JC PENNY FORUM, March <strong>1983</strong> . (Published by the JC Penny Co, Consumer Education Services, 1301 6thAve, NYC 10019) . Special issue on Networking .LIPNACK, Jessica and Jeffrey STAMPS . "Discovering networking ." Pp . 4-6 .(The authors) have recently completed a study of networks . From their observations, they have identifiedspecific characteristics & processes that seem to be a part of all networks . We asked themto summarize their findings for you .ADAMS, John . "Networking : a catalyst for change ." Pp . 8-9 .Networks of people are operating every day in all kinds of settings . People have contacts they cango to to get things done when the bureaucracy is moving too slowly . People use support networks tohelp them avoid problems or solve problems . Each of us has people we turn to for emotional support,advice, energizing, respect or intimacy . . . We will be more successful in implementing change ifwe begin by identifying the strong supporters of the idea & helping them to 'network' with each other .SALK, Jonas (Salk Inst, LaJolZa CA) . "From 'either/or' to 'and . "' Pp . 10-11 .We have grown up with competition but networks require cooperation . Our culture stresses the strengthof the individual, but to network we must believe in the importance of the group . . . Salk discusseshuman biological evolution to help us understand the social changes we are presently experiencing .SARASON, Seymour (Psych, Yale) . "Redefining self as a resource ." Pp . 12-13 .What is so heartening about a resource exchange network is how self-interest becomes transformed intoa personally & intellectually satisfying mutuality .FURJANIE, Sheila . "The networking game ." Pp . 15-17 .A board game whose object is to gather specific prices of 'information' (or cards) you are lookingfor & to share your 'information' with other players .KADUSHIN, Charles (Soc-CUNY Grad Ctr .) . "Networking : no panacea ." Pp . 18-19 .In general, informal networking works well mainly because it is a low-cost way of getting things doneefficiently . When the costs mount &/or the efficiency drops, formal arrangements, contracts & paymentsmay yet be the best way .PIERCE, Carol (New Dynamics Assocs ., N.H .) . "Behaviors that help." Pp . 20-21 .The behaviors that encourage collegial networking are not the same as those found in organizationalhierarchies .Eds ., "Networks that work ." Pp . 24-26 .We have chosen the following examples because they demonstrate the variety ofbreadth of reach & creativity of processes that networks may embody .goalsHARRIS, Philip ( Harris Int'Z, LaJolla, CA) . "Synergy ." Pp . 28-29 .Networks can bring together people from many organizations, many neighborhoods, &/or many nations .Each of these groups has its own culture--its own way of thinking, believing & doing . Dr . Harrisoffers some suggestions for bridging the differences so that diverse groups can work together .PARKER, Allen and Marianne HEDIN . (Ctr on Technology & Society, Cambridge, MA) . "Networks in education."Pp . 30-31 .
- 3 1 -JOURNAL OF GRAPH THEORY, 6(4) . Winter, 1982 .KARONSKI, M . "A Review of Random Graphs ."PISANSKI, T . "Nonori_entable Genus of Cartesian Products of Regular Graphs ."BOLLOBAS, B . and E .J . COCKAYNE . "More Rotation Numbers for Complete Bipartite Graphs ."GOULD, R .J . and M .S . JACOBSEN . "Bounds for the Ramsey Number of a Disconnected Graph Versus Any Graph ."STATMAN, R . "Topological Subgraphs of Cubic Graphs and a Theorem of Dirac ."SCHMEICHEL, E . and J . MITCHEM . "Bipartite Graphs with Cycles of All Even Lengths ."ALSPACH, B . "A 1-Factorization of the Line Graphs of Complete Graphs ."BIGGS, N .L. "A New 5-Arc-Transitive Cubic Graph ."DOYLE, J .K . and J .E . GRAVER . "Mean Distance for Shapes ."OWENS, P .J. "Cyclically 5-Edge-Connected Cubic Planar Graphs ."FINK, J .F . "Randomly Antitraceable Digraphs ."WIN, S . "A Sufficient Condition for a Graph to Contain Three Disjoint 1-Factors ."TVERBERG, H . "On the Decomposition of K n into Complete Bipartite Graphs ."THE PHILOSOPHICAL FORUM 14 (3-4), Spring-Summer, <strong>1983</strong> .CONTENTS :MACPHERSON, C .B . "Hobbes' Political Economy ."BOWLES, Samuel and Herbert GINTIS . "On the inadequacy of the Conception of the Capitalist Economy asPrivate ."HOLLIS, Martin . "Rational Preferences ."GREEN, Philip . "Prolegomena to a Democratic Theory of the Division of Labor ."ELLERMAN, David . "Marxian Exploitation Theory ."SENSAT, Julius . "Scraffa & Ricardo on Value & Distribution ."ROEMER, John . "Are Socialist Ethnics Consistent with Efficiency?"ACKERMANN, Robert . "Methodology & Economics ."Abstracts from SOCIAL NETWORKS 4(4) 1982 . ROMNEY, A . Kimball and Katherine FAUST (Calif-Irvine) "Predictingthe Structure of a Communications Network from Redalled Data ."In a series of papers on informant accuracy in social network data, Bernard, Killworth, and more recently,Sailer, have concluded that "what people say, despite their presumed good intentions, bears no usefulresemblance to their behavior" (Bernard, Killworth, and Sailer 1982 : 63) . In this paper we reanalyzeone of the data sets (the technical group) utilized by Bernard, Killworth and Sailer in arriving at theirconclusions . Unlike Bernard et al . we find that the observed behavior data corresponds closely to therecalled data . Using different methods of analysis we find that the verbal recall data can be used topredict structural aspects of the observed data . Two major findings emerge from our analysis : first,the more similarly two people judge the communication pattern of others, the more they interact with eachother, and, second, the more two people share accurate knowledge of others, the more they interact witheach other . Implications of our findings for the assertions of Bernard, Killworth and Sailer are discussed .MARIOLIS, Peter. "'Region' and 'Subgroup' : Organizing Concepts in Social Network Analysis ."This paper provides a conceptual framework within which one can discuss the identification and comparisonof subsets of actors and relations in social networks . Consider the adjacency matrix of a social network :Let a region be any subset of elements in the matrix and a subgroup be any subset of units (rows andcorresponding columns) . Then, a subgroup defines four regions : all possible relations among nonmembers .This paper uses the properties of regions formed by subgroups to : (1) construct consistent and generaldefinitions of degree and density in mathematical graphs ; (2) discuss the relationship between subgroupsproduced by relational analyses and those produced by positional analyses ; (3) show how to use regionand subfroup to analyze egocentric networks ; and (4) indicate directions for the further development ofan analytical framework based on region and subgroup .
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