633 (95f:47004) Heinig, Georg; Hellinger, Frank Displacement structure of pseudoinverses. Second Conference of the International Linear Algebra Society (ILAS) (Lisbon, 1992). Linear Algebra Appl. 197/198 (1994), 623--649. (Reviewer: M. Tismenetsky) 47A05 (15A09)
 
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[49] MR1275519 (95b:93034) Feldmann, Sven; Heinig, George Uniqueness properties of minimal partial realizations. Linear Algebra Appl. 203/204 (1994), 401--427. (Reviewer: A. Bultheel) 93B15
 
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[50] MR1266596 (95c:15008) Heinig, Georg; Hellinger, Frank Moore-Penrose inversion of square Toeplitz matrices. SIAM J. Matrix Anal. Appl. 15 (1994), no. 2, 418--450. (Reviewer: Jaroslav Zemánek) 15A09 (47A05 47A50 65F20)
 
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[51] MR1263381 (95h:65017) Boja\'nczyk, Adam W.; Heinig, Georg A multi-step algorithm for Hankel matrices. J. Complexity 10 (1994), no. 1, 142--164. 65F05 (65F30)
 
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[52] MR1227768 (94f:15006) Heinig, Georg; Hellinger, Frank On the Bezoutian structure of the Moore-Penrose inverses of Hankel matrices. SIAM J. Matrix Anal. Appl. 14 (1993), no. 3, 629--645. (Reviewer: Jaroslav Zemánek) 15A09 (15A57 47A05 47B35)
 
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[53] MR1208204 (93m:65034) Finck, Tilo; Heinig, Georg; Rost, Karla An inversion formula and fast algorithms for Cauchy-Vandermonde matrices. Linear Algebra Appl. 183 (1993), 179--191. (Reviewer: Zeng Rong Chen) 65F05 (15A09)
 
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[54] MR1179338 (93h:47029) Heinig, Georg; Jankowski, Peter Kernel structure of block Hankel and Toeplitz matrices and partial realization. Linear Algebra Appl. 175 (1992), 1--30. (Reviewer: John Maroulas) 47B35 (15A57 47A99 47N70)
 
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[55] MR1149742 (93b:15016) Heinig, Georg Inverse problems for Hankel and Toeplitz matrices. Linear Algebra Appl. 165 (1992), 1--23. (Reviewer: A. Böttcher) 15A24 (15A09 47B35 65F99)
 
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[56] MR1151207 Heinig, Georg Fast algorithms for structured matrices and interpolation problems. Algebraic computing in control (Paris, 1991), 200--211, Lecture Notes in Control and Inform. Sci., 165, Springer, Berlin, 1991. 93B40 (65D05 65F30)
 
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[57] MR1115032 (92e:15009) Heinig, Georg On structured matrices, generalized Bezoutians and generalized Christoffel-Darboux formulas. Topics in matrix and operator theory (Rotterdam, 1989), 267--281, Oper. Theory Adv. Appl., 50, Birkhäuser, Basel, 1991. (Reviewer: Mihail Voicu) 15A09 (15A04 15A99)
 
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[58] MR1115443 (92f:93027) Heinig, Georg Formulas and algorithms for block Hankel matrix inversion and partial realization. Signal processing, scattering and operator theory, and numerical methods (Amsterdam, 1989), 79--90, Progr. Systems Control Theory, 5, Birkhäuser Boston, Boston, MA, 1990. 93B15 (15A09 65F05 93B25 93B40)
 
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[59] MR1064087 (91h:65057) Heinig, Georg; Jankowski, Peter Fast algorithms for the solution of general Toeplitz systems. Wiss. Z. Tech. Univ. Karl-Marx-Stadt 32 (1990), no. 1, 12--17. (Reviewer: Israel Koltracht) 65F30
 
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[60] MR1038315 (91b:15002) Heinig, Georg; Rost, Karla Matrices with displacement structure, generalized Bezoutians, and Moebius transformations. The Gohberg anniversary collection, Vol. I (Calgary, AB, 1988), 203--230, Oper. Theory Adv. Appl., 40, Birkhäuser, Basel, 1989. (Reviewer: M. Tismenetsky) 15A09 (15A30 15A57 47B35)
 
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[61] MR1018214 (90j:15008) Heinig, Georg; Rost, Karla Inversion of matrices with displacement structure. Integral Equations Operator Theory 12 (1989), no. 6, 813--834. (Reviewer: L. Rodman) 15A09 (47A05)
 
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[62] MR1013349 (90g:41002) Heinig, Georg; Hoppe, Wolfram; Rost, Karla Structured matrices in interpolation and approximation problems. Wiss. Z. Tech. Univ. Karl-Marx-Stadt 31 (1989), no. 2, 196--202. 41A05 (41A10 41A30)
 
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[63] MR0978582 (89m:15009) Heinig, Georg; Rost, Karla Matrix representations of Toeplitz-plus-Hankel matrix inverses. Linear Algebra Appl. 113 (1989), 65--78. (Reviewer: L. Rodman) 15A24 (15A09 47B35)
 
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[64] MR1007314 (90j:15007) Heinig, Georg; Amdebrhan, Tewodros On the inverses of Hankel and Toeplitz mosaic matrices. Seminar Analysis (Berlin, 1987/1988), 53--65, Akademie-Verlag, Berlin, 1988. (Reviewer: M. Tismenetsky) 15A09 (15A57 47B35)
 
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[65] MR0952139 (90a:65063) Heinig, Georg; Jankowski, Peter; Rost, Karla Tikhonov regularisation for block Toeplitz matrices. Wiss. Z. Tech. Univ. Karl-Marx-Stadt 30 (1988), no. 1, 41--45. (Reviewer: R. P. Tewarson) 65F10
 
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[66] MR0951826 (89e:15035) Heinig, Georg; Rost, Karla On the inverses of Toeplitz-plus-Hankel matrices. Linear Algebra Appl. 106 (1988), 39--52. (Reviewer: Shao Kuan Li) 15A57 (15A09 15A21 47B35)
 
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[67] MR0928483 (89c:15029) Heinig, Georg Structure theory and fast inversion of Hankel striped matrices. I. Integral Equations Operator Theory 11 (1988), no. 2, 205--229. (Reviewer: L. Rodman) 15A57 (15A09 47B35 65F05)
 
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[68] MR0909083 (88j:15003) Heinig, Georg; Rost, Karla Inversion of generalized Toeplitz-plus-Hankel matrices. Wiss. Z. Tech. Univ. Karl-Marx-Stadt 29 (1987), no. 2, 209--211. (Reviewer: O. Pokorná) 15A09 (15A57)
 
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[69] MR0903699 (88h:15051) Heinig, Georg; Jungnickel, Uwe Hankel matrices generated by Markov parameters, Hankel matrix extension, partial realization, and Padé-approximation. Operator theory and systems (Amsterdam, 1985), 231--253, Oper. Theory Adv. Appl., 19, Birkhäuser, Basel, 1986. (Reviewer: A. Bultheel) 15A99 (41A21 47B35)
 
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[70] MR0830336 (87j:15032) Heinig, Georg; Jungnickel, Uwe Lyapunov equations for companion matrices. Linear Algebra Appl. 76 (1986), 137--147. (Reviewer: Anna Lee) 15A24 (15A57)
 
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[71] MR0830335 (87j:15044) Heinig, Georg; Jungnickel, Uwe Hankel matrices generated by the Markov parameters of rational functions. Linear Algebra Appl. 76 (1986), 121--135. (Reviewer: Anna Lee) 15A57 (15A21)
 
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[72] MR0818334 (87c:47037) Heinig, Georg Partial indices for Toeplitz-like operators. Integral Equations Operator Theory 8 (1985), no. 6, 805--824. (Reviewer: L. Rodman) 47B35
 
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[73] MR0803652 (86m:15003) Heinig, Georg; Rost, Karla Fast inversion of Toeplitz-plus-Hankel matrices. Wiss. Z. Tech. Hochsch. Karl-Marx-Stadt 27 (1985), no. 1, 66--71. (Reviewer: Anna Lee) 15A09 (15A57 65F30)
 
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[74] MR0803651 (87e:15029) Heinig, Georg; Jungnickel, Uwe On the Bezoutian and root localization for polynomials. Wiss. Z. Tech. Hochsch. Karl-Marx-Stadt 27 (1985), no. 1, 62--65. (Reviewer: B. N. Datta) 15A24 (93D05)
 
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[75] MR0789615 (86m:47017) Heinig, Georg; Silbermann, Bernd Factorization of matrix functions in algebras of bounded functions. Spectral theory of linear operators and related topics (Timi\c soara/Herculane, 1983), 157--177, Oper. Theory Adv. Appl., 14, Birkhäuser, Basel, 1984. (Reviewer: M. Cotlar) 47A68 (47B35)
 
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[76] MR0782105 (86i:47034b) Heinig, Georg; Rost, Karla Algebraic methods for Toeplitz-like matrices and operators. Operator Theory: Advances and Applications, 13. Birkhäuser Verlag, Basel, 1984. 212 pp. ISBN: 3-7643-1643-8 (Reviewer: R. V. Duduchava) 47B35 (15A57 47A50 47A65 65F30)
 
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[77] MR0762600 (86k:12004) Heinig, Georg; Jungnickel, Uwe On the Routh-Hurwitz and Schur-Cohn problems for matrix polynomials and generalized Bezoutians. Math. Nachr. 116 (1984), 185--196. (Reviewer: O. Taussky-Todd) 12D10 (15A57 47A56 47B99 93D05)
 
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[78] MR0761693 (86h:65036) Heinig, Georg; Rost, Karla Schnelle Invertierungsalgorithmen für einige Klassen von Matrizen. (German) [Fast inversion algorithms for some classes of matrices] Wiss. Z. Tech. Hochsch. Karl-Marx-Stadt 26 (1984), no. 2, 235--241. 65F05 (15A09)
 
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[79] MR0756628 (86i:47034a) Heinig, Georg; Rost, Karla Algebraic methods for Toeplitz-like matrices and operators. Mathematical Research, 19. Akademie-Verlag, Berlin, 1984. 212 pp. (Reviewer: R. V. Duduchava) 47B35 (15A57 47A50 47A65 65F30)
 
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[80] MR0732155 (86j:65034) Heinig, Georg; Rost, Karla Invertierung von Toeplitzmatrizen und ihren Verallgemeinerungen. I. Die Methode der $UV$-Reduktion. (German) [Inversion of Toeplitz matrices and their generalizations. I. The method of $UV$-reduction] Beiträge Numer. Math. No. 12 (1984), 55--73. (Reviewer: Heinz Langer) 65F05 (15A09 47B35)
 
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[81] MR0728750 (85g:15028) Heinig, Georg Inversion of Toeplitz and Hankel matrices with singular sections. Wiss. Z. Tech. Hochsch. Karl-Marx-Stadt 25 (1983), no. 3, 326--333. (Reviewer: B. Levinger) 15A57 (15A09 65F05)
 
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[82] MR0675087 (84h:15015) Heinig, Georg; Jungnickel, Uwe Zur Lösung von Matrixgleichungen der Form $AX-XB=C$. (German) [On the solution of matrix equations of the form $AX-XB=C$] Wiss. Z. Tech. Hochsch. Karl-Marx-Stadt 23 (1981), no. 4, 387--393. 15A24
 
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[83] MR0607132 (82e:47025) Heinig, Georg Linearisierung und Realisierung holomorpher Operatorfunktionen. (German) Wiss. Z. Tech. Hochsch. Karl-Marx-Stadt 22 (1980), no. 5, 453--459. (Reviewer: Heinz Langer) 47A68
 
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[84] MR0656315 (83i:15009) Heinig, Georg; Rost, Karla Invertierung einiger Klassen von Matrizen und Operatoren. I. Endliche Toeplitzmatrizen und ihre Verallgemeinerungen. (German) [Inversion of some classes of matrices and operators. I. Finite Toeplitz matrices and their generalizations] Wissenschaftliche Informationen [Scientific Information], 12. Technische Hochschule Karl-Marx-Stadt, Sektion Mathematik, Karl-Marx-Stadt, 1979. 32 pp. 15A09 (15A57 45E10 47B35)
 
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[85] MR0563597 (82d:47005) Heinig, Georg Bezoutiante, Resultante und Spektralverteilungsprobleme für Operatorpolynome. (German) Math. Nachr. 91 (1979), 23--43. (Reviewer: K. Veseli\'c) 47A10
 
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[86] MR0566705 (81k:15025) Heinig, Georg Transformationen von Toeplitz- und Hankelmatrizen. (German) Wiss. Z. Tech. Hochsch. Karl-Marx-Stadt 21 (1979), no. 7, 859--864. (Reviewer: K. Veseli\'c) 15A57 (47B35)
 
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[87] MR0564753 (81k:47069) Ha\u\i nig, G. Invertibility of singular integral operators. (Russian) Soobshch. Akad. Nauk Gruzin. SSR 96 (1979), no. 1, 29--32. (Reviewer: B. S. Rubin) 47G05 (45P05)
 
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[88] MR0536222 (80k:47018) Heinig, Georg Über ein kontinuierliches Analogon der Begleitmatrix eines Polynoms und die Linearisierung einiger Klassen holomorpher Operatorfunktionen. (German) Beiträge Anal. No. 13 (1979), 111--126. (Reviewer: Heinz Langer) 47A60
 
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[89] MR0528615 (80g:15015b) Heinig, Georg Verallgemeinerte Resultantenbegriffe bei beliebigen Matrixbüscheln. II. Gemischter Resultantenoperator. (German) Wiss. Z. Tech. Hochsch. Karl-Marx-Stadt 20 (1978), no. 6, 701--703. (Reviewer: R. C. Thompson) 15A30 (15A21)
 
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[90] MR0528614 (80g:15015a) Heinig, Georg Verallgemeinerte Resultantenbegriffe bei beliebigen Matrixbüscheln. I. Einseitiger Resultantenoperator. (German) Wiss. Z. Tech. Hochsch. Karl-Marx-Stadt 20 (1978), no. 6, 693--700. (Reviewer: R. C. Thompson) 15A30 (15A21)
 
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[91] MR0487565 (58 #7184b) Heinig, Georg Endliche Toeplitzmatrizen und zweidimensionale diskrete Wiener-Hopf-Operatoren mit homogenem Symbol. II. Über die normale Auflösbarkeit einer Klasse zweidimensionaler Wiener-Hopf-Operatoren. (German) Math. Nachr. 82 (1978), 53--68. (Reviewer: A. Devinatz) 47B35
 
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[92] MR0487564 (58 #7184a) Heinig, Georg Endliche Toeplitzmatrizen und zweidimensionale Wiener-Hopf-Operatoren mit homogenem Symbol. I. Eigenschaften endlicher Toeplitzmatrizen. (German) Math. Nachr. 82 (1978), 29--52. (Reviewer: A. Devinatz) 47B35
 
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[93] MR0511236 (58 #23408) Heinig, Georg; Rost, Karla Über homogene Gleichungen vom Faltungstyp auf einem endlichen Intervall. (German) Demonstratio Math. 10 (1977), no. 3-4, 791--806. 45E10
 
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[94] MR0498635 (58 #16721) Heinig, Georg Über Block-Hankelmatrizen und den Begriff der Resultante für Matrixpolynome. (German) Wiss. Z. Techn. Hochsch. Karl-Marx-Stadt 19 (1977), no. 4, 513--519. (Reviewer: J. G. Horne) 15A21
 
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[95] MR0467349 (57 #7208) Ha\u\i nig, G. The notion of Bezoutian and of resultant for operator pencils. (Russian) Funkcional. Anal. i Prilo\v zen. 11 (1977), no. 3, 94--95. (Reviewer: E. R. Cekanovskii) 47A10
 
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[96] MR0425652 (54 #13606) Gohberg, I. C.; Ha\u\i nig, G. The resultant matrix and its generalizations. II. The continual analogue of the resultant operator. (Russian) Acta Math. Acad. Sci. Hungar. 28 (1976), no. 3-4, 189--209. (Reviewer: L. de Branges) 47A65
 
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[97] MR0423115 (54 #11096) Heinig, Georg Periodische Jacobimatrizen im entarteten Fall. (German) Wiss. Z. Techn. Hochsch. Karl-Marx-Stadt 18 (1976), no. 4, 419--423. (Reviewer: Richard E. Frankfurt) 47B35
 
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[98] MR0450910 (56 #9201) Heinig, G. Über die Invertierung und das Spektrum von singulären Integraloperatoren mit Matrixkoeffizienten. (German) 5. Tagung über Probleme und Methoden der Mathematischen Physik (Techn. Hochschule Karl-Marx-Stadt, Karl-Marx-Stadt, 1975), Heft 1, pp. 52--59. Wiss. Schr. Techn. Hochsch. Karl-Marx-Stadt, Techn. Hochsch., Karl-Marx-Stadt, 1975. (Reviewer: Robert L. Warnock) 45E05
 
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[99] MR0380495 (52 #1395) Gohberg, I. C.; Ha\u\i nig, G. On matrix integral operators on a finite interval with kernels depending on the difference of the arguments. (Russian) Rev. Roumaine Math. Pures Appl. 20 (1975), 55--73. (Reviewer: A. Devinatz) 47B35 (45F05)
 
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[100] MR0380471 (52 #1371) Gohberg, I. C.; Ha\u\i nig, G. The resultant matrix and its generalizations. I. The resultant operator for matrix polynomials. (Russian) Acta Sci. Math. (Szeged) 37 (1975), 41--61. (Reviewer: L. de Branges) 47A60 (15A15)
 
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