Duplexes of 4×4, 5×5 and 6×6 Latin squares
Freeman, G. H.
Util. Math. 27, 5-24 (1985).
Multigrid and Kantorovich methods applied to a free surface problem
Rasmussen, H.; Salhani, D.
Util. Math. 27, 25-37 (1985).
On two coplanar inclined cracks in an infinite anisotropic plate
Misra, P. C.; Das, A. K.
Util. Math. 27, 39-56 (1985).
The approximate solution of Volterra equations with nonsmooth solutions
Brunner, Hermann
Util. Math. 27, 57-95 (1985).
On a nonlinear Volterra integrodifferential equation of higher order
Pachpatte, B. G.
Util. Math. 27, 97-109 (1985).
The existence of KS2(v;μ,λ): the main constructions
Lamken, E. R.; Vanstone, S. A.
Util. Math. 27, 111-130 (1985).
The existence of KS2(v;μ,λ): Special constructions
Lamken, E. R.; Vanstone, S. A.
Util. Math. 27, 131-155 (1985).
The spectrum of HSOLSSOM(hn) where h is odd
Mullin, R. C.; Zhu, L.
Util. Math. 27, 157-168 (1985).
On mid period criteria for the nearest integer continued fraction expansion of D−−√
Williams, H. C.
Util. Math. 27, 169-185 (1985).
Oscillations of nonlinear differential equations caused by deviating arguments
Grace, S. R.; Lalli, B. S.
Util. Math. 27, 187-193 (1985).
Proving the nonexistence of a balanced residual effects design by using the Hasse-Minkowski invariant
Raghavarao, D.; Pigeon, J. G.
Util. Math. 27, 195-198 (1985).
Some non-isomorphic Kirkman triple systems of order 39 and 51
Stinson, D. R.; Vanstone, S. A.
Util. Math. 27, 199-205 (1985).
Intershold graphs
Hammer, P. L.; Mahadev, N. V. R.
Util. Math. 27, 207-215 (1985).
Measurable solutions of functional equations connected with information measures on open domains
Ebanks, B. R.
Util. Math. 27, 217-223 (1985).
2-parameter Hadamard balanced incomplete bock designs
Kharaghani, H.
Util. Math. 27, 225-227 (1985).
Sufficient optimality conditions and duality for a minimax problem
Bector, C. R.; Bhatia, B. L.
Util. Math. 27, 229-247 (1985).
Linear quasi complementarity problems
Noor, Muhammad Aslam; Zarae, S.
Util. Math. 27, 249-260 (1985).
A note on isomorphism classes of reduced Latin squares of order 7
Brant, Larry J.; Mullen, Gary L.
Util. Math. 27, 261-263 (1985).
Mutually orthogonal partitions of the 6×6 Latin squares
Kirton, H. C.
Util. Math. 27, 265-274 (1985).
On discrete linear and quadratic programming problems
Kabe, D. G.
Util. Math. 27, 275-286 (1985).
