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ZÍSKAVANIE HODNOTY V DIGITÁLNOM PROSTREDÍ
COU_6_SK
Title
ZÍSKAVANIE HODNOTY V DIGITÁLNOM PROSTREDÍ
Keywords
Získavanie hodnoty, podnikateľské modely, digitálne podnikanie, inovácie, cenová stratégia
Author
EIZ
Languages
English
Objectives/goals
1. Poskytnúť prehľad procesov pre pochopenie, vytvorenie, zachytenie a doručenie hodnoty v digitálnom prostredí
2. Poskytnúť použiteľné koncepčné rámce a analytické nástroje, aby ste mohli uskutočňovať rozhodnutia ohľadom zachytávania hodnoty v neistom digitálnom prostredí.
3. Byť schopný rozumieť, posudzovať a nastavovať cenové štruktúry pre ponuky
4. Pochopiť nové podnikateľské modely založené na inováciách prostredníctvom najlepších praktík a príkladov
Description
Tento kurz učí študentov hlavnému princípu toho, ako spoločnosť v ekonomike poháňanej dátami v digitálnom prostredí zachytáva hodnotu. Prvý modul sa venuje problematike nastavenia správnej stragénie na zachytávanie hodnoty. Druhý modul vysvetľuje detaily súvisiace s možnosťou nákupu zákazníkov. Menovite, produkt alebo služba môže byť ponúknutá mnohými spôsobmi zákazníkom. V treťom module sa naučíte o optimálnej cenovej stratégii. Štvrtý model je zameraný na stratégiu zachytávania hodnoty, novej cenotvorbe, štruktúre dodávateľského reťazca v transformovanom podnikateľskom prostredí s ohľadom na digitálne podnikateľské modely. Na konci tohto kurzu by mali študenti pochopiť najefektívnejší spôsob alokácie a organizácie zdrojov nových podnikov v digitálnom prostredí. Každá z tém je podložená bázou spoločností, ktoré predstavujú rušivé inovácie v podnikateľských modeloch a odvetviach, ako sú Uber, Netflix, Facebook, Spotify, SurveyMonkey a mnoho ďalších. Hlavným podkladom tohoto kurzu je Whittington, D. (2018) Digitálne inovácie a podnikanie. Cambridge, Veľká Británia, Cambridge University Press. Materiály a štruktúra sú väčšinou odvodené z východiskového materiálu. Ďalšiu odporúčanú literatúru a príklady nájdete v bibliografii a ďalších odkazoch.
Contents in bullet points
1. Stanovenie stratégie získania hodnoty
a. Čo je získavanie hodnoty?
b. Ciele, ktoré vedú hodnotovú stratégiu
c. Posúdenie vplyvu trhových síl
i. Posúdenie vplyvu trhových síl na konkurenciu
ii. Posúdenie vplyvu trhových síl na vyjednávanie
2. Spotrebiteľské možnosti nákupu
a. Definovanie toho, čo spotrebiteľ kúpi
i. Licencované ponuky
ii. Ponuka služieb
iii. Platby za prístup
iv. Platby za záväzok
3. Nastavenie stratégie
a. Výber cenového prístupu
i. Plus náklady alebo cena otvorenej knihy
ii. Dynamická cenotvorba
iii. Ceny založené na konkurencii
iv. Cena na základe dopytu alebo hodnoty
v. Skimming
vi. Prienikové ceny
vii. Freemium
viii. Zadarmo a otvorený zdroj
ix. Ďalšie cenové stratégie
b. Nastavenie cenovej stratégie
4. Inovácia v získavaní hodnoty
a. Získajte vyššiu hodnotu
b. Nové podnikateľské modely
i. Digitálne podnikateľské modely
Contents
Získavanie hodnoty v digitálnom prostredí
Získavanie hodnoty v digitálnom prostredí
Obsah kurzu
• Stanovenie stratégie získavania hodnoty
• Možnosti nákupu zákazníkov
• Nastavenie cenovej štruktúry
• Inovácia v oblasti získavania hodnoty
Na konci tohto modulu budete vedieť:
• Aké dôležité je získavanie hodnoty v digitálnom prostredí
• Rozlíšiť medzi použiteľnými koncepčnými rámcami a analytickými nástrojmi na uskutočňovanie rozhodnutí získavania hodnoty v neistom a dynamickom digitálnom prostredí
• Rozumieť, vyhodnotiť a stanoviť cenové štruktúry ponuky
• Pochopiť nové podnikateľské modely založené na inováciách
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Stanovenie stratégie získavania hodnoty
Ako to do seba zapadá?
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)
Zdroj: Rachinger, et. al. (2019)
• Trojuholník obchodnej logiky (Osterwalder a Pigneur, 2002) rozlišuje medzi podnikateľskými procesmi na spodu a úrovňou strategického plánovania na vrchu.
• Medzi nimi leží architektonická úroveň - podnikateľský model, ktorý predstavuje dôvod spoločnosti na vytváranie a získanie hodnoty ponúkaním konkrétnych hodnotových návrhov existujúcim a potenciálnym zákazníkom (Teece, 2018).
• podnikateľský model spája plánovanie s úrovňou implementácie.
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Tvorba a získavanie hodnoty
Získanie hodnoty
• Podnikanie napĺňa svoje ciele vytváraním hodnoty pre svojich zákazníkov a pre seba.
• Tento kurz je zameraný na to, ako podnikanie získava hodnotu pre svoju stabilitu, rozvoj a rast v digitálnom prostredí.
• Keď vzniká nový nápad, či už ako nový podnik, alebo vo vnútri etablovanej spoločnosti, musí byť podporený stratégiou získania hodnoty.
• Získanie hodnoty spočíva v tom, ako spoločnosti v digitálnom prostredí získavajú istotu, že sú pri vzniku podnikania na správnej ceste k ziskovosti.
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Stanovenie stratégie získavania hodnoty
• Stratégia na získavania hodnoty sa skladá z 3 častí:
1. Vyjadrenie cieľov, ktoré vedú k dosahovaniu hodnôt.
2. Posúdenie dôsledkov trhových síl na oceňovanie.
3. Prípad, ktorý je možné urobiť pre zákazníkov v prípade návratnosti investícií.
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Ciele, ktoré zvyšujú hodnotu
• Východiskovým cieľom pri zvažovaní cien by mala byť otázka, čo chce podnik dosiahnuť prostredníctvom svojich cien:
• dosiahnuť ciele týkajúce sa výnosov alebo zisku,
• maximalizovať hodnotu vytvorenú pre zákazníkov,
• maximalizovať opakovateľný rast výnosov.
• Ciele získavania hodnôt sa môžu časom meniť v závislosti od skúseností, zmeny plánu alebo udalostí na trhu.
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Vplyv trhových síl na tvorbu cien
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)
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)
• Cenové implikácie vyjednávania súvisia s obchodnou stránkou ponuky aj dopytu.
• Na strane ponuky vyjednávacia sila dodávateľov ovplyvňuje základňu nákladov podniku, čo vzápätí ovplyvňuje rozsah dostupných cenových možností.
• Na strane dopytu vyjednávacia sila kupujúcich ovplyvňuje a môže obmedziť cenovú hladinu, ktorú je možné dosiahnuť. Vyjednávaciu silu podniku so zákazníkmi možno zvýšiť investovaním do:
• sponzorstiev v rámci zákaznickeho segmentu
• vernostných programov na zvýšenie vnímania hodnoty
• ponúkať partnerské dohody, ktoré zahŕňajú vzájomné investície
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Zákaznícke možnosti nákupu
Ponuky licencií
• Zákazník je vyzvaný k zakúpeniu licencie na vlastníctvo alebo používanie produktu, ktorý môže byť fyzický alebo softvérový, alebo kombinovať obidva.
• Akákoľvek ponúkaná licencia bude mať stanovené podmienky:
• Doba neurčitá - platí neobmedzene - alebo sa uplatňuje na obmedzený čas.
• Kupujúci si vyhradzuje právo na to, či si rovnakú licenciu môže kúpiť viacero zákazníkov.
• Môže byť ďalej predaná alebo prevedená tretej strane, a ak áno, potom za akých podmienok.
• V prípade licencie typu otvorený zdroj, za akých podmienok môže byť produkt použitý, upravený a zdieľaný.
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Ponuka služieb
• Táto ponuka je zabalená do ponuky služieb, ktorú si zákazník môže predplatiť.
• Môže to byť účtované časom, používaním alebo dosiahnutím určitého výsledku alebo výstupu.
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Platby za prístup
• Platby za prístup k špeciálnemu majetku - zákazník môže byť vyzvaný, aby zaplatil za prístup alebo jeho použitie, ako napríklad štúdio alebo výrobné zariadenie, ktoré poskytuje vybavenie a kvalifikovaný pomocný personál.
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Platby za viazanosť
• Platba za záväzok - zákazník alebo konkurent môže byť vyzvaný, aby zaplatil výmenou za záväzok, ako je prísľub vyhnúť sa alebo vylúčiť propagáciu na konkrétnom trhu počas dohodnutej doby.
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Nastavenie cenovej štruktúry
Výber cenovej stratégie
• Cenovú stratégiu používajú spoločnosti na určenie toho, za koľko môžu predať svoej tovary alebo služby.
• Nastavenie správnej cenovej stratégie zahŕňa podrobné porozumenie produktu, trhu
a zákazníkov.
• Podľa Whittingtona (2018), pri výbere cenovej stratégie by malo byť brané do úvahy:
• ciele získavania hodnoty,
• dôsledky aplikovateľných trhových síl,
• sila návratnosti, povaha možnosti a procesu nákupu zákazníka.
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Plus náklady alebo cena otvorenej knihy
• Predajná cena sa určuje pripočítaním definovanej ziskovej marže k nákladom na výrobu a distribúciu.
• "Cost-plus” sa často používa pri štátnych zákazkách (náklady plus kontrakty), ako je vojenské obstarávanie.
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Dynamické ceny
• Cenová stratégia, v rámci ktorej podniky stanovujú flexibilné ceny produktov alebo služieb na základe aktuálnych požiadaviek trhu.
• Používa sa v hotelierstve, cestovnom ruchu, zábave, maloobchode, elektrine a verejnej doprave.
• Jedná sa o cenovú stratégiu používanú podnikmi, ktorá dokáže využiť dostupné údaje a je založená na premenných, ktoré sa časom menia.
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Konkurenčné ceny
•Predpokladá sa, že spoločnosť určuje ceny na základe cien svojich konkurentov.
•Ak si ponuky konkurujú navzájom a existuje malý rozdiel v hodnotovom vnímaní pre zákazníka, potom sú obvyklé možnosti buď stanoviť ceny s cieľom podkopať konkurenciu, alebo vytvorenie inovatívnych možností objemových cien, ktoré znížia jednotkové náklady zákazníkovi.
• Ak je ponuka nejakým spôsobom výrazná alebo rušivá, potom sú obvyklé možnosti buď nastaviť rovnakú cenu, alebo stanoviť vyššiu cenu ako konkurencia, ktorá sa niekedy nazýva prémiová cena, ktorú možno použiť na vybudovanie silnej značky.
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Cena na základe dopytu alebo hodnoty
• V rámci tejto cenovej stratégie je cena určená v hodnote, ktorá je doručená zákazníkovi.
• Táto metóda sa zvyčajne aplikuje na výrobky, aby zlepšili dôveru zákazníka.
• Naša ochota platiť závisí od hodnoty, ktorú vkladáme do produktu, ktorý chceme alebo potrebujeme, čo v konečnom dôsledku závisí od viacerých aspektov a ľudí v našom okolí.
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Skimming
•Táto cenová stratégia znamená, že obchodník stanoví spočiatku relatívne vysokú počiatočnú cenu produktu alebo služby, až potom cenu časom zníži.
• Je to špecifické pre “first-movers”, ktorí stanovia vysokú počiatočnú cenu a potom ju časom znižujú, keď sa objaví konkurencia.
• Len čo je prvotný dopyt uspokojený, firma zníži cenu, aby prilákala ďalší, cenovo citlivejší segment.
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Prienikové ceny
• Podobné skimmingu, tento spôsob využíva výhodu byť prvým na trhu.
• V tomto prípade je počiatočná cena nízka (alebo aj nulová), aby sa dosiahol rýchly podiel na trhu pred vznikom konkurencie.
• Tento spôsobom konvertuje “first-mover” výhodu do podielu na trhu namiesto krátkodobého zisku.
• Extrémna forma prienikovej ceny sa nazýva predátorská.
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Freemium
• Tento spôsob začal byť populárny v rámci softvéru B2C: základný level funkcionality nie je spoplatnený, s možnosťou zaplatiť za upgrade na premium, čo ponúka rozšírené možnosti softvéru a funkčné dáta (Whittington, 2018).
• Veľké lákadlo tohto prístupu je jeho nízko riziková ponuka zákazníkovi vyskúšať produkt a začať s jeho užívaním.
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Ďalšie cenové stratégie
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)
Cenový prístup
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Použiteľnosť ďalšej možnosti pri priblížení sa k cenám
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Začiatočné zľavy
|
Skúšobné doby
|
Bundling
|
Objemové ceny
|
Cena voliteľných funkcií
|
Plus náklady
|
N
|
N
|
N
|
N
|
Y
|
Založené na dopyte alebo hodnote
|
Y
|
Y
|
Y
|
Y
|
Y
|
Dynamické
|
Y
|
Y
|
N
|
N
|
Y
|
Založené na konkurencii
|
Y
|
Y
|
Y
|
Y
|
Y
|
Skimming
|
Y
|
Y
|
Y
|
Y
|
Y
|
Penetračné
|
Y
|
Y
|
Y
|
Y
|
Y
|
Freemium
|
N
|
N
|
Y
|
Y
|
Y
|
Zadarmo a otvorený zdroj
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N
|
N
|
Y
|
N
|
Y
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Zdroj: (Whittington, 2018).
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Nastavenie cenovej stratégie
• Podľa cenového prístupu môže byť cenová úroveň nastavená na základe:
• evidencie, ktorá demonštruje hodnotu,
• aktuálneho stavu trhu,
• sily konkurencie na trhu,
• využitia výhody byť prvým na trhu.
• V niektorých prípadoch dáva zmysel ponúknuť cenovú hladinu špecifickú pre daný segment a situáciu.
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Zadarmo a otvorený zdroj
• zadarmo a otvorený zdroj nie je to isté! Pojem zadarmo nie je jednoznačný - môže znamenať že cena niečoho je 0, alebo to môže znamenať, že to môže byť používané, modifikované alebo distribuované bez obmedzenia.
• Otvorený zdroj nemusí znamenať nulové náklady na produkty, môžu alebo nemusia mať zahrnuté náklady.
• Je možné kombinovať otvorené a uzavrete zdrojové verzie produktov. Príklad úspešného duálneho licencovania je Oracle alebo MySQL databáza.
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Inovácia v získaní hodnoty
Inovácia v získavaní hodnoty
• Získavanie hodnoty (schopnosť podniku vytvárať zisk zo svojich transakcií) je jednou z najzaujímavejších oblastí podnikania.
• V knihe, Zero to One, Thiel hovorí: „Akú hodnotnú spoločnosť nikto netvorí? Táto otázka je ťažšia, ako vyzerá, pretože vaša spoločnosť by mohla vytvoriť veľkú hodnotu bez toho, aby sa sama stala veľmi hodnotnou. Vytvorenie hodnoty nestačí - musíte tiež získať časť vami vytvorenej hodnoty,”
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Získajte vyššiu hodnotu
• Stefan Michel vo svojom článku „Capture More Value“ v časopise Harvard Business Review vysvetľuje, prečo toľko spoločností zvyčajne nedostatočne investuje do optimalizácie získavania hodnoty a koľko sa vďaka tomuto prehliadnutiu stráca.
• Je dôležité poznamenať, že v digitálnom prostredí sú dôležité obidve inovácie - jedna pri vytváraní hodnoty, druhá pri jej získavaní.
• Napríklad Michel vysvetľuje, že Facebook má nespornú schopnosť vytvárať hodnotu pre zákazníkov. Ale ako svedčí vysoko volatilná cena akcií, nie je vôbec jasné, že spoločnosť má jasno v tom, ako zachytiť dostatočnú hodnotu na odôvodnenie svojej trhovej kapitalizácie a pomeru ceny akcie a jej výnosov.
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15 rôznych spôsobov, ako získať väčšiu hodnotu zo súčasnej tvorby hodnôt v podniku
Digitálne podnikateľské modely
• Baden-Fuller a Haefliger (2013) vysvetlili že vývoj technológie môže uľahčiť nové podnikateľské modely.
• Avšak inovácia podnikateľských modelov sa môže vyvinúť aj bez technologického rozvoja. Vo všeobecnosti podnikateľské modely a technológie zvyčajne na seba pôsobia.
• Napríklad pri založení Amazonu v roku 1995 použili novú technológiu, aby tradičný podnikateľský model zásielkového predaja, ktorý propagoval Sears Roebuck, fungoval dobre aj pre obchod s knihami. Spoločnosť Amazon nevymyslela nový podnikateľský model, rovnako ani spoločnosť Easy-Jet (jedna z najúspešnejších európskych nízkonákladových leteckých spoločností), keď kopírovala podnikateľský model propagovaný spoločnosťou Southwest Airlines. Amazon aj Easy Jet aplikovali známe podnikateľské modely a rozvíjali ich
v nových kontextoch.
• V kontraste obojstranná platforma Google, ktorá je dynamickým vyhľadávačom, založeným v roku 2003, nebola iba technologický skok - bol to taktiež pokrok v podnikateľskom modeli.
• Google použil “Adwords”, aby poskytol rozhranie pre inzerentov spoločností, (jedna strana obojstrannej platformy), ktorých výber priamo ovplyvňoval vyhľadávanie používateľov na druhej strane platformy (Baden-Fuller
a Haefliger, 2013).
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Digitálne podnikateľské modely s príkladmi
This project has been funded with support from the European Commission. This web site and its contents reflects the views only of the authors, and the Commission cannot be held responsible for any use which may be made of the information contained therein.
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Title
ZÍSKAVANIE HODNOTY V DIGITÁLNOM PROSTREDÍ
Keywords
Získavanie hodnoty, podnikateľské modely, digitálne podnikanie, inovácie, cenová stratégia
Author
EIZ
Languages
English
Description
1. Stanovenie stratégie získania hodnoty a. Čo je získavanie hodnoty? b. Ciele, ktoré vedú hodnotovú stratégiu c. Posúdenie vplyvu trhových síl i. Posúdenie vplyvu trhových síl na konkurenciu ii. Posúdenie vplyvu trhových síl na vyjednávanie 2. Spotrebiteľské možnosti nákupu a. Definovanie toho, čo spotrebiteľ kúpi i. Licencované ponuky ii. Ponuka služieb iii. Platby za prístup iv. Platby za záväzok 3. Nastavenie stratégie a. Výber cenového prístupu i. Plus náklady alebo cena otvorenej knihy ii. Dynamická cenotvorba iii. Ceny založené na konkurencii iv. Cena na základe dopytu alebo hodnoty v. Skimming vi. Prienikové ceny vii. Freemium viii. Zadarmo a otvorený zdroj ix. Ďalšie cenové stratégie b. Nastavenie cenovej stratégie 4. Inovácia v získavaní hodnoty a. Získajte vyššiu hodnotu b. Nové podnikateľské modely i. Digitálne podnikateľské modely
Contents
Získavanie hodnoty v digitálnom prostredí
Získavanie hodnoty v digitálnom prostredí
Obsah kurzu
Na konci tohto modulu budete vedieť:
Stanovenie stratégie získavania hodnoty
Ako to do seba zapadá?
Zdroj: Rachinger, et. al. (2019)
Tvorba a získavanie hodnoty
Zdroj: http://www.pricingnerd.com/value-based-pricing-strategy.html
Získanie hodnoty
• Podnikanie napĺňa svoje ciele vytváraním hodnoty pre svojich zákazníkov a pre seba.
• Tento kurz je zameraný na to, ako podnikanie získava hodnotu pre svoju stabilitu, rozvoj a rast v digitálnom prostredí.
• Keď vzniká nový nápad, či už ako nový podnik, alebo vo vnútri etablovanej spoločnosti, musí byť podporený stratégiou získania hodnoty.
• Získanie hodnoty spočíva v tom, ako spoločnosti v digitálnom prostredí získavajú istotu, že sú pri vzniku podnikania na správnej ceste k ziskovosti.
Stanovenie stratégie získavania hodnoty
Ciele, ktoré zvyšujú hodnotu
• dosiahnuť ciele týkajúce sa výnosov alebo zisku,
• maximalizovať hodnotu vytvorenú pre zákazníkov,
• maximalizovať opakovateľný rast výnosov.
• Ciele získavania hodnôt sa môžu časom meniť v závislosti od skúseností, zmeny plánu alebo udalostí na trhu.
Vplyv trhových síl na tvorbu cien
• Cenové implikácie vyjednávania súvisia s obchodnou stránkou ponuky aj dopytu.
• Na strane ponuky vyjednávacia sila dodávateľov ovplyvňuje základňu nákladov podniku, čo vzápätí ovplyvňuje rozsah dostupných cenových možností.
• Na strane dopytu vyjednávacia sila kupujúcich ovplyvňuje a môže obmedziť cenovú hladinu, ktorú je možné dosiahnuť. Vyjednávaciu silu podniku so zákazníkmi možno zvýšiť investovaním do:
Zákaznícke možnosti nákupu
Ponuky licencií
• Zákazník je vyzvaný k zakúpeniu licencie na vlastníctvo alebo používanie produktu, ktorý môže byť fyzický alebo softvérový, alebo kombinovať obidva.
• Akákoľvek ponúkaná licencia bude mať stanovené podmienky:
• Doba neurčitá - platí neobmedzene - alebo sa uplatňuje na obmedzený čas.
• Kupujúci si vyhradzuje právo na to, či si rovnakú licenciu môže kúpiť viacero zákazníkov.
• Môže byť ďalej predaná alebo prevedená tretej strane, a ak áno, potom za akých podmienok.
• V prípade licencie typu otvorený zdroj, za akých podmienok môže byť produkt použitý, upravený a zdieľaný.
Ponuka služieb
Platby za prístup
Platby za viazanosť
• Platba za záväzok - zákazník alebo konkurent môže byť vyzvaný, aby zaplatil výmenou za záväzok, ako je prísľub vyhnúť sa alebo vylúčiť propagáciu na konkrétnom trhu počas dohodnutej doby.
Nastavenie cenovej štruktúry
Výber cenovej stratégie
a zákazníkov.
Plus náklady alebo cena otvorenej knihy
Dynamické ceny
Konkurenčné ceny
•Predpokladá sa, že spoločnosť určuje ceny na základe cien svojich konkurentov.
•Ak si ponuky konkurujú navzájom a existuje malý rozdiel v hodnotovom vnímaní pre zákazníka, potom sú obvyklé možnosti buď stanoviť ceny s cieľom podkopať konkurenciu, alebo vytvorenie inovatívnych možností objemových cien, ktoré znížia jednotkové náklady zákazníkovi.
• Ak je ponuka nejakým spôsobom výrazná alebo rušivá, potom sú obvyklé možnosti buď nastaviť rovnakú cenu, alebo stanoviť vyššiu cenu ako konkurencia, ktorá sa niekedy nazýva prémiová cena, ktorú možno použiť na vybudovanie silnej značky.
Cena na základe dopytu alebo hodnoty
• V rámci tejto cenovej stratégie je cena určená v hodnote, ktorá je doručená zákazníkovi.
• Táto metóda sa zvyčajne aplikuje na výrobky, aby zlepšili dôveru zákazníka.
• Naša ochota platiť závisí od hodnoty, ktorú vkladáme do produktu, ktorý chceme alebo potrebujeme, čo v konečnom dôsledku závisí od viacerých aspektov a ľudí v našom okolí.
Skimming
•Táto cenová stratégia znamená, že obchodník stanoví spočiatku relatívne vysokú počiatočnú cenu produktu alebo služby, až potom cenu časom zníži.
• Je to špecifické pre “first-movers”, ktorí stanovia vysokú počiatočnú cenu a potom ju časom znižujú, keď sa objaví konkurencia.
• Len čo je prvotný dopyt uspokojený, firma zníži cenu, aby prilákala ďalší, cenovo citlivejší segment.
Prienikové ceny
• Podobné skimmingu, tento spôsob využíva výhodu byť prvým na trhu.
• V tomto prípade je počiatočná cena nízka (alebo aj nulová), aby sa dosiahol rýchly podiel na trhu pred vznikom konkurencie.
• Tento spôsobom konvertuje “first-mover” výhodu do podielu na trhu namiesto krátkodobého zisku.
• Extrémna forma prienikovej ceny sa nazýva predátorská.
Freemium
Ďalšie cenové stratégie
Cenový prístup
Použiteľnosť ďalšej možnosti pri priblížení sa k cenám
Začiatočné zľavy
Skúšobné doby
Bundling
Objemové ceny
Cena voliteľných funkcií
Plus náklady
N
N
N
N
Y
Založené na dopyte alebo hodnote
Y
Y
Y
Y
Y
Dynamické
Y
Y
N
N
Y
Založené na konkurencii
Y
Y
Y
Y
Y
Skimming
Y
Y
Y
Y
Y
Penetračné
Y
Y
Y
Y
Y
Freemium
N
N
Y
Y
Y
Zadarmo a otvorený zdroj
N
N
Y
N
Y
Zdroj: (Whittington, 2018).
Nastavenie cenovej stratégie
• V niektorých prípadoch dáva zmysel ponúknuť cenovú hladinu špecifickú pre daný segment a situáciu.
Zadarmo a otvorený zdroj
Inovácia v získaní hodnoty
Inovácia v získavaní hodnoty
Získajte vyššiu hodnotu
• Stefan Michel vo svojom článku „Capture More Value“ v časopise Harvard Business Review vysvetľuje, prečo toľko spoločností zvyčajne nedostatočne investuje do optimalizácie získavania hodnoty a koľko sa vďaka tomuto prehliadnutiu stráca.
• Je dôležité poznamenať, že v digitálnom prostredí sú dôležité obidve inovácie - jedna pri vytváraní hodnoty, druhá pri jej získavaní.
• Napríklad Michel vysvetľuje, že Facebook má nespornú schopnosť vytvárať hodnotu pre zákazníkov. Ale ako svedčí vysoko volatilná cena akcií, nie je vôbec jasné, že spoločnosť má jasno v tom, ako zachytiť dostatočnú hodnotu na odôvodnenie svojej trhovej kapitalizácie a pomeru ceny akcie a jej výnosov.
15 rôznych spôsobov, ako získať väčšiu hodnotu zo súčasnej tvorby hodnôt v podniku
Digitálne podnikateľské modely
• Baden-Fuller a Haefliger (2013) vysvetlili že vývoj technológie môže uľahčiť nové podnikateľské modely.
• Avšak inovácia podnikateľských modelov sa môže vyvinúť aj bez technologického rozvoja. Vo všeobecnosti podnikateľské modely a technológie zvyčajne na seba pôsobia.
• Napríklad pri založení Amazonu v roku 1995 použili novú technológiu, aby tradičný podnikateľský model zásielkového predaja, ktorý propagoval Sears Roebuck, fungoval dobre aj pre obchod s knihami. Spoločnosť Amazon nevymyslela nový podnikateľský model, rovnako ani spoločnosť Easy-Jet (jedna z najúspešnejších európskych nízkonákladových leteckých spoločností), keď kopírovala podnikateľský model propagovaný spoločnosťou Southwest Airlines. Amazon aj Easy Jet aplikovali známe podnikateľské modely a rozvíjali ich
v nových kontextoch.
• V kontraste obojstranná platforma Google, ktorá je dynamickým vyhľadávačom, založeným v roku 2003, nebola iba technologický skok - bol to taktiež pokrok v podnikateľskom modeli.
• Google použil “Adwords”, aby poskytol rozhranie pre inzerentov spoločností, (jedna strana obojstrannej platformy), ktorých výber priamo ovplyvňoval vyhľadávanie používateľov na druhej strane platformy (Baden-Fuller
a Haefliger, 2013).
Digitálne podnikateľské modely s príkladmi
Zdroj: https://fourweekmba.com/digital-business-models/