W.Y.C. Chen,
Integral matrices with given row and column sums,
J. Combin. Theory Ser. A 61 (1992) 153-172.

Cited by

  1. R. Aharoni, G.T. Herman and A. Kuba, Binary vectors partially determined by linear-equation systems, Discrete Math. 171 (1997) 1-16.

  2. R.P. Anstee, Matching theory: fractional to integral, New Zealand J. Math. 21 (1992) 17-32.

  3. R.A. Brualdi, Combinatorial Matrix Classes, Cambridge University Press, 2006.

  4. R.A. Brualdi and G. Dahl, Constructing (0,1)-matrices with given line sums and certain fixed zeros, In: Advances in Discrete Tomography and Its Applications, Applied and Numerical Harmonic Analysis 2007, 113-123, Springer, 2007.

  5. W. Chen, Y.F. Mo, L. Qiu and P. Varaiya, Constrained (0,1)-matrix completion with a staircase of fixed zeros, Linear Algebra Appl. 510 (2016) 171-185.

  6. S.M. Collins, R.K. Leary, P.A. Midgley, R. Tovey, M. Benning, C.-B. Schönlieb, P. Rez and M.M.J. Treacy, Entropic comparison of atomic-resolution electron tomography of crystals and amorphous materials, Phys. Rev. Letts. 119 (2017) 166101, 12 pp.

  7. G. Dahl and R.A. Brualdi, Matrices of zeros and ones with given line sums and a zero block, Electronic Notes in Discrete Mathematics 20 (2005) 83-97.

  8. F. Guíñez, Disjoint realizations of degree sequences and some applications to discrete tomography, Ph.D. Thesis, Universidad de Chile, 2009.

  9. A. Kuba, Reconstruction of unique binary matrices with prescribed elements, Acta Cybernetica 12 (1995) 57-70.

  10. A. Kuba and G.T. Herman, Discrete tomography: A historical overview, In: Discrete Tomography: Foundations, Algorithms, and Applications, 3-34, Springer, 1999.

  11. J.W. Miller, Reduced criteria for degree sequences, Discrete Math. 313(4) (2013) 550-562.

  12. Y. Nam, Integral matrices with given row and column sums, Ars Combin. 52 (1999) 141-151.

  13. J.G. Sanderson, M.P. Moulton and R.G. Selfridge, Null matrices and the analysis of species co-occurrences, Oecologia 116 (1998) 275-283.

  14. L. Zhao, H. Hao and W. Zhang, Extracting flexibility of heterogeneous deferrable loads via polytopic projection approximation, In: Proc. 55th IEEE Conf. Decision Control, CDC กฏ16, 6651-6656, 2016.