men\u0161ina, ktor\u00e1 ma ve\u013ek\u00fd vplyv. (Koch, 2008, s.17)<\/li>\n<\/ul>\nV\u00fdsledky, v\u00fdstupy \u010di odmeny oby\u010dajne vych\u00e1dzaj\u00fa iba z malej \u010dasti pr\u00ed\u010din, vstupov \u010di \u00fasilia, ktor\u00e9 s\u00fa na vytvorenie tak\u00fdch v\u00fdsledkov, v\u00fdstupov \u010di odmien zameran\u00e9. Vz\u0165ah medzi pr\u00ed\u010dinami, vstupmi a \u00fasil\u00edm na jednej strane a v\u00fdsledky, v\u00fdstupy \u010di odmenami na druhej strane je v nerovnov\u00e1he. Ke\u010f sa t\u00e1to nerovnov\u00e1ha vyjadr\u00ed aritmeticky, je vhodn\u00fdm meradlom pre vyjadrenie tejto nerovnov\u00e1hy pomer 80:20 \u2013 80 percent v\u00fdsledkov, v\u00fdstupov \u010di odmien vznik\u00e1 z iba 20 percent pr\u00ed\u010din, vstupov \u010di \u00fasilia. (Koch, 2008, s. 31)
\nToto pravidlo sa zvy\u010dajne pou\u017e\u00edva preto, aby sa zmenil pomer pr\u00ed\u010din a v\u00fdsledkov lep\u0161ie vyu\u017eil. M\u00f4\u017ee by\u0165 pou\u017eit\u00e9 v takmer ka\u017edej oblasti \u010dinnosti k vylep\u0161eniu celkovej strat\u00e9gie a finan\u010dn\u00fdch v\u00fdsledkov. (Koch, 2008, s. 112)<\/p>\n
Paretova anal\u00fdza<\/h2>\n
Paretova anal\u00fdz<\/strong>a je form\u00e1lna met\u00f3da u\u017eito\u010dn\u00e1 tam, kde je mnoho mo\u017en\u00fdch opatren\u00ed, ktor\u00e9 si vy\u017eaduj\u00fa pozornos\u0165. Ide o rie\u0161enie probl\u00e9mov, pri ktor\u00fdch sa odhaduje \u00fa\u017eitok ka\u017ed\u00e9ho z nich. Potom sa vyberie nieko\u013eko naj\u00fa\u010dinnej\u0161\u00edch opatren\u00ed, ktor\u00e9 poskytuj\u00fa celkov\u00fd pr\u00ednos pomerne bl\u00edzko k maxim\u00e1lnej hodnote.
\nParetova anal\u00fdza je kreat\u00edvny sp\u00f4sob, ako sa pozera\u0165 na pr\u00ed\u010diny probl\u00e9mov. Av\u0161ak, m\u00f4\u017ee by\u0165 obmedzen\u00e1 pr\u00edpadn\u00fdm vyl\u00fa\u010den\u00edm d\u00f4le\u017eit\u00fdch probl\u00e9mov, ktor\u00e9 m\u00f4\u017eu by\u0165 spo\u010diatku mal\u00e9, ale m\u00f4\u017eu narasta\u0165 s \u010dasom. A tak je potrebn\u00e9 ju kombinova\u0165 s \u010fal\u0161\u00edmi analytick\u00fdmi n\u00e1strojmi, ako je napr\u00edklad FMEA a anal\u00fdza stromu poruchov\u00fdch stavov.
\nT\u00e1to technika pom\u00e1ha identifikova\u0165 horn\u00fa \u010das\u0165 pr\u00ed\u010din, ktor\u00e9 treba rie\u0161i\u0165, aby sa vyrie\u0161ila v\u00e4\u010d\u0161ina probl\u00e9mov. Akon\u00e1hle s\u00fa prevl\u00e1daj\u00face pr\u00ed\u010diny identifikovan\u00e9, potom m\u00f4\u017eu by\u0165 rozpoznan\u00e9 hlavn\u00e9 pr\u00ed\u010diny probl\u00e9mov. M\u00f4\u017eeme sa odvol\u00e1va\u0165 na Pareta a jeho pravidlo 80\/20 za predpokladu, \u017ee 20 % zisten\u00fdch pr\u00ed\u010din sp\u00f4sobilo 80 % probl\u00e9mov.
\nAplik\u00e1cia Paretovej anal\u00fdzy v oblasti riadenia riz\u00edk umo\u017e\u0148uje mana\u017ementu zamera\u0165 sa na rizik\u00e1, ktor\u00e9 maj\u00fa najv\u00e4\u010d\u0161\u00ed vplyv na projekt. Paretova anal\u00fdza b\u00fdva naj\u010dastej\u0161ie s\u00fa\u010das\u0165ou statick\u00e9ho mana\u017ementu a strategickej anal\u00fdzy spolo\u010dnosti. V priemysle sa pou\u017e\u00edva pomerne \u010dasto, a to v\u010faka svojej jednoduchosti.<\/p>\nParetovo pravidlo<\/h2>\n
Paretovo pravidlo<\/strong> je zn\u00e1me pod \u010fal\u0161\u00edm pomenovan\u00edm ako Pravidlo 80\/20. Uv\u00e1dza, \u017ee pre mnoho udalost\u00ed, zhruba 80 % \u00fa\u010dinkov poch\u00e1dza z 20 % pr\u00ed\u010din. V roku 1941 ho formuloval mana\u017e\u00e9rsky konzultant Joseph Moses Juran, ktor\u00fd nadviazal na pr\u00e1cu Vilfreda Pareta a za\u010dal aplikova\u0165 Paretov princ\u00edp na probl\u00e9my s kvalitou, napr. 80 % probl\u00e9mov je sp\u00f4soben\u00fdch
\n20% pr\u00ed\u010din. Vy\u0161iel z pozorovania Vilfreda Pareta, ktor\u00fd do\u0161iel na to, \u017ee 80 % p\u00f4dy v Taliansku bola vo vlastn\u00edctve 20 % popul\u00e1cie.
\nIde o be\u017en\u00e9 pravidlo v podnikan\u00ed, napr. 80 % tr\u017eieb poch\u00e1dza od 20 % va\u0161ich klientov.
\nParetov princ\u00edp<\/strong> iba okrajovo s\u00favis\u00ed s Paretov\u00fdm optimom. Vilfredo vypracoval oba koncepty v kontexte rozde\u013eovania pr\u00edjmov a bohatstva medzi popul\u00e1ciou. Toto pravidlo m\u00f4\u017ee by\u0165 pou\u017e\u00edvan\u00e9 v mnoh\u00fdch odvetviach, ako je napr. ekonomika, priemysel, bezpe\u010dnos\u0165 a ochrana zdravia at\u010f. Sl\u00fa\u017ei na ur\u010denie t\u00fdch 20 %, na ktor\u00e9 sa m\u00e1 podnik s\u00fastredi\u0165, preto\u017ee s\u00fa pre neho d\u00f4le\u017eit\u00e9. Bu\u010f to s\u00fa chyby, ktor\u00e9 ke\u010f opravia, dosiahne vy\u0161\u0161ie zisky, alebo je to 20 % z\u00e1kazn\u00edkov, o ktor\u00fdch by nemal pr\u00eds\u0165, a tak by malo by\u0165 v jeho z\u00e1ujme, aby im vytvoril tak\u00e9 podmienky, ktor\u00e9 by viedli k tomu, \u017ee z\u00e1kazn\u00edk neod\u00edde ku konkurencii\u2026 A aby sa zbyto\u010dne nezaoberal \u010dinnos\u0165ami, ktor\u00e9 nie s\u00fa tak d\u00f4le\u017eit\u00e9.<\/p>\nUseful many a vital few<\/h3>\n
Paretovo pravidlo popisuje dva druhy faktorov, ktor\u00e9 odli\u0161nou mierou ovplyv\u0148uj\u00fa dosahovanie celkov\u00e9ho efektu. Prv\u00e9, menej po\u010detn\u00e9, za to s v\u00e4\u010d\u0161\u00edm dopadom na kone\u010dn\u00fd v\u00fdsledok, sa naz\u00fdvaj\u00fa vital few<\/strong>. Pre druh\u00e9, po\u010detnej\u0161ie, ale s men\u0161\u00edm vplyvom na celkov\u00fd efekt, je pou\u017eit\u00e9 pomenovanie useful many<\/strong>. Faktorom vital few zodpoved\u00e1 20 % vynalo\u017een\u00e9ho \u010dasu, ktor\u00fd m\u00e1 za n\u00e1sledok 80 % v\u00fdsledkov, zatia\u013e \u010do zvy\u0161n\u00fdch 80 % vydan\u00e9ho \u010dasu n\u00e1m prin\u00e1\u0161a 20 % v\u00fdsledkov, zodpovedaj\u00facich okolnostiam useful many.<\/p>\nFMEA – Failure Mode and Effect Analysis<\/h3>\n
Failure Mode and Effect Analysis je anal\u00fdza mo\u017en\u00fdch ch\u00fdb a ich n\u00e1sledkov, ktorej cie\u013eom je identifikova\u0165 miesta mo\u017en\u00e9ho vzniku ch\u00fdb alebo por\u00fach v syst\u00e9moch.<\/p>\n
Paretovo optimum<\/h2>\n
Paretovo optimum<\/strong> je stav, ke\u010f blahobyt ktor\u00e9hoko\u013evek \u00fa\u010dastn\u00edka ekonomiky nemo\u017eno zmenou v\u00fdroby \u010di smeny zv\u00fd\u0161i\u0165 bez toho, aby bol zn\u00ed\u017een\u00fd blahobyt in\u00e9ho \u00fa\u010dastn\u00edka. Vyu\u017eitie: te\u00f3ria hier, ekon\u00f3mia blahobytu. Opakom Paretovho optima je Paretovo zlep\u0161enie.<\/p>\nParetovo zlep\u0161enie<\/h2>\n
Paretovo zlep\u0161enie<\/strong> je zv\u00fd\u0161enie blahobytu niektor\u00e9ho \u00fa\u010dastn\u00edka ekonomiky zmenou alok\u00e1cie zdrojov bez toho, aby sa zn\u00ed\u017eil blahobyt osoby inej. Opakom paretovho zlep\u0161enia je Paretovo optimum.<\/p>\nMet\u00f3da ABC<\/h2>\n
Met\u00f3da ABC je jednoduch\u00e1 a pri vhodnom uplatnen\u00ed ve\u013emi efekt\u00edvna racionaliza\u010dn\u00e1 met\u00f3da. Jej podstata spo\u010d\u00edva v roz\u010dlenen\u00ed prvkov ur\u010dit\u00e9ho s\u00faboru na tri skupiny pod\u013ea miery, ktorou sa prvky podie\u013eaj\u00fa na celkovom objeme zvolen\u00e9ho kvantitat\u00edvneho znaku. Jednotliv\u00e9 skupiny prvkov s\u00fa spravidla ozna\u010dovan\u00e9 p\u00edsmenami A,B, C.
\nDo skupiny A je zaraden\u00fd relat\u00edvne mal\u00fd po\u010det prvkov s vysok\u00fdm podielom na celkovej hodnote, podiel prvkov B odpoved\u00e1 jeho po\u010dtu a do skupiny C s\u00fa zaraden\u00e9 ost\u00e1vaj\u00face prvky s\u00faboru s mal\u00fdm po-dielom na celkovej hodnote. Skupina C b\u00fdva najpo\u010detnej\u0161ia. So s\u00fabormi tohto typu sa mo\u017eno stretn\u00fa\u0165 ve\u013emi \u010dasto. Napr\u00edklad v riaden\u00ed stroj\u00e1renskej v\u00fdroby s\u00fa typick\u00fdm pr\u00edkladom tak\u00fdchto s\u00faborov s\u00fabory z\u00e1sob, spotreby materi\u00e1lu a v\u00fdrobn\u00fdch polo\u017eiek (s\u00fa\u010dast\u00ed). Anal\u00fdzy t\u00fdchto s\u00faborov ukazuj\u00fa, \u017ee napr\u00edklad u typick\u00fdch stroj\u00e1rensk\u00fdch podnikoch 2 \u2013 5 % materi\u00e1lov\u00fdch polo\u017eiek skupiny A spravidla predstavuje a\u017e 80 % celkovej hodnoty materi\u00e1lovej spotreby, 15 polo\u017eiek skupiny B sa podiel asi 15 % na celkovej hodnote a na zost\u00e1vaj\u00facich 80 % polo\u017eiek pripad\u00e1 asi 5 % z celkovej hodnoty spotreby materi\u00e1lu. (Ke\u0159kovsk\u00fd a Valsa, 2012, s. 88)
\nPodobn\u00e1 situ\u00e1cia v\u00e4\u010d\u0161inou nast\u00e1va aj pri s\u00fabore v\u00fdrobn\u00fdch polo\u017eiek usporiadan\u00e9ho z h\u013ea-diska viazanosti obe\u017en\u00fdch prostriedkov. Pomerne mal\u00fd po\u010det polo\u017eiek, tvoriacich skupinu A, pr\u00edpadne B, ovplyv\u0148uje rozhoduj\u00facim sp\u00f4sobom rozpracovan\u00fa v\u00fdrobu. Pr\u00e1ve t\u00fdmto skupin\u00e1m v\u00fdrobn\u00fdch polo\u017eiek je venovan\u00e1 pozornos\u0165 v tzv. diferencovanom riaden\u00ed. Jeho podstata spo\u010d\u00edva v tom, \u017ee jednotliv\u00fdm skupin\u00e1m v\u00fdrobn\u00fdch polo\u017eiek je venovan\u00e1 pozornos\u0165, ktor\u00e1 je \u00famern\u00e1 ich podielu na celkovej hodnote rozpracovanej v\u00fdroby.
\nAk chce potom podnik \u00fa\u010dinne ovplyv\u0148ova\u0165 n\u00e1klady optimaliz\u00e1cie v\u00fdrobn\u00fdch d\u00e1vok, je nutn\u00e9 venova\u0165 pozornos\u0165 predov\u0161etk\u00fdm rozhoduj\u00facim polo\u017ek\u00e1m skupiny A, pr\u00edpadne B. V ich pr\u00edpade by mala by\u0165 uplat\u0148ovan\u00e1 optimaliz\u00e1cia v\u00fdrobn\u00fdch d\u00e1vok. V pr\u00edpade skupiny C, ktor\u00e9 hodnotu rozpracovanej v\u00fdroby ovplyv\u0148uj\u00fa len nev\u00fdznamne, je tak\u00e1to optimaliz\u00e1cia zbyto\u010dn\u00e1. V ich pr\u00edpade posta\u010d\u00ed uplatni\u0165 napr\u00edklad jednoduch\u00fa kapacitn\u00fa met\u00f3du stanovenie ve\u013ekosti v\u00fdrobnej d\u00e1vky. (Ke\u0159kovsk\u00fd a Valsa, 2012, s. 88)<\/p>\n","protected":false},"excerpt":{"rendered":"
Paretovo pravidlo 80:20 Paretovo pravidlo, Paretovo optimum alebo Paretov princ\u00edp 80:20 by mali a m\u00f4\u017eu vyu\u017e\u00edva\u0165 inteligentn\u00ed \u013eudia v ka\u017edodennom \u017eivote, mala by ho vy\u017e\u00edva\u0165 … <\/p>\n","protected":false},"author":12,"featured_media":25044,"comment_status":"open","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[62,553],"tags":[175,176,177,178],"class_list":["post-9858","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-manazment","category-vzdelavam-sa","tag-metoda-abc","tag-pareto","tag-paretovo-optimum","tag-paretovo-pravidlo"],"yoast_head":"\n
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