==== page80-bottom-5x.png ====
0.9173803388232916 297. If G is a tree then the second smallest eigenvalue of Laplacian <
0.9353098369413807 Odile Favaron, Maryvonne Maheo and Jean-Francois Sale. 2. 90.
0.9033988671643394 independence.
0.9239557194404113 298. IfG is a tree then the n - number of endpoints ≤ matching + the matching
0.9497496223449707 number of the complement. Odile Favaron, Maryvonne Maheo and Jean-Francois
0.9182165733405522 Sacle proved that bimatching -1 is enough, and that equality holds true iff G is K?
0.9057552370619266 or a path of an odd order. October 88. [FMS1].
0.8970085671719383 300. If G is a tree then the (mean distance) ( mean gravity) ≤ n-1.
0.9054809235907221 30l. If G is a tree then the scope of positive eigenvalues ≤ harmonic. James
0.875181145966053 B. Shearer, October 88.
0.9204564230782645 If G is a tree then the scope of positive eigenvalues ≤ the mean dual
0.7850139737129211 302.1
0.9155773755751158 degree. James B. Shearer, October 88.
0.9123093048731487 August 26, 88.
0.5188312927881876 80

==== page80-middle-5x.png ====
0.9346938208794929 They found eight counterecamples all of which were trees. February 91.
0.8506064607251075 ≤ chromatic number + chromatic
0.8257355576469785 If girth is ≥ 5 then
0.7066172361373901 294.
0.9065483920276165 averagedistance
0.9514517990442423 number of the complement.
0.9369588006626476 295. If girth is ≥ 5 then the number of positive eigenvalues of the distance
0.8119069139162699 matric <
0.8399972418944041 meangravity
0.8920849402745564 August 25, 88.
0.893531342347463 296. If G is a tree then the average distance ≤
0.9243581871191661 rangeofcoordinatesofmatching.
0.9090387271000788 Michael J. Dinneen, Los Alamos National Laboratory and University of Victoria
0.8734650313854218 Victoria, B.C (comp. 107.) August 91.
0.9056932921980468 297. If G is a tree then the second smallest eigenvalue of Laplacian <
0.9290271689814906 Odile Favaron, Maryvonne Maheo and Jean-Francois Sale. 2. 90.
0.8820897383349282 independence.
0.9298821244484339 298. IfG is a tree then the n - number of endpoints ≤ matching + the matching
0.9577763350804647 number of the complement. Odile Favaron, Maryvonne Maheo and Jean-Francois
0.9238090550615674 Sacle proved that bimatching -1 is enough, and that equality holds true iff G is K?
0.9051859860724591 or a path of an odd order. October 88. [FMS1].
0.9273006626788307 300. If G is a tree then the (mean distance) ( mean gravity) ≤ n-1.
0.9199024554970977 30l. If G is a tree then the scope of positive eigenvalues ≤ harmonic. James
0.7750327527523041 B Shearer
0.8266992785713889 October 88

==== page80-top-5x.png ====
0.9359695881605148 292. If girth is ≥ 5 then the minimum positive eigenvalue ≤
0.905286179139064 meangravity.
0.9150681816614591 293. If girth is ≥ 5 then the minimum of derivative of positive eigenvalues <
0.7923302769660949 size
0.9366917225030752 Tony L. Brewster, Michael J. Dinneen and Vance Faber, (comp 107)
0.8691925619329725 independence.
0.9452935440439574 They found eight counterecamples all of which were trees. February 91.
0.8779171032290305 < chromatic number + chromatic
0.8913580207597642 If girth is ≥ 5 then
0.7207553029060364 294.
0.9023532867431641 averagedistance
0.8711521877692296 number of the complement.
0.9146773342962389 295. If girth is ≥ 5 then the number of positive eigenvalues of the distance
0.7558885647190942 matrir <
0.8685002097716699 meangravity.
0.912693452835083 August 25, 88.
0.8757593631744385 296. If G is a tree then the average distance <
0.9157929559548695 rangeofcoordinatesofmatching.
0.9331661592691373 Michael J. Dinneen, Los Alamos National Laboratory and University of Victoria
0.9143039129282299 Victoria, B.C (comp. 107.) August 91.