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  jttp7//cf`nokka.`ke/IfmssnzCfmrn626  If tnkråf dn if ckref`mðh dni `fpmtfi 6  Rkr Nulnhn vkh Oóje-Ofwnra Nh if `mnh`mf n`khðem`f `mr`uifh trns tnkråfs f`nr`f dn if ckref`mðh dni `fpmtfi. ^hf dn niifs ftrmouyn ni krmlnh dni `fpmtfi fi fjkrrk, ktrf f if prkdu``mðh y uhf tnr`nrf f if `kh`urrnh`mf dn nstks dks cf`tkrns. If tnr`nrf ns prkofoinenhtn if eæs f`nptfdf y ns if `krrn`tf. If dmcm`uitfd sn nh`unhtrf nh fepimfr if ckreuif`mðh `krrn`tf eæs fiiæ dn ifs dmenhsmkhns qun usufienhtn fi`fhzf y dktfdf dn uh `khtnhmdk eæs `ifrk y eæs rnfi dn ik qun sunin snr ni `fsk. ?  Rfrf `kenhzfr vfeks f snrvmrhks dni ngnepik eæs snh`miik qun pkdfeks `kh`nomr n meflmhneks uhf n`khkeåf foskiutfenhtn mh`keuhm`fdf y prmvfdf dn `fpmtfi, filk fså `kek _komhskh @ruskn nh su msif skimtfrmf y smh rn`ursks dn hmhluhf `ifsn. Runstk qun `frn`n nh foskiutk dn `fpmtfi tmnhn qun lfhfr su sustnhtk dn if ckref eæs prmemtmvf, pkr ngnepik rn`klmnhdk crutfs sfivfgns. »Vuí tnhdråf nhtkh`ns qun jf`nr pfrf pkdnr nhtrfr f pksnnr su 6  QNi prnsnhtn tnxtk jf smdk nxtrfådk dn Nulnhn vkh Oóje-Ofwnra, Tnkråf pksmtmvf dni `fpmtfi , Ndm`mkhns  Fkstf, Efdrmd 6==:, Imor k MM, `fp. S.U ?  If `khtrkvnrsmf skorn ni pfpni qun gunlf ni fjkrrk nh if ckref`mðh dn `fpmtfi ns `fsm tfh fhtmluf `kek if N`khkeåf emsef y `kenhzð `kh if ckreuif`mðh dn if tnkråf dn iks fjkrrks pkr Fdfe Pemtj, fuhqun sn pundnh rfstrnfr `mnrtks fhtn`ndnhtns nh iks cmsmð`rftfs. Punin `mtfrsn f enhudk su `khk`mdf prkpksm`mðh «If pfrqundfd y hk if mhdustrmf ns if `fusf mhendmftf dni mh`rnenhtk dni `fpmtfi± (_mqunzf dn ifs Hf`mkhns, Imork MM, `fp. MMM). Fpkyfdf nh if futkrmdfd dn Pemtj if tnkråf sn efhtuvk pkr så emsef durfhtn ofstfhtn tmnepk y fuhqun iunlk pnrdmð pkpuifrmdfd tkdfvåf tmnhn nhkren fpkyk nhtrn n`khkemstfs dn rnimnvn. Nhtrn niiks Ptufrt Emii `kh su «Ni @fpmtfi ns ni rnsuitfdk dni Fjkrrk± (Rrmh`mpmks..., Imork 6, @fp. S, Pn`. 4). _ks`jnr `kh su «Ni `fpmtfi surln cuhdfenhtfienhtn dni Fjkrrk± (Lruhdiflnh, Pn`. 4>) y Crfh`ms \fianr qun dmgk «surln skifenhtn dni fjkrrk y sn efhtmnhn smneprn pkr if fostmhnh`mf y if futkrnhuh`mf±. Rnrk if tnkråf nh`khtrð prkhtk kpksm`mðh, if prmenrf vmnhn prkofoinenhtn dn Ifudnrdfin ( Mhqumry , 6:24, `fp. MS). Iunlk vmhmnrkh iks sk`mfimstfs, mh`iumdk _kdonrtus, qun nh su Dfs Afpmtfi  (pl. ?42 ] ?3<) nhtrn ktrfs fcmref`mkhns jmzk if smlumnhtn «Ni `fpmtfi dn ifs pnrskhfs ns `kek ni dn ifs hf`mkhns prkvmnhn y sn mh`rnenhtf pkr endmk dn su trfofgk y hk dn su fjkrrk±. Ifsfiin (Afpmtfi uhd Fronmt , pl. 34 ] sls.) ] Efrx (Dfs Afpmtfi , ?ª nd., Ski. 6, pl. 36= y sls.) jm`mnrkh ktrk tfhtk. Nh tmnepks eæs rn`mnhtns huenrksks ns`rmtkrns y ktrfs ns`unifs jfh nhlrksfdk if kpksm`mðh, `kh eæs k enhks jkstmimdfd. Sífsn Lmdn Rrmh`mpMns M , pl. 63< ] sls. Okstnik «Tjn Cuh`tmkh kc Pfvmhl± nh  Fhhfis kc Fenrm`fh F`fdney , vki. ZSMM, 6=26, pl. => y sls. Ni fhtflkhmsek ns enhks efr`fdk nh Ainmhwät`jnr (P`jóhonrl Jfhdou`j, ?ª nd., pl. ?60 y sls.) y nh _. Enynr Dfs \nsnh dns Nmhakeenhs, pl. ?60 y sls., Lruhdrmss dnr tjnkrntms`jnh Pkzmfióakhkemn, 6=2<, sn`. 0= ns eæs `kh`mimftkrmk. @kjh nh su Lruhdinluhl dnr Hftmkhfióakhkemn, 6::>, sn`. ?>< ns filk eæs vflk y hnouiksk nh su kpksm`mðh. Hk kostfhtn, if kpmhmðh qun fsmlhf fi fjkrrk uh pfpni dn`msmvk nh if ckref`mðh dn `fpmtfi sn efhtuvk y smneprn lkzð dn uhf lrfh fs`nhdnh`mf fuhqun sn rnsfitð `krrn`tfenhtn qun ni fjkrrk skik hk ns sucm`mnhtn. Tmnhn qun jfonr tfeomíh «trfofgk± y «vk`f`mðh dn prkdu`mr±. Tfi vnz ístf cunrf tfeomíh if kpmhmðh dn iks prmenrks fdm`tks f if tnkråf qun ik dngfrfh dn enh`mkhfr pkrqun nrf tfh nvmdnhtn qun `khsmdnrfrkh supnrciuk ni jf`nrik. Sífsn tfeomíh if korf dn O. _fu Skiaswmrts`jfctsinjrn, :ª nd., Ski. 6, Pn`. 600 fså `kek if dn _m``f Pfinrhk Puiif Tnkråf dni @fpmtfin, `fp. MS, pl. 66: dkhdn dm`n7 «Ni `fpmtfi dnon su krmlnh f if mhdustrmf y ni fjkrrk±. Snr tfeomíh @kssf Ninenhtm , :ª nd., pl. 0= ] eu`jks ktrks. Rfrf uhf vmsmðh lnhnrfi dn if `khtrkvnrsmf vífsn ni nx`ninhtn nstudmk y prnsnhtf`mðh dn Ppmntjkcc nh su Injrn vke Afpmtfin, pls. 0?-46. QNh nstn snhtmdk ifs dmftrmofs qun ifhzf Anyhns `khtrf ni fjkrrk nrfh prkofoinenhtn mhgustfs pfrf `kh sus prndn`nskrns qun huh`f prkcnsfrkh if tnkråf mhlnhuf skorn ni fjkrrk y if ckref`mðh dn `fpmtfi qun ins ftrmouyn (Hktf dni ndmtkr)U.

La teoría de la formación del capital - Böhm Bawerk

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Page 1: La teoría de la formación del capital - Böhm Bawerk

5/17/2018 La teor a de la formaci n del capital - B hm Bawerk - slidepdf.com

http://slidepdf.com/reader/full/la-teoria-de-la-formacion-del-capital-boehm-bawerk

 ewwq:((`bimkhhd#iho(Fbnyymz@bn{m212

Fb wmh{ïb gm fb `h{obinùc gmf ibqnwbf2 Qh{ M}lmcm phc Kðeo/Kb|m{d

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yhk{m mf beh{{h ~ fb `h{obinùc gm ibqnwbf r}m fmy bw{nk}~m %Chwb gmf mgnwh{._#

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5/17/2018 La teor a de la formaci n del capital - B hm Bawerk - slidepdf.com

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 ewwq:((`bimkhhd#iho(Fbnyymz@bn{m212

q{nom{ ibqnwbf& qh{ mjmoqfh }c b{ih ~ bfl}cby `fmieby8 C}myw{h q{nom{ qbyh ym{â w{bwb{ gmpm{n`nib{ fb q{nom{b gm fby wmh{ïby r}m yhk{m mywm qb{wni}fb{ in{i}fb#

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Fby `}m{zby q{hg}iwnpby h{nlncb{nby b gnyqhyninùc gm [hkncyhc I{}yhm& gmjbcgh b }c fbgh fh r}m

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mpngmcwm r}m mcwhcimy I{}yhm wnmcm bcwm yï fb qhynknfngbg gm mfmln{ mcw{m ghy fïcmby gmihcg}iwb# ]cb gm fby bfwm{cbwnpby my }wnfnzb{ fb hqh{w}cngbg r}m ym fm h`{mim beh{b& gm ihcyml}n{ }cb bfnomcwbinùc ihoqfmwbomcwm bgmi}bgb& ~ ihcy}on{ fb ihymieb gm `{}wby r}m ibkm{mihfmiwb{ mc y} jh{cbgb ihoqfmwb gm gnmz eh{by gm w{bkbjh bf gïb# Mc mywm ibyh my ifb{h r}m chwmcg{â cn wnmoqh cn `}m{zby qb{b `bk{nib{ mf b{ih ~ fby `fmieby#

Fb hw{b bfwm{cbwnpb my fnonwb{ym b i}k{n{ mf oïcnoh gm y}kynywmcinb r}m q}mgm ihcyml}n{ymgmgnibcgh c}mpm eh{by b fb {mihfmiinùc gm fby `{}wby# Mc mywm ibyh& qm{h yùfh mc mywm ibyh&wnmcm }cb eh{b oây gnyqhcnkfm qb{b gmgnib{fb b q{hg}in{ }c mr}nqh gm ibzb r}m qhg{â }wnfnzb{ mcmf `}w}{h# Mc wî{onchy lmcm{bfmy& bcwmy gm r}m q}mgb ebkm{ bfl}cb ifbym gm `h{obinùc gmibqnwbf& fby `}m{zby q{hg}iwnpby cmimyb{nby qb{b ffmpb{fb b ibkh wnmcmc r}m ym{ beh{{bgby& bihywb gmf knmcmywb{ q{mymcwm#

Eb~ }c m{{h{ r}m my o}~ `âinf gm ihomwm{ mc mywm q}cwh ~ myqm{h& qh{ bcwninqbgh& noqmgn{fh#Gmkm{ïb ym{ muq{mybomcwm ymòbfbgh r}m mf ¤b ihywb gmf knmcmywb{ q{mymcwm´ ch noqfnibcmimyb{nbomcwm }cb q{npbinùc muw{mob# Mc mf mjmoqfh bcwm{nh{& yn mf w{bkbjh gm I{}yhm `}m{bbflh oây q{hg}iwnph y}y ghy bfwm{cbwnpby qhgïbc ym{ gn`m{mcwmy# Mc f}lb{ gm wmcm{ r}m mfmln{ mcw{m ¤}c oïcnoh gm y}kynywmcinb {byqbgh´ ~ }c ¤y}oncnyw{h bgmi}bgh´& fb ihyb qhgïb mywb{ mcw{m }c ¤y}oncnyw{h bgmi}bgh´ ~ ¤}cb ihongb bk}cgbcwm´# Ch my }c wmob gm fb oblcnw}gbkyhf}wb gmf oïcnoh gm knmcmywb{ munlngh mc ibgb ohomcwh ynch gm y} oblcnw}g ihc {myqmiwh bfb ¤{mcwb´# ]wnfnzh mywm wî{onch qh{r}m om qb{mim mf oây k{mpm ~ mf oây muwmcgngh qb{bmuq{myb{ fh r}m r}nm{h gmin{& b qmyb{ gm r}m fb inmcinb mihcùonib gmyb`h{w}cbgbomcwm ch eb

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 ewwq:((`bimkhhd#iho(Fbnyymz@bn{m212

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 ewwq:((`bimkhhd#iho(Fbnyymz@bn{m212

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gm ibqnwbf {mr}m{n{â fb {mc}cinb b }cb qb{wm gm fb ybwny`biinùc r}m q{hqh{inhcb mf ihcy}oh gm knmcmy r}m

ym{ïb qhynkfm yn ch ym ncwmcwb{b ebim{ cbgb oây r}m obcwmcm{ mf ywbw}y r}h# Fb onyob ngmb ym q}mgm

muq{myb{ gninmcgh r}m mf ibqnwbf b}omcwb i}bcgh }cb qb{wm gm fb ¤{mcwb´ r}m qhgïb ym{ ihcy}ongb ync

qm{j}gnib{ fb munywmcinb gm ibqnwbf& my beh{{bgb# My oây& mc b}ymcinb gm bpbcimy wîicnihy ~ gmyq}îy gm

r}m w{bcyi}{{bc fhy bòhy cmimyb{nhy qb{b r}m mf ibqnwbf `bk{nibgh qh{ fhy oîwhghy bcwnl}hy ymb

ihoqfmwbomcwm }wnfnzbgh& fb {mfbinùc c}oî{nib q{mpnb ym{â {mywbkfmingb# Mywb {mfbinùc& ihcyngm{bcgh r}m

mf ywbw}y r}h gmf ibqnwbf ym obcwnmcm& noqfnib r}m mf ihcy}oh ynl}m bkyh{knmcgh ibgb bòh fb onyob

ibcwngbg gm fby c}mpby `}m{zby q{hg}iwnpby gnyqhcnkfmy#

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 ewwq:((`bimkhhd#iho(Fbnyymz@bn{m212

mjm{ingb qh{ fhy q{minhy gm fhy q{hg}iwhy# Bffï ghcgm fb gmobcgb i{minmcwm q{homwm q{minhy{mcwbkfmy b}omcwb y} q{hg}iinùc ~ bffï ghcgm }cb gmobcgb gmi{minmcwm ~ qh{ gmkbjh gm fbh`m{wb ch h`{mim q{minhy {mcwbkfmy& mf moq{myb{nh {mg}in{â fb q{hg}iinùc gm myb ifbym gm knmcmy#

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yhfbomcwm <&= onffhcmy gm bòhy/ehok{m gm w{bkbjh gm fhy gnyqhcnkfmy ibgb bòh ym gmkmcihcpm{wn{ mc knmcmy gm ihcy}oh& ~b ymb omgnbcwm fb obg}{binùc gm fhy knmcmy ncif}nghy mcc}myw{h q{nom{ bcnffh ~b ymb qh{ omgnh gm fb q{hg}iinùc ih{{nmcwm># Fhy {mywbcwmy ;&= onffhcmyq}mgmc ym{ }wnfnzbghy qb{b nci{momcwb{ mf ibqnwbf ~ byï my ihoh ym{âc moqfmbghy& qh{r}m }cbcbinùc bpbczbgb ch bwmyh{b y}y beh{{hy ynch r}m fhy ncpnm{wm& ~b ymb ihoq{bcgh pbfh{my&gmqhynwâcghfhy b ncwm{îy& q{mywâcghfhy& mwi# Gm mywb obcm{b& ym bòbgmc bf i{îgnwh q{hg}iwnph ~ym ihcpnm{wm mc fb ib}yb gmf b}omcwh mc fb gmobcgb gm knmcmy gm q{hg}iinùc# ^ my mybgmobcgb fb r}m& mc úfwnoh wî{onch& ffmpb b fhy gn{nlmcwmy gm fby moq{myby b ncpm{wn{ fby `}m{zbymihcùoniby gnyqhcnkfmy mc fhy q{hg}iwhy ncwm{omgnhy gmymbghy#

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bgbqwbinùc r}m qhymmc o}ieby `h{oby gm fhy knmcmy gm ibqnwbf# Pîbym ql# ;1># 

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 ewwq:((`bimkhhd#iho(Fbnyymz@bn{m212

gm ihcy}oh# Ihoh {my}fwbgh& cncl}cb `}m{zb q{hg}iwnpb mywâ gnyqhcnkfm qb{b b}omcwb{ mfibqnwbf# Qm{h yn fby qm{yhcby beh{{bc& mcwhcimy mf iboknh mc fb gmobcgb ohgn`nib mf q{minh ~mywh `}m{zb b fhy moq{myb{nhy b ohgn`nib{ fb gnyqhyninùc gm fby `}m{zby q{hg}iwnpby# Mc mywm

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91 bòhy/ehok{m gm w{bkbjh b ;5 bòhy# 

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 ewwq:((`bimkhhd#iho(Fbnyymz@bn{m212

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 ewwq:((`bimkhhd#iho(Fbnyymz@bn{m212

R}nzây qb{b b~}gb{ b {myhfpm{ mywb gn`m{mcinb chy q}mgb ym{pn{ mf hkym{pb{ r}m mf ihcimqwh gmbeh{{h mc ohgh bfl}ch noqfnib cmimyb{nbomcwm }c ybi{n`ninh h }c ihoqh{wbonmcwh oh{bfomcwm

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knmcmy gm ihcy}oh wboknîc# 20

Pîbym bcwmy& ql# ;11# 2<

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Gby Dbqnnbf& hk# inw#& ql# ;7;# 2>

Dfmnc|çiewm{ Ebcgk}ie& hk# inw#& ;+ mgninùc& ql# ;2=# 

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 ewwq:((`bimkhhd#iho(Fbnyymz@bn{m212

I{mh r}m mywb hkjminùc ym q}mgm {m`}wb{ ihc `binfngbg# Ynoqfmomcwm ch my pm{gbg r}m mywbqm{yhcb my ¤ynoqfmomcwm w{bkbjbgh{b´# My b fb pmz w{bkbjbgh{b ~ beh{{bgh{b# Yn yhfbomcwm`}m{b w{bkbjbgh{b fh eb{ïb obòbcb ~ wb{gm ~ ym fh lbywb{ïb whgh# Yn ch fh ebim my qh{r}m my

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 ewwq:((`bimkhhd#iho(Fbnyymz@bn{m212

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