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Englewood Cliffs, NJ: Prentice Hall Bandura, A (1986) Social foundations of thought and action Englewood Cliffs, NJ: Prentice Hall Baumeister, RF, Smart, L and Boden, JM (1996) Relation of threatened egotism to violence and aggression: the dark side of high self-esteem Psychological Bulletin, 103, 5 33 Beelmann, A (2001) Pr vention dissozialer Entwicklungen: Psychologische Grundlagen und a Evaluation fr her kind- und familienbezogener Interventionsma nahmen Habilitationssu chrift Universit t Erlangen-N rnberg: Philosophische Fakult t I a u a Beelmann, A, P ngsten, U and L sel, F (1994) Effects of training social competence in o children: A meta-analysis of recent evaluation studies Journal of Clinical Child Psychology, 23, 260 271 Bender, D and L sel, F (1997) Protective and risk effects of peer relations and social support o on antisocial behaviour in adolescents from multi-problem milieus Journal of Adolescence, 20, 661 678 Berman, ME.

Copyright Thomas J. Lucier 2005. To customize this document, download it to your hard drive from Thomas J. Lucier s web site at www.thomaslucier.com/optionforms.html. The document can then be opened, edited, and printed using Microsoft Word or another popular word processing application.

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Grid Networks: Enabling Grids with Advanced Communication Technology Gigi Karmous-Edwards 2006 John Wiley & Sons, Ltd

A saturated hydrocarbon has the maximum possible number of hydrogen atoms for the number of carbon atoms in a molecule and is denoted by the formula Cm H2m+2 The tree representation of butane, C4 H10 , is shown in Figure 34 In order to prove that a graphical representation of a molecule with the above formula will always be represented by a tree, we must conclude that it is connected and acyclic Since it is molecule, it is inherently connected Thus, we must show that it will be impossible for a cycle to occur This is equivalent to showing that there will always be exactly one less edge than the number of vertices So we proceed with the counting argument We know that there are m + 2m + 2 vertices total by adding the carbon and hydrogen atoms Thus, there are 3m + 2 vertices.

, Kavoussi, RJ and Coccaro, EF (1997) Neurotransmitter correlates of human aggression In DM Stoff, J Breiling and JD Maser (eds), Handbook of antisocial behavior (pp 305 313) New York: John Wiley & Sons Blackburn, R (1993) The psychology of criminal conduct: Theory, research, and practice Chichester: John Wiley & Sons Blumstein, A, Farrington, DP and Moitra, S (1985) Delinquency careers: Innocents, amateurs, and persisters In M Tonry and N Morris (eds), Crime and justice: An annual review of research (vol 6; pp 187 222) Chicago: University of Chicago Press Brain, PF and Susman, EJ (1997) Hormonal aspects of aggression and violence In DM Stoff, J Breiling and JD Maser (eds), Handbook of antisocial behavior (pp 314 323) New York: John Wiley & Sons Brennan, PA, Mednick, SA and Raine, A (1997).

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To count the edges we observe that each carbon atom is incident to exactly four edges and hence there are 4(m) edges associated with the carbon atoms Also, each hydrogen atom is incident to exactly one edge and thus we have 1(2m + 2) additional edges Since each edge is incident to exactly two vertices, each edge has now been counted exactly twice Thus, the number of edges total is (1/2)(4m + 2m + 2) = 3m + 1 Note that 3m + 1 is exactly one less than the number of vertices The mathematician Clifford was rst to demonstrate that a saturated hydrocarbon could not possess any cycles and in fact showed that a hydrocarbon with the general formula Cm H2m+2 2x must contain x cycles [7] In 1878, Sylvester founded the American Journal of Mathematics.