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Darald J. Hartfiel

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affiliation: Texas A&M University, College Station, Texas, USA

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2003
[j14]
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Darald J. Hartfiel:
Boxed iterations. Appl. Math. Comput. 143(1): 61-71 (2003)
2000
[j13]
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Darald J. Hartfiel:
Distribution of Entries in a Substochastic Matrix Having Eigenvalues Near 1. SIAM J. Matrix Anal. Appl. 21(2): 537-546 (2000)
1998
[j12]
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Darald J. Hartfiel:
Eigenvector Slicing of the Nonnegative Matrices. SIAM J. Matrix Anal. Appl. 19(1): 182-190 (1998)
1983
[j11]
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Darald J. Hartfiel:
Stochastic eigenvectors for qualitative stochastic matrices. Discret. Math. 43(2-3): 191-197 (1983)
1981
[j10]
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Darald J. Hartfiel, Carlton J. Maxson:
The construction and decomposition of patterns induced by a positive cone of functions. Discret. Math. 34(3): 261-274 (1981)
[j9]
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Darald J. Hartfiel, Guy L. Curry:
On optimizing functions which are defined in part by an approximation process. Math. Program. 20(1): 63-80 (1981)
1978
[j8]
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Darald J. Hartfiel, Carlton J. Maxson:
Groups which are isomorphic to a semigroup of a linear nonsingular subautomaton. Discret. Math. 22(2): 105-109 (1978)
[j7]
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Darald J. Hartfiel, Carlton J. Maxson:
On a definition of connected sets of a matroid. J. Comb. Theory B 25(2): 130-134 (1978)
1977
[j6]
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  - journals/jcss/HartfielM77
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Darald J. Hartfiel, Carlton J. Maxson:
A Semigroup Characterization of a Linearly Realisable Automaton over GF(p). J. Comput. Syst. Sci. 14(1): 150-155 (1977)
[j5]
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Darald J. Hartfiel, Guy L. Curry:
On optimizing certain nonlinear convex functions which are partially defined by a simulation process. Math. Program. 13(1): 88-93 (1977)
1976
[j4]
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Darald J. Hartfiel, Carlton J. Maxson:
Algebraic models for two-edge-connected graphs. Discret. Math. 15(2): 141-150 (1976)
[j3]
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Darald J. Hartfiel, Carlton J. Maxson:
A note on two conjectures of geller. Discret. Math. 16(4): 325-328 (1976)
1975
[j2]
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Darald J. Hartfiel, Carlton J. Maxson:
The chainable matrix, a special combinatorial matrix. Discret. Math. 12(3): 245-256 (1975)
1972
[j1]
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Darald J. Hartfiel, J. W. Crosby:
A Lower Bound for the Permanent on U_n(k, k). J. Comb. Theory A 12(2): 283-288 (1972)

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