Rango de edad mayores de 50 años

7arly ess i!portng -SM "aa shoe" "issi!ilarites in he n'!5er o geo!eries in he o "aa5ases. 7arly ess i!portng -SM "aa shoe" "issi!ilarites in he n'!5er o geo!eries in he o "aa5ases. #s e8plain

#s e8plaine" in paragraphe" in paragraph C.2.2C.2.2, an -SM ML fle or!a is a lis o insances o hree "aa pri!ites, an -SM ML fle or!a is a lis o insances o hree "aa pri!ites $No"es, &ays an" elatons% associae" ih Tags. The soare 'se" or he i!por is os!2pgs<l or $No"es, &ays an" elatons% associae" ih Tags. The soare 'se" or he i!por is os!2pgs<l or

CF CF

NoSQL spatal NoSQL spatal

+osGIS an" he -SMI!por class ha is incl'"e" in Neo;6Spatal. Inital res'ls o he i!por ess shoe" +osGIS an" he -SMI!por class ha is incl'"e" in Neo;6Spatal. Inital res'ls o he i!por ess shoe" "i4erences in he n'!5er o generae" geo!eries in he o "aa5ases hile 'sing he sa!e $-SM% inp' "i4erences in he n'!5er o generae" geo!eries in he o "aa5ases hile 'sing he sa!e $-SM% inp' fle. The "i4erences or he

fle. The "i4erences or he Me"e!5li( "aase, gro'pe" 5y geo!ery, are gien inMe"e!5li( "aase, gro'pe" 5y geo!ery, are gien in Ta5le 1ETa5le 1E.. Table 1A: Enital resuls i!portng B$ /le

Table 1A: Enital resuls i!portng B$ /le

,,nnppuut t >>lle e 66SS22// DDaattaaaassee +

+eeoommeettrryy ;;oouunntt ++eeoommeettrryy PPoosstt++,,SS ""eeoo))** N

Noo""eess 11EEHHDD00 +o+oiinnss 11DDHH 11DDHH &

&aayyss 22DD1100 LLiinneess 11000000 221100EE



eellaattoonnss 00 ++oollyyggoonnss 11HHCC00 CCEE

)sing he sa!e inp' fle, he Neo; i!por ool creaes !ore lines in he "aa5ase, hile he +osGIS )sing he sa!e inp' fle, he Neo; i!por ool creaes !ore lines in he "aa5ase, hile he +osGIS i!por ools generae !ore polygons. The "i4erences are is'ali9e" or he Me"e!5li( "aase 'sing i!por ools generae !ore polygons. The "i4erences are is'ali9e" or he Me"e!5li( "aase 'sing GeoSerer, high6resol'ton ill'sratons are incl'"e" in #ppen"i8 KI.

GeoSerer, high6resol'ton ill'sratons are incl'"e" in #ppen"i8 KI.

#s seen in he ill'sraton a5oe, !os &ays are inerpree" 5y +osGIS as a polygon hile Neo; assigns #s seen in he ill'sraton a5oe, !os &ays are inerpree" 5y +osGIS as a polygon hile Neo; assigns he! as a line. The "i4erences are a res'l o ho he "aa pri!ites are !o"ele" an" caegori9e" 5y he he! as a line. The "i4erences are a res'l o ho he "aa pri!ites are !o"ele" an" caegori9e" 5y he i!por ools. To pheno!ena can

i!por ools. To pheno!ena can 5e i"entfe"5e i"entfe" 1.

1. The e8The e8racerace" -SM fles con" -SM fles conains !ains !issinissing No"es ang No"es an" &ays. Th" &ays. These erese errors are !arors are !anage" in "nage" in "i4erei4erenn ays 5y he i!por ools an"

ays 5y he i!por ools an" 2.

2. The The o i!poo i!por oor ools 'se ls 'se heir heir 'ni<'e 'ni<'e inerinerpreatpreaton o hon o he -SM "e -SM "aa !o"aa !o"el.el. Phenomenon .

Phenomenon . The

The frsfrs  pro5lpro5le! has e! has o "o o "o ih inconsih inconsisenisencies in cies in he "onloahe "onloa"e" or "e" or genegenerae" ML rae" ML flfle. The e. The co!plco!pleeee "aase conains he entre plane $plane.os!% hich is a h'ge fle. Na'rally, a s'5se o a s!aller area is "aase conains he entre plane $plane.os!% hich is a h'ge fle. Na'rally, a s'5se o a s!aller area is "onloa"e" or e8race", in his case a s'5se o he Neherlan"s. By "ea'l, peror!ing a 5o'n"ing 5o8 "onloa"e" or e8race", in his case a s'5se o he Neherlan"s. By "ea'l, peror!ing a 5o'n"ing 5o8 e8racton ih -s!osis preseres reerences in ays or relatons insi"e he 5o'n"ing 5o8 o no"es or e8racton ih -s!osis preseres reerences in ays or relatons insi"e he 5o'n"ing 5o8 o no"es or !e!5ers ha lie o'si"e he 5o'n"ing 5o8. 7ntte

!e!5ers ha lie o'si"e he 5o'n"ing 5o8. 7nttes are reerring o oher enttes ha "o no e8is in hes are reerring o oher enttes ha "o no e8is in he fle. This is ;'s ho he soare or(s i fnishes processing No"es 5eore i or(s on he &ays an" fle. This is ;'s ho he soare or(s i fnishes processing No"es 5eore i or(s on he &ays an" elatons. $co!!ens.g!ane.org 2011%

elatons. $co!!ens.g!ane.org 2011%

There are seeral optons aaila5le o f8 his iss'e. The si!ples sol'ton $i% is o "rop he consrain There are seeral optons aaila5le o f8 his iss'e. The si!ples sol'ton $i% is o "rop he consrain ro! he "aa5ase aer i!portng. This is !ore o a hac( han a sol'ton an" !igh lea" o oher iss'es. ro! he "aa5ase aer i!portng. This is !ore o a hac( han a sol'ton an" !igh lea" o oher iss'es. #noh

#noher possi5ier possi5iliy $ii% is o a"" heliy $ii% is o a"" he c,i$Dnco$,etentities=tr)ec,i$Dnco$,etentities=tr)e opton o he 5o'n"ing 5o8 as(. This ill opton o he 5o'n"ing 5o8 as(. This ill !o"iy he enttes reerring o non6e8isen enttes o ens're reerental inegriy. &ays ill 5e !o"ife" !o"iy he enttes reerring o non6e8isen enttes o ens're reerental inegriy. &ays ill 5e !o"ife"

0 0

Figure 1<: Enital i!por B$ daa Figure 1<: Enital i!por B$ daa

Neo; Neo; +osGIS +osGIS -erlap -erlap Neo; Neo; +osGIS +osGIS -erlap -erlap M

o incl'"e only No"es insi"e he area an" elatons are !o"ife" o only incl'"e ali" !e!5ers. -5io'sly o incl'"e only No"es insi"e he area an" elatons are !o"ife" o only incl'"e ali" !e!5ers. -5io'sly hey ill no longer 5e i"entcal o he original ays ro! he inp' plane.os! fle. To presere he original hey ill no longer 5e i"entcal o he original ays ro! he inp' plane.os! fle. To presere he original geo!e

geo!eries ro! he inp' ries ro! he inp' ffle $iii%, hele $iii%, he co$,eteBa2s=tr)eco$,eteBa2s=tr)e  an"  an" co$,eteAe,ations=tr)eco$,eteAe,ations=tr)e optons co'l" 5e 'se" optons co'l" 5e 'se" insea". This ill incl'"e all !issing no"es o'si"e he 5o'n"ing 5o8, 5' ill slo "on i!portng insea". This ill incl'"e all !issing no"es o'si"e he 5o'n"ing 5o8, 5' ill slo "on i!portng enor!o'sly. The secon" opton $ii% is chosen $reerre" o as f8 1% f8ing he frs i"entfe" pheno!enon enor!o'sly. The secon" opton $ii% is chosen $reerre" o as f8 1% f8ing he frs i"entfe" pheno!enon hen -SM fles hae !issing no"es an" ays.

hen -SM fles hae !issing no"es an" ays. Phenomenon 0

Phenomenon 0

The secon" pro5le! is ha he -SM "aa !o"el co'l" 5e inerpree" in "i4eren ays. +aragraph

The secon" pro5le! is ha he -SM "aa !o"el co'l" 5e inerpree" in "i4eren ays. +aragraph C.2.2C.2.2 J J page

page 1H 1H J gies an e8planaton o he -SM "aa pri!ites an" heir associatons. @or e8a!ple, &ays !ay J gies an e8planaton o he -SM "aa pri!ites an" heir associatons. @or e8a!ple, &ays !ay 5e 3open3 here hey "o no share a frs an" las No"e, or 3close"3 here hey "o. In so!e cases a close" 5e 3open3 here hey "o no share a frs an" las No"e, or 3close"3 here hey "o. In so!e cases a close" &ay ill 5e inerpre

&ay ill 5e inerpree" as a e" as a 3close3close" line3 an" in " line3 an" in oher insoher insances as an area an" in ances as an area an" in so!e caseso!e cases as s as 5oh a5oh a close" lin

close" line an" an e an" an area. I is necessararea. I is necessary o y o ineinerpre an" reierpre an" reie he Tags associae he Tags associae" ih he &ay " ih he &ay an" inan" in so!e cases he Tags associae" ih any elatons associae" ih he &ay. Besi"es his, areas can also 5e so!e cases he Tags associae" ih any elatons associae" ih he &ay. Besi"es his, areas can also 5e "escri5e" 'sing a elaton.

"escri5e" 'sing a elaton.

-s!2pgs<l "istng'ishes 5eeen ays 'sing a confg'raton fle calle" he 3"ea'l.syle3. This fle can -s!2pgs<l "istng'ishes 5eeen ays 'sing a confg'raton fle calle" he 3"ea'l.syle3. This fle can 5e o'n" in #ppen"i8 KIII. The las col'!n o he i!por syle fle conrols heher a &ay is a line6sring or 5e o'n" in #ppen"i8 KIII. The las col'!n o he i!por syle fle conrols heher a &ay is a line6sring or an area. I any

an area. I any o he Tags on o he Tags on an o5;ec are !ar(ean o5;ec are !ar(e" as " as 3polyg3polygon3, he &ay is consi"ereon3, he &ay is consi"ere" as " as a can"i"aa can"i"ae ore or polygon ren"ering. I i is close", i is reae" as an area i i is open, i is reae" as a line6

polygon ren"ering. I i is close", i is reae" as an area i i is open, i is reae" as a line6sring. -n op osring. -n op o ha, he area ag conrols his 5eha

ha, he area ag conrols his 5ehaior "ireclyior "irecly area=2esarea=2es  alays pro"'ces an area. In so!e cases he  alays pro"'ces an area. In so!e cases he "ecision is "iRc'l or e8a!ple, he highay Tag has 5oh areas $pe"esrian areas% an" close" linear "ecision is "iRc'l or e8a!ple, he highay Tag has 5oh areas $pe"esrian areas% an" close" linear ea'r

ea'res $ro'n"a5es $ro'n"a5o's%o's%. The . The practcpractce on e on he !ain !ap is he !ain !ap is o se o se he i!por syle o linear an" 'sehe i!por syle o linear an" 'se area=2esarea=2es ih area o5;ecs. elatons are no conrolle" ih a confg'raton fle 5' are har"6co"e" in he soare. ih area o5;ecs. elatons are no conrolle" ih a confg'raton fle 5' are har"6co"e" in he soare. -SMI!porer has a si!pler approach. #ll &ays are consi"ere" as a line6sring e8cep or he ones ha are -SMI!porer has a si!pler approach. #ll &ays are consi"ere" as a line6sring e8cep or he ones ha are close" an" no agge" ih

close" an" no agge" ih ig:a2=ig:a2=. This clarifes he geo!ery "i4erences 5' no all o he! an error. This clarifes he geo!ery "i4erences 5' no all o he! an error as o'n" in he -SMI!porer class or he close" line logic.

as o'n" in he -SMI!porer class or he close" line logic.

Beca'se o he os!2pgs<l a"anages, i as "eci"e" o a";'s he -SMI!porer class o rese!5le he Beca'se o he os!2pgs<l a"anages, i as "eci"e" o a";'s he -SMI!porer class o rese!5le he os!2pgs<l ool. @irs, he 5'g in he i!porer class nee"s o 5e f8e". #s seen in

os!2pgs<l ool. @irs, he 5'g in he i!porer class nee"s o 5e f8e". #s seen in Snippe D,Snippe D, he co"e 'ses an he co"e 'ses an e<'aliy operaor

e<'aliy operaor$revode == ;irstode$revode == ;irstode o chec( heher he sar no"e an" en" no"e are e<'al. &hen he o chec( heher he sar no"e an" en" no"e are e<'al. &hen he o5;ecs

o5;ecs$revode$revode an" an" ;irstode;irstode hae he sa!e al'e, his co!parison o'l" ail 5eca'se he 33 operaor is hae he sa!e al'e, his co!parison o'l" ail 5eca'se he 33 operaor is e8pec

e8pece" o chec( i he e" o chec( i he ac'al o5;ac'al o5;ec insanec insances are he sa!e or no. # ces are he sa!e or no. # 5e:er opto5e:er opton o'l" 5e o n o'l" 5e o chec(chec( heher he no"es hae he sa!e al'e. The =aa !eho" e<'als$% is presen in he

heher he no"es hae he sa!e al'e. The =aa !eho" e<'als$% is presen in he Cava.,ang.OCectCava.,ang.OCect class class an" is e8pece" o chec( or he e<'ialence o he sae o o5;ecs 5y al'e co!parison. ence, he an" is e8pece" o chec( or he e<'ialence o he sae o o5;ecs 5y al'e co!parison. ence, he co!parison 5eeen

co!parison 5eeen ;irstode;irstode an" an" $revode$revode o'l" pass i hey hae he sa!e al'e. The enhance" co"e is o'l" pass i hey hae he sa!e al'e. The enhance" co"e is "isplaye" in

"isplaye" in Snippe H Snippe H..

The -SMi!porer class nee"s so!e !o"ifcaton

The -SMi!porer class nee"s so!e !o"ifcatons o inerpre he -SM "aa !o"el in e8acly he sa!es o inerpre he -SM "aa !o"el in e8acly he sa!e ay as -s!2pgs<l. To achiee his, e8ra co"e is a""e" o he -MSI!porer class o 'se he confg'raton ay as -s!2pgs<l. To achiee his, e8ra co"e is a""e" o he -MSI!porer class o 'se he confg'raton fle

fle 3"ea'3"ea'l.sl.syle3 ro! os!2pgyle3 ro! os!2pgs<l. # s<l. # ne satc class is creaene satc class is creae" or " or his resehis research calle" Sylearch calle" Syleea"erea"er he he so'rce co"e is incl'"e" in #ppen"i8 I. This class rea"s he confg'rat

so'rce co"e is incl'"e" in #ppen"i8 I. This class rea"s he confg'raton fle an" creaes hree arrayliss aon fle an" creaes hree arrayliss a lis o Tags ha "efne he poins, a lis ih Tags ha

lis o Tags ha "efne he poins, a lis ih Tags ha "efne line"efne lines>pos>polygons an" a lis ih Tags ha lygons an" a lis ih Tags ha areare can"i"aes or polygons. *'ring he i!por, he ags o eery no"e or ay are e8a!ine" agains hese liss. can"i"aes or polygons. *'ring he i!por, he ags o eery no"e or ay are e8a!ine" agains hese liss. I a

I a ag appeag appears in ars in he arrhe arraylaylisis, , he no"e or he no"e or ay is ay is proprocescessese".". Snippe ESnippe E shos he pars o he co"e shos he pars o he co"e

1 1 ode ;irstode = getOSModendre;7 cangesetode@ ode ;irstode = getOSModendre;7 cangesetode@ ode $revode = getOSModendre;7 cangesetode@ ode $revode = getOSModendre;7 cangesetode@ i;

i; $revode.eL)a,s;irstode  :a2odes.siPe >= ! Q $revode.eL)a,s;irstode  :a2odes.siPe >= ! Q geoetr2

geoetr2 == TR33OROTR33ORO@@ 



$nippe ?: 8losed line logic 'proper* $nippe ?: 8losed line logic 'proper*

ode ;irstode =

ode ;irstode = getOSModendre;7 cangesetode@getOSModendre;7 cangesetode@ ode $revode = getOSModendre;7 cangesetode@ ode $revode = getOSModendre;7 cangesetode@ i;

i; ;irstode H= ;irstode H= n),,n),,  $revode == ;irstode Q  $revode == ;irstode Q geoetr2

geoetr2 == TR33OROTR33ORO@@ 



$nippe >: 8losed line logic 'i!proper* $nippe >: 8losed line logic 'i!proper*

NoSQL spatal NoSQL spatal

$reerre" o as f8 2% ha "istng'ish 5eeen No"es an" &ays 'sing he confg'raton fle. $reerre" o as f8 2% ha "istng'ish 5eeen No"es an" &ays 'sing he confg'raton fle.

Th

The e !o!o"i"ifefe" " paparrs s o o hhe e -S-SMIMI!p!pororeer r clclasass s cacan n 5e 5e oo'n'n" " in in #p#ppepen"n"i8 i8 . . ThThe e ''ll ll claclass ss $s$seeee org.neo!C.gis.s$atia,.os.OSMD$orter

org.neo!C.gis.s$atia,.os.OSMD$orter% is aaila5le online a% is aaila5le online a h:p>>gih'5.co!>5ar5aas>gi!a6neo;essh:p>>gih'5.co!>5ar5aas>gi!a6neo;ess..

#er correctng he iss'es "escri5e" a5oe, he n'!5er o generae" geo!eries in he o "aa5ases #er correctng he iss'es "escri5e" a5oe, he n'!5er o generae" geo!eries in he o "aa5ases hile 'sing he sa!e $-SM% inp' fle is e8acly he sa!e.

hile 'sing he sa!e $-SM% inp' fle is e8acly he sa!e. Ta5le 1Ta5le 1 shos he res'ls o he Me"e!5li( shos he res'ls o he Me"e!5li( "aase ih he inital i!por, he correctng f8es an" he fnal n'!5er o geo!eries. igh6resol'ton "aase ih he inital i!por, he correctng f8es an" he fnal n'!5er o geo!eries. igh6resol'ton ill'sratons are incl'"e" in #ppen"i8 KII.

ill'sratons are incl'"e" in #ppen"i8 KII. Table 1C: Final resuls i!portng B$ /le

Table 1C: Final resuls i!portng B$ /le 'ede!bli(*'ede!bli(* ,ni%al

,ni%al ??ii  .. ??ii  00 ?inal > . @ 0/?inal > . @ 0/ +ri!ite

+ri!ite +o+ossGIGISS NeNeoo;; PPoosstt++,,SS ""eeoo))** PPoosstt++,,SS ""eeoo))** PoPostst+,+,SS "e"eo)o)** +oins +oins 11DDHH 11DDHH 11DDHH 11DDHH 11DDHH 11DDHH 11DDHH 11DDHH Lines Lines 11000000 221100EE DD 221100CC 11000000 DDEE DD DD +olygons +olygons 11HHCC00 CCEE 11HH11EE CCHHFF 11HHCC00 11HH2222 11HH11EE 11HH11EE

#lso in #ppen"i8 KII he res'ls o all "aases an" he correce" n'!5ers are shon. The -SM "aa is no #lso in #ppen"i8 KII he res'ls o all "aases an" he correce" n'!5ers are shon. The -SM "aa is no rea"y or he ess.

rea"y or he ess.

4!,