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BOOKS OF RtfiDIfGS - PAHO/WHO

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- 296 -<br />

REVEI.LE we believe to be the most uselul oí probleni stal;tmcnts for the pub:<br />

E:' AL. lic f.cility prohlem. It i¡ a statementc thal adtnis tic multiplicity oí<br />

locational objcctives and sccks those spatial pattirns that are superior<br />

under a number of ,hese objectives.<br />

'IThe purpose ol tiis article is to rcview thic location analysis literaturc<br />

of the last fecw ycars that deals with public eiergency lfacilities.<br />

Sorne of thisi literature represents studies directed toward specific<br />

problems ol emcrgcncy medical services (EMS) systeras. primarily<br />

location of ambulance dispatching points. Much of the lictrature.<br />

lhowvecr. reports contex-free mode dels developed o atidlrcss location<br />

probleiis imn general; these mnodels are not ticd to specilic applications.<br />

Nevertheless, cach oí IIhe context-free miodels we shall discuss has<br />

been applied in planning some forni of cmergency facilities. Wc<br />

sh;lil trace iie develoipmient of thc coilteI .frcc moidcis inod .discuss<br />

Iheir pieniaiil for furthier application iii emergency medical recovery<br />

systciis. T'Ihere is an ad:d-tionial body oí location literature thait trals<br />

locations on a plane, using ithe Euclidean metric; these works will not<br />

he rcvicwed liere becalisc we feel that thc aippro:cil lacks rcalism fro<br />

thie ypes of problems we wish o ; !dress.<br />

Location-Allocation Models for EMS Systems<br />

Ihe location-oriented literaturc Lth:t has ben developed in the<br />

specific context of planmling emergency sysiems may e dlivided into<br />

twu catcgories: thc first is coniLrtic n mainily with locationial and<br />

sr!aial rcnsidcralions and occasionally inclides notions of randonm<br />

.v,::? thiat are explored in an iecrative fa.slion throtugil simulation or<br />

IqueCeing. Severnii o thlese works draw on the context-free location<br />

literature. Thie secontd ci.tegory addresses thli event-service sequence,<br />

with eniphasis on the random components o tlhe events. Location<br />

anl. ', when it appears. is generally an ad Ihoc rather<br />

integral leature oí thlese investigations.<br />

ithan an<br />

Spatial Analysia Applied to EIMS<br />

Focusing on the average response timne. Vol¿ 3] applied a "steep.<br />

est descent" procedure to eici,iiine locatiuois of ambulances. The<br />

procedure, unlortunately, is subject to entrapinmet at local optinia.<br />

Alhhouglt best soliations are possible, there is no way shiort of enu.<br />

meration to verify whetiher a solution is inferior to the true optimum.<br />

The model's suitability for planning ptirposes is hindered by its requiremnents<br />

for data and computer time. Its complex structure makes<br />

it very dillfcult to introduce other considerations and additional objectives.<br />

The assumptiíon that emcrgenicy calls arrive as a Bernoulli<br />

procesU (i. , with stationary independelnt inrcreients) may be unrealistic<br />

in certain contexts. Volz added other assumptions thiat reduce<br />

thie mathematical coniplexihy but impair themoldel's useuilness. NeviL^.LTkH<br />

ertheles, thlis model was the fi st to trcal the interactiiou I>ctwcen<br />

SlRVICUS<br />

RESEARCH lo

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