URL: https://ajc.maths.uq.edu.au/pdf/15/ocr-ajc-v15-p145.pdf
%PDF-1.6
%����
1 0 obj
<>
endobj
166 0 obj
<>stream
endstream
endobj
4 0 obj
<>
endobj
3 0 obj
<>
endobj
6 0 obj
<>/ProcSet[/PDF/Text/ImageB]/XObject<>>>/Type/Page>>
endobj
16 0 obj
<>/ProcSet[/PDF/Text/ImageB]/XObject<>>>/Type/Page>>
endobj
26 0 obj
<>/ProcSet[/PDF/Text/ImageB]/XObject<>>>/Type/Page>>
endobj
36 0 obj
<>/ProcSet[/PDF/Text/ImageB]/XObject<>>>/Type/Page>>
endobj
46 0 obj
<>/ProcSet[/PDF/Text/ImageB]/XObject<>>>/Type/Page>>
endobj
56 0 obj
<>/ProcSet[/PDF/Text/ImageB]/XObject<>>>/Type/Page>>
endobj
66 0 obj
<>/ProcSet[/PDF/Text/ImageB]/XObject<>>>/Type/Page>>
endobj
76 0 obj
<>/ProcSet[/PDF/Text/ImageB]/XObject<>>>/Type/Page>>
endobj
86 0 obj
<>/ProcSet[/PDF/Text/ImageB]/XObject<>>>/Type/Page>>
endobj
96 0 obj
<>/ProcSet[/PDF/Text/ImageB]/XObject<>>>/Type/Page>>
endobj
106 0 obj
<>/ProcSet[/PDF/Text/ImageB]/XObject<>>>/Type/Page>>
endobj
116 0 obj
<>/ProcSet[/PDF/Text/ImageB]/XObject<>>>/Type/Page>>
endobj
126 0 obj
<>/ProcSet[/PDF/Text/ImageB]/XObject<>>>/Type/Page>>
endobj
136 0 obj
<>/ProcSet[/PDF/Text/ImageB]/XObject<>>>/Type/Page>>
endobj
146 0 obj
<>/ProcSet[/PDF/Text/ImageB]/XObject<>>>/Type/Page>>
endobj
156 0 obj
<>/ProcSet[/PDF/Text/ImageB]/XObject<>>>/Type/Page>>
endobj
279 0 obj
<>stream
q
403.1999969 0 0 336.9600067 0 239.0399933 cm
/Im0 Do
Q
q
403.1999969 0 0 239.0399933 0 0 cm
/Im1 Do
Q
BT
/T1_0 1 Tf
-0.035 Tc 3 Tr 8.1411 0 0 9.2 17.8 531.37 Tm
([11] )Tj
-0.0341 Tc 9.2 0 0 9.2 37.58 531.37 Tm
(P.B. )Tj
0.0359 Tc 2.01 0 Td
(Gibbons, )Tj
0.05 Tc 9.3103 0 0 9.2 98.18 531.37 Tm
(Computational )Tj
9.3626 0 0 9.2 162.32 531.37 Tm
(Methods )Tj
9.5456 0 0 9.2 201.34 531.37 Tm
(in )Tj
9.5156 0 0 9.2 212.54 531.37 Tm
(Design )Tj
0.0442 Tc 9.2 0 0 9.2 245.08 531.37 Tm
(Theory, )Tj
0.05 Tc 9.2606 0 0 9.2 282.68 531.37 Tm
(Chapter )Tj
-0.035 Tc 9.1292 0 0 9.2 317.78 531.37 Tm
(9, )Tj
0.0282 Tc 9.2 0 0 9.2 37.81 520.75 Tm
(Section )Tj
-0.0231 Tc 3.499 0 Td
(VI, )Tj
0.05 Tc 9.3236 0 0 9.2 88.12 520.75 Tm
(in )Tj
9.239 0 0 9.2 99.1 520.75 Tm
(The )Tj
0.0096 Tc 9.2 0 0 9.2 117.45 520.75 Tm
(CRC )Tj
0.05 Tc 9.5119 0 0 9.2 139.46 520.75 Tm
(Handbook )Tj
9.3902 0 0 9.2 185.49 520.75 Tm
(of )Tj
9.4701 0 0 9.2 196.64 520.75 Tm
(Combinatorial )Tj
0.0405 Tc 9.2 0 0 9.2 260.24 520.75 Tm
(Designs, )Tj
0.0388 Tc 4.123 0 Td
(c.J. )Tj
0.05 Tc 9.2097 0 0 9.2 314.91 520.75 Tm
(Colbourn )Tj
9.3999 0 0 9.2 38.06 510.13 Tm
(and )Tj
0.0005 Tc 9.2 0 0 9.2 55.21 510.13 Tm
(J.H. )Tj
0.0402 Tc 1.958 0 Td
(Dinitz )Tj
0.0173 Tc 3.005 0 Td
(\(eds.\), )Tj
0.0096 Tc 3.152 0 Td
(CRC )Tj
0.0291 Tc 2.334 0 Td
(Press )Tj
-0.0198 Tc 2.555 0 Td
(\(1996\). )Tj
-0.035 Tc 8.1411 0 0 9.2 18.16 488.89 Tm
([12] )Tj
0.0005 Tc 9.2 0 0 9.2 38.07 488.89 Tm
(C.M. )Tj
0.0489 Tc 2.485 0 Td
(Grinstead, )Tj
-0.035 Tc 8.378 0 0 9.2 106.88 488.89 Tm
(B. )Tj
0.05 Tc 9.5251 0 0 9.2 117.86 488.89 Tm
(Hahne )Tj
9.3999 0 0 9.2 148.4 488.89 Tm
(and )Tj
-0.0163 Tc 9.2 0 0 9.2 166.64 488.89 Tm
(D. )Tj
0.05 Tc 9.213 0 0 9.2 179.26 488.89 Tm
(Van )Tj
0.0456 Tc 9.2 0 0 9.2 199.09 488.89 Tm
(Stone, )Tj
0.05 Tc 10.082 0 0 9.2 228.14 488.89 Tm
(On )Tj
9.4259 0 0 9.2 244.6 488.89 Tm
(the )Tj
9.6266 0 0 9.2 260.54 488.89 Tm
(Queen )Tj
0.0498 Tc 9.2 0 0 9.2 291.02 488.89 Tm
(Domination )Tj
0.039 Tc -27.47 -1.135 Td
(Problem, )Tj
0.0302 Tc 4.52 0 Td
(Discrete )Tj
0.0341 Tc (Math. )Tj
-0.035 Tc 9.0978 0 0 9.2 141.5 478.45 Tm
(86 )Tj
-0.0198 Tc 9.2 0 0 9.2 153.43 478.45 Tm
(\(1991\), )Tj
-0.012 Tc 3.43 0 Td
(21-26. )Tj
-0.035 Tc 8.2591 0 0 9.2 18.52 457.03 Tm
([13] )Tj
8.5546 0 0 9.2 38.36 457.03 Tm
(S. )Tj
0.0355 Tc 9.2 0 0 9.2 48.38 457.03 Tm
(Kirkpatrick, )Tj
0.017 Tc 5.59 0 Td
(C.D. )Tj
0.0396 Tc 2.289 0 Td
(Gelatt )Tj
-0.0068 Tc 2.939 0 Td
(Jr., )Tj
0.0074 Tc 1.566 0 Td
(M.P. )Tj
0.0196 Tc 2.37 0 Td
(Vecchi, )Tj
0.05 Tc 9.4642 0 0 9.2 216.81 457.03 Tm
(Optimisation )Tj
9.6887 0 0 9.2 274.51 457.03 Tm
(by )Tj
0.0436 Tc 9.2 0 0 9.2 287.87 457.03 Tm
(simulated )Tj
0.0442 Tc -27.093 -1.135 Td
(annealing, )Tj
0.0198 Tc 4.863 0 Td
(Science )Tj
-0.0264 Tc 3.554 0 Td
(220 )Tj
-0.0198 Tc 1.813 0 Td
(\(1983\), )Tj
-0.008 Tc 3.17 0 Td
(671-680. )Tj
-0.035 Tc 8.3771 0 0 9.2 18.7 425.35 Tm
([14] )Tj
-0.0089 Tc 9.2 0 0 9.2 38.84 425.35 Tm
(P.J.M. )Tj
0.05 Tc 9.483 0 0 9.2 66.4 425.35 Tm
(van )Tj
0.0467 Tc 9.2 0 0 9.2 84.73 425.35 Tm
(Laarhoven, )Tj
0.0362 Tc 5.358 0 Td
(Theoretical )Tj
0.05 Tc 9.5174 0 0 9.2 183.14 425.35 Tm
(and )Tj
9.6379 0 0 9.2 201.87 425.35 Tm
(computational )Tj
0.0494 Tc 9.2 0 0 9.2 266.49 425.35 Tm
(aspects )Tj
0.0287 Tc 3.58 0 Td
(of )Tj
0.05 Tc 9.2585 0 0 9.2 310.55 425.35 Tm
(simulated )Tj
0.042 Tc 9.2 0 0 9.2 38.97 414.91 Tm
(annealing, )Tj
0.05 Tc 9.3183 0 0 9.2 86.89 414.91 Tm
(Erasmus )Tj
0.0389 Tc 9.2 0 0 9.2 125.09 414.91 Tm
(University, )Tj
0.05 Tc 9.3413 0 0 9.2 176.54 414.91 Tm
(Rotterdam, )Tj
9.2096 0 0 9.2 229.28 414.91 Tm
(Ph.D. )Tj
0.0463 Tc 9.2 0 0 9.2 255.76 414.91 Tm
(thesis )Tj
0.0235 Tc 2.925 0 Td
(\(available )Tj
0.0204 Tc 4.541 0 Td
(as )Tj
0 Tc 1.233 0 Td
(a )Tj
0.0181 Tc -32.283 -1.174 Td
(CWI )Tj
0.0173 Tc 2.31 0 Td
(Tract, )Tj
-0.0093 Tc 3.046 0 Td
(1988\). )Tj
-0.035 Tc 8.1411 0 0 9.2 19.24 383.05 Tm
([15] )Tj
0.0062 Tc 9.2 0 0 9.2 39.1 383.05 Tm
(N. )Tj
0.0404 Tc 1.42 0 Td
(Metropolis, )Tj
-0.0075 Tc 5.441 0 Td
(A. )Tj
0.0405 Tc 1.407 0 Td
(Rosenbluth, )Tj
-0.0328 Tc 5.615 0 Td
(M. )Tj
0.05 Tc 9.3062 0 0 9.2 181.22 383.05 Tm
(Rosenbluth, )Tj
0.0121 Tc 9.2 0 0 9.2 234.7 383.05 Tm
(A. )Tj
0.0302 Tc 1.422 0 Td
(Teller, )Tj
-0.035 Tc 8.8654 0 0 9.2 277.33 383.05 Tm
(E. )Tj
0.0139 Tc 9.2 0 0 9.2 288.64 383.05 Tm
(Teller, )Tj
0.0456 Tc 3.114 0 Td
(Equation )Tj
0.0483 Tc -30.252 -1.154 Td
(of )Tj
0.048 Tc 1.17 0 Td
(state )Tj
0.0343 Tc 2.646 0 Td
(calculations )Tj
0.05 Tc 9.3426 0 0 9.2 124.39 372.43 Tm
(by )Tj
0.0216 Tc 9.2 0 0 9.2 137.24 372.43 Tm
(fast )Tj
0.05 Tc 9.3985 0 0 9.2 154.35 372.43 Tm
(computing )Tj
9.3718 0 0 9.2 201.4 372.43 Tm
(machines, )Tj
-0.035 Tc 8.7606 0 0 9.2 245.65 372.43 Tm
(J. )Tj
0.0294 Tc 9.2 0 0 9.2 254.25 372.43 Tm
(Chern. )Tj
0.0251 Tc 3.234 0 Td
(Physics )Tj
-0.035 Tc 8.5615 0 0 9.2 316.39 372.43 Tm
(21 )Tj
-0.0231 Tc 9.2 0 0 9.2 328.39 372.43 Tm
(\(1953\), )Tj
-0.0165 Tc -31.425 -1.154 Td
(1087-1092. )Tj
-0.035 Tc 8.4951 0 0 9.2 19.6 340.93 Tm
([16] )Tj
-0.0021 Tc 9.2 0 0 9.2 39.39 340.93 Tm
(W.D. )Tj
0.034 Tc 2.641 0 Td
(Weakley, )Tj
0.05 Tc 9.3001 0 0 9.2 105.08 340.93 Tm
(Domination )Tj
0.0413 Tc 9.2 0 0 9.2 157.24 340.93 Tm
(in )Tj
0.05 Tc 9.5625 0 0 9.2 168.82 340.93 Tm
(the )Tj
9.4818 0 0 9.2 185.31 340.93 Tm
(Queen's )Tj
9.6549 0 0 9.2 222.56 340.93 Tm
(Graph, )Tj
9.3236 0 0 9.2 255.52 340.93 Tm
(in )Tj
9.3545 0 0 9.2 267.12 340.93 Tm
("Graph )Tj
0.0279 Tc 9.2 0 0 9.2 300.52 340.93 Tm
(Theory, )Tj
0.0432 Tc -28.39 -1.154 Td
(Combinatorics )Tj
0.05 Tc 9.6349 0 0 9.2 102.14 330.31 Tm
(and )Tj
0.0357 Tc 9.2 0 0 9.2 121.12 330.31 Tm
(Applications", )Tj
0.0263 Tc 7.022 0 Td
(Proc. )Tj
0.05 Tc 9.5568 0 0 9.2 209.89 330.31 Tm
(Seventh )Tj
9.5384 0 0 9.2 247.04 330.31 Tm
(Quadrennial )Tj
0.0105 Tc 9.2 0 0 9.2 302.49 330.31 Tm
(Conf. )Tj
0.05 Tc 9.4406 0 0 9.2 327.69 330.31 Tm
(on )Tj
0.0368 Tc 9.2 0 0 9.2 341.26 330.31 Tm
(the )Tj
0.0404 Tc -32.817 -1.154 Td
(Theory )Tj
0.05 Tc 9.5174 0 0 9.2 71.54 319.69 Tm
(and )Tj
0.0469 Tc 9.2 0 0 9.2 90.16 319.69 Tm
(Applications )Tj
0.0287 Tc 6.038 0 Td
(of )Tj
0.05 Tc 9.2579 0 0 9.2 156.69 319.69 Tm
(Graphs, )Tj
9.4938 0 0 9.2 195.63 319.69 Tm
(Western )Tj
9.2841 0 0 9.2 234.14 319.69 Tm
(Michigan )Tj
0.035 Tc 9.2 0 0 9.2 276.65 319.69 Tm
(University, )Tj
0.0288 Tc 5.595 0 Td
(Alavi )Tj
/T1_1 1 Tf
0 Tc 8.2 0 0 8.2 39.5 309.07 Tm
(& )Tj
/T1_0 1 Tf
0.0407 Tc 9.2 0 0 9.2 49.15 309.07 Tm
(Schwenk )Tj
0.0122 Tc 4.252 0 Td
(\(Eds.\), )Tj
0.0275 Tc 3.393 0 Td
(Wiley )Tj
-0.0296 Tc 2.946 0 Td
(\(1995\). )Tj
/T1_2 1 Tf
0.05 Tc 11.0145 0 0 8.3 84.02 261.01 Tm
(\(Received )Tj
/T1_0 1 Tf
11.7474 0 0 8.5 139.25 261.01 Tm
(29/4/96; )Tj
/T1_2 1 Tf
12.3855 0 0 8.3 190.37 261.01 Tm
(revised )Tj
11.7922 0 0 8.3 237.21 261.01 Tm
(19/7/96\) )Tj
/T1_0 1 Tf
9.8915 0 0 9 181.64 39.61 Tm
(160 )Tj
ET
endstream
endobj
283 0 obj
<>/Filter/CCITTFaxDecode/Height 1872/Length 34341/Name/Im0/Subtype/Image/Type/XObject/Width 2240>>stream
�
��:.�# *��"GQ�Q#�A DdF� �9P4GQ ��#��@T
�G *��#�Du�
��:��@х��
����d@�d@х��
����d@�H�2�j$uP5:���� F@T
�F@T
F@TmBc *�GQ�Q.��
�6&����d@�H�2�j%� �2�j$uP5:���� F@T
D�� *�GP��
�( C:��@T
QQ�!������@T
D�� *��"]H
�����ڄ�@T
Q ��#��@T
��@� Dd@�H�2�j$u!���ڄ�@T
YC�# *� *�]A(ld@х�E�F@T
�F@T
D�(r��#�Du�Q�Q#� CP5e
���.�2�j$uP5:��@T
QP5��1�P��
��A d@�H�C ��#��X�L����̄�:"QP����#5*28��ˢ莈�+@��.0S!��t[�Gd��hp�`�HD� DD� (z�K�����Y �ɴf�":�(\�GDqA�.
�l "/� ���@JES+ \�3�a��0�Iy F�G����&6!ww@��v���
��٨q��`�e��q�
�xN�a�x<��� �8�!��Q.�-��v� �Ud�5wOxq8>j����2!�������Bn�_��]:8m? �\$�����H a�ڠ��D�q$]j������p���b��־v1 ��֪��K������'�{d�i�z�{}oo��I/IĎ��J��ڴ�Z&;D��l ֟�!�Z��(����՜#P�JFkϲs5�ם4�u�T�,!ּS�����t�(< �2q�a ���d� a3Bs�K:G@�Fle8ޮ��'�d��7d2#���ǶCdtk2::f�My�\��K�d� ��Ak� �/����_&�i����MH菜L0O�t�0���SD ~C!�(v �]f� "*r��x)�B�)�T_�]�(�{�;�H0�����L6%�EË�B�v��E�@��&8j��D�4C�4^�8a40�h����PD�kG�0� 0A� �" �22#�"�!��q��B>r9�v���� �N �� H eI��� ���M�"��������
�.;� �A�AC�.- �h m�S
?�
2A�"�QPι�������t۫�'i�����QX2DRp�t���v8A��a!7�M�:P��<|��� �H0�L8�av���Z � ���n��(r��mt�����oi�^�;֭�wmSm-[L�� �ݦ�5�~�(����NP�� ����Ď���}���]n�}
