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	<title>Punditokraterne &#187; velfærdsstat</title>
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	<link>http://punditokraterne.dk</link>
	<description>alias &#34;Professorvældet&#34;: Weblog med samfundsvidenskabelig forskning, nyheder &#38; meninger om frie mennesker &#38; frie markeder</description>
	<lastBuildDate>Sun, 27 May 2012 18:36:23 +0000</lastBuildDate>
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		<title>Tillid og velfærdsstat</title>
		<link>http://punditokraterne.dk/2012/05/19/tillid-og-velfaerdsstat/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=tillid-og-velfaerdsstat</link>
		<comments>http://punditokraterne.dk/2012/05/19/tillid-og-velfaerdsstat/#comments</comments>
		<pubDate>Sat, 19 May 2012 11:18:32 +0000</pubDate>
		<dc:creator>bjoernskov</dc:creator>
				<category><![CDATA[Bjørnskov]]></category>
		<category><![CDATA[forskning]]></category>
		<category><![CDATA[tillid]]></category>
		<category><![CDATA[velfærdsstat]]></category>

		<guid isPermaLink="false">http://punditokraterne.dk/?p=6876</guid>
		<description><![CDATA[Jeg lavede for et stykke tid siden et interview med den glimrende Søren Højlund Carlsen om forholdet mellem velfærdsstaten og tillid. Interviewet, der er i Nobel-serien, er nu tilgængelig online. Det hele bygger på artikler med Andreas Bergh og Gert Tinggaard Svendsen (her og her), og et konferencepapir med Andreas (her).  Interviewet, som jeg selv [...]]]></description>
			<content:encoded><![CDATA[<p>Jeg lavede for et stykke tid siden et interview med den glimrende Søren Højlund Carlsen om forholdet mellem velfærdsstaten og tillid. Interviewet, der er i Nobel-serien, er nu tilgængelig online. Det hele bygger på artikler med Andreas Bergh og Gert Tinggaard Svendsen (<a href="http://onlinelibrary.wiley.com/doi/10.1111/j.1467-6435.2010.00492.x/abstract">her </a>og <a href="http://www.springerlink.com/content/42n6hv24361200l7/">her</a>), og et konferencepapir med Andreas (<a href="http://www.ecprnet.eu/MyECPR/proposals/reykjavik/uploads/papers/3905.pdf">her</a>).  Interviewet, som jeg selv synes er blevet rigtigt god formidling, kan ses <a href="http://www.tredjested.org/videos/124/nobel-3-christian-bj%C3%B8rnskov">her</a>.</p>
<p>&nbsp;</p>
<p><a class="a2a_dd a2a_target addtoany_share_save" href="http://www.addtoany.com/share_save#url=http%3A%2F%2Fpunditokraterne.dk%2F2012%2F05%2F19%2Ftillid-og-velfaerdsstat%2F&amp;title=Tillid%20og%20velf%C3%A6rdsstat" id="wpa2a_2"><img src="http://punditokraterne.dk/wp-content/plugins/add-to-any/share_save_171_16.png" width="171" height="16" alt="Share"/></a></p>]]></content:encoded>
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		<slash:comments>8</slash:comments>
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		<item>
		<title>Kommende udgivelse: Fri os fra frihed</title>
		<link>http://punditokraterne.dk/2012/04/27/kommende-udgivelse-fri-os-fra-frihed/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=kommende-udgivelse-fri-os-fra-frihed</link>
		<comments>http://punditokraterne.dk/2012/04/27/kommende-udgivelse-fri-os-fra-frihed/#comments</comments>
		<pubDate>Fri, 27 Apr 2012 14:56:11 +0000</pubDate>
		<dc:creator>Nikolaj Hawaleschka Stenberg</dc:creator>
				<category><![CDATA[Jacob Mchangama]]></category>
		<category><![CDATA[Stenberg]]></category>
		<category><![CDATA[bøger]]></category>
		<category><![CDATA[Danmark]]></category>
		<category><![CDATA[frihed]]></category>
		<category><![CDATA[retssikkerhed]]></category>
		<category><![CDATA[socialisme]]></category>
		<category><![CDATA[velfærdsstat]]></category>

		<guid isPermaLink="false">http://punditokraterne.dk/?p=6862</guid>
		<description><![CDATA[Den tidligere punditokrat Jacob Mchangama fortæller i en opdatering på Facebook, at hans nye bog Fri Os Fra Frihed udkommer den 30. april, men allerede nu kan forudbestilles. Dén information er værd at give videre &#8211; og det er hermed gjort. Gyldendal beskriver bogen således: FRI OS FRA FRIHEDEN er et hårdnakket forsvar for den personlige frihed [...]]]></description>
			<content:encoded><![CDATA[<p><img class="alignright size-full wp-image-6869" src="http://punditokraterne.dk/wp-content/uploads/2012/04/fri-og-fra-frihed-cover.jpg" alt="" width="120" height="188" />Den tidligere punditokrat <a href="http://punditokraterne.dk/category/mchangama/" target="_blank">Jacob Mchangama</a> fortæller i en <a href="https://www.facebook.com/jmchangama/posts/371474769565740" target="_blank">opdatering</a> på Facebook, at hans nye bog <em>Fri Os Fra Frihed </em>udkommer den 30. april, men allerede nu kan <a href="http://www.gucca.dk/boeger/fri-os-fra-friheden_195185.html" target="_blank">forudbestilles</a>. Dén information er værd at give videre &#8211; og det er hermed gjort.</p>
<p>Gyldendal beskriver bogen således:</p>
<blockquote><p>FRI OS FRA FRIHEDEN er et hårdnakket forsvar for den personlige frihed og en skarp kritik af, hvad Jacob Mchangama ser som de sidste årtiers løbende politiske underminering af netop den personlige frihed. I præcise og urovækkende kapitler viser chefjurist Jacob Mchangama, hvordan vi siden slutningen af 1960?erne lever støt mere regulerede liv, hvor staten har fået større og større råderum til at gribe ind og detailstyre eller som et minimum overvåge, hvordan vi lever ? det gælder lige fra, hvordan vi spiser, over hvordan vi bor, til hvem vi sover med eller taler i telefon med.</p></blockquote>
<p>Jeg spår, at bogen nok skal fange  interesse hos flere af denne blogs læsere (og skribenter).</p>
<p><em>Opdatering</em>: <a href="http://politiken.dk/debat/ECE1608997/politikerne-stjaeler-vores-frihed/">Interview ang. bogen i Politiken</a>.</p>
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		<slash:comments>0</slash:comments>
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		<title>Dansk og svensk ulighedshistorie</title>
		<link>http://punditokraterne.dk/2012/03/25/dansk-og-svensk-ulighedshistorie/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=dansk-og-svensk-ulighedshistorie</link>
		<comments>http://punditokraterne.dk/2012/03/25/dansk-og-svensk-ulighedshistorie/#comments</comments>
		<pubDate>Sun, 25 Mar 2012 12:58:27 +0000</pubDate>
		<dc:creator>bjoernskov</dc:creator>
				<category><![CDATA[Bjørnskov]]></category>
		<category><![CDATA[ulighed]]></category>
		<category><![CDATA[velfærdsstat]]></category>

		<guid isPermaLink="false">http://punditokraterne.dk/?p=6829</guid>
		<description><![CDATA[Jeg sidder pt. og reviderer et konferencepapir, som jeg skrev i efteråret med Niklas Potrafke (snart professor på LMU i München). Som del af denne revision opdaterer vi vores data. En del af disse data er Frederic Solts fuldt sammenlignelige serie af tal for indkomstulighed før og efter nogen form for omfordeling. Solts ’Standardized World [...]]]></description>
			<content:encoded><![CDATA[<p>Jeg sidder pt. og reviderer et konferencepapir, som jeg skrev i efteråret med Niklas Potrafke (snart professor på LMU i München). Som del af denne revision opdaterer vi vores data. En del af disse data er Frederic Solts fuldt sammenlignelige serie af tal for indkomstulighed før og efter nogen form for omfordeling. Solts ’Standardized World Income Inequality Database’ giver mulighed for bedre og større sammenligninger over lange tidsperioder og mange lande. Den giver også et indtryk af, hvor latterlig en del af debatten om ulighed ofte er i Skandinavien.</p>
<p>For at give et indtryk er her data på ulighed før og efter omfordeling i Danmark og Sverige, der normalt betragtes som de to mest lige lande i verden. En første ting at bemærke er, hvor stabil nettouligheden er over tid – dvs. ulighed efter omfordeling gennem overførsler, skat osv. Selvom begge lande udbyggede velfærdsstaten kraftigt i 60erne og 70erne, skete der meget lidt med uligheden. To andre ting, der er værd at bemærke i den danske serie kan ses bedst, hvis man plotter procentforskellen på brutto- og nettoulighed, dvs. det Andreas Bergh kalder quasi-omfordeling.</p>
<p>Nummer et er det store knæk i 1981, der kom efter en periode med massivt stigende arbejdsløshed og uansvarlig politik, og nummer to er knækket opad efter 1987. Særligt nummer to er Schlüters ’fortjeneste’, da det man kan se er indførslen af topskatten og det markante skred i topskattegrænsen op til midten af 90erne. Og lad mig så spørge læserne: Hvor er den sociale massegrav, som Enhedslisten og Cevea taler om? Hvor er velfærdsstatens påståede lyksaligheder? De er frygteligt svære at se for mig.</p>
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" 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" alt="" /></p>
<p>&nbsp;</p>
<p><a class="a2a_dd a2a_target addtoany_share_save" href="http://www.addtoany.com/share_save#url=http%3A%2F%2Fpunditokraterne.dk%2F2012%2F03%2F25%2Fdansk-og-svensk-ulighedshistorie%2F&amp;title=Dansk%20og%20svensk%20ulighedshistorie" id="wpa2a_6"><img src="http://punditokraterne.dk/wp-content/plugins/add-to-any/share_save_171_16.png" width="171" height="16" alt="Share"/></a></p>]]></content:encoded>
			<wfw:commentRss>http://punditokraterne.dk/2012/03/25/dansk-og-svensk-ulighedshistorie/feed/</wfw:commentRss>
		<slash:comments>4</slash:comments>
		</item>
		<item>
		<title>Mindre ’velfærd’, tak!</title>
		<link>http://punditokraterne.dk/2011/05/08/mindre-%e2%80%99velfaerd%e2%80%99-tak/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=mindre-%25e2%2580%2599velfaerd%25e2%2580%2599-tak</link>
		<comments>http://punditokraterne.dk/2011/05/08/mindre-%e2%80%99velfaerd%e2%80%99-tak/#comments</comments>
		<pubDate>Sun, 08 May 2011 08:20:44 +0000</pubDate>
		<dc:creator>bjoernskov</dc:creator>
				<category><![CDATA[Bjørnskov]]></category>
		<category><![CDATA[velfærdsstat]]></category>

		<guid isPermaLink="false">http://punditokraterne.dk/?p=6177</guid>
		<description><![CDATA[Mie Harder og Josefine Kofoed Christiansen har en glimrende kronik i Berlingske Tidende i dag, som fortjener at blive læst. Her er starten af kronikken, som man måske kan læse med et enkelt faktum i baghovedet: Staten har i år direkte kontrol med cirka 56 % af al dansk indkomst. Forestil dig, at du, når [...]]]></description>
			<content:encoded><![CDATA[<p><a href="http://mieharder.dk/">Mie Harder</a> og <a href="http://www.180grader.dk/profil/Josefine_Christiansen">Josefine Kofoed Christiansen</a> har en glimrende kronik i Berlingske Tidende i dag, som fortjener at blive læst. Her er starten af kronikken, som man måske kan læse med et enkelt faktum i baghovedet: Staten har i år direkte kontrol med cirka 56 % af al dansk indkomst.</p>
<p style="padding-left: 30px;">Forestil dig, at du, når du køber ind i Netto, fik stukket en fyldt indkøbskurv i hånden. I kurven var en lang række varer allerede valgt ud for dig og pengene var automatisk trukket på din konto. Du kan måske godt bruge de fleste af tingene i kurven. Men du måtte ikke selv vælge, hvilken slags vaskepulver, du vil bruge, eller hvilken musik, du vil lytte til. Tilbage havde du nogle håndører, som du selv kunne snolde for.</p>
<p style="padding-left: 30px;">Der er nok ikke mange, der vil være tilfreds med den indkøbsoplevelse. For de fleste af os er det værdifuldt at kunne vælge selv. Og vi ønsker sjældent præcis de samme ting. Alligevel har vi indrettet velfærdssamfundet nogenlunde efter den ovenfor beskrevne model.</p>
<p>Læs resten <a href="http://www.b.dk/kronikker/mindre-stat-mere-velfaerd">her</a>.</p>
<p>&nbsp;</p>
<p><a class="a2a_dd a2a_target addtoany_share_save" href="http://www.addtoany.com/share_save#url=http%3A%2F%2Fpunditokraterne.dk%2F2011%2F05%2F08%2Fmindre-%25e2%2580%2599velfaerd%25e2%2580%2599-tak%2F&amp;title=Mindre%20%E2%80%99velf%C3%A6rd%E2%80%99%2C%20tak%21" id="wpa2a_8"><img src="http://punditokraterne.dk/wp-content/plugins/add-to-any/share_save_171_16.png" width="171" height="16" alt="Share"/></a></p>]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Hvorfor betaler de røde ikke privat for mere ’service’?</title>
		<link>http://punditokraterne.dk/2011/04/27/hvorfor-betaler-de-r%c3%b8de-ikke-privat-for-mere-%e2%80%99service%e2%80%99/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=hvorfor-betaler-de-r%25c3%25b8de-ikke-privat-for-mere-%25e2%2580%2599service%25e2%2580%2599</link>
		<comments>http://punditokraterne.dk/2011/04/27/hvorfor-betaler-de-r%c3%b8de-ikke-privat-for-mere-%e2%80%99service%e2%80%99/#comments</comments>
		<pubDate>Wed, 27 Apr 2011 17:44:05 +0000</pubDate>
		<dc:creator>bjoernskov</dc:creator>
				<category><![CDATA[Bjørnskov]]></category>
		<category><![CDATA[velfærdsstat]]></category>

		<guid isPermaLink="false">http://punditokraterne.dk/?p=6153</guid>
		<description><![CDATA[Punditokraternes ven og kollega Niclas Berggren stiller i dag et vigtigt spørgsmål, som han får fra den glimrende Steven Landsburg. Landsburg spørger: If the President believes that people like him ought to be paying more, then why didn’t he pay more? There is absolutely no rule against sending in more money than you owe. Niclas [...]]]></description>
			<content:encoded><![CDATA[<p>Punditokraternes ven og kollega Niclas Berggren stiller i dag et vigtigt spørgsmål, som han får fra den glimrende Steven Landsburg. <a href="http://www.thebigquestions.com/2011/04/20/the-presidents-taxes/">Landsburg</a> spørger:</p>
<p style="padding-left: 30px;">If the President believes that people like him ought to be paying more, then why didn’t he pay more? There is absolutely no rule against sending in more money than you owe.</p>
<p>Niclas peger på, at det er stort set det samme <a href="http://nonicoclolasos.wordpress.com/2010/08/29/varfor-forbattrar-inte-socialdemokrater-valfarden/">spørgsmål</a>, han har stillet til svenske socialdemokrater, der klager over skattelettelser: Hvorfor betaler I ikke bare frivilligt mere?</p>
<p>Spørgsmålet gik direkte til min dybe undren over det socialdemokratiske og socialistiske had til private ydelser af såkaldt velfærd. Hvis en større gruppe mennesker er så fortvivlede over, at et flertal i Folketinget ikke vil levere et omfang eller kvalitet af en offentlig ydelse eller service, hvad forhindrer dem i at skabe en ’klub’, der leverer denne ydelse? Hvad skulle forhindre S, SF og Enhedslisten – eller evt. fagbevægelsen – i at starte denne slags klub? I økonomiske fagtermer, hvad forhindrer ekstra kvalitet i at være et klubgode – hvorfor skal det absolut være et offentligt gode?</p>
<p>Niclas skitserer to typer forklaringer på, hvorfor de alligevel ikke gør det. For det første kunne det være ’cheap talk’, dvs. politikersnak, der går ud på at kapre vælgere. For det andet kan det være fordi der ligger en risiko i, at den modsatte fløj faktisk leverer en bedre kvalitet offentlige ydelser, eller måske et kvalitet-pris-mix, der er tættere på vælgernes sande præferencer.</p>
<p>Lad mig komme med en ekstra forklaring: Måske argumenterer S-SF-blokken for et niveau af offentlige ydelser, som de tror, vil give dem flest vælgere (men naturligvis samtidig med at man underspiller de faktiske omkostninger ved yderligere udbygning af den socialdemokratiske ’velfærdsstat’). Hvis det er tilfældet, gælder det helt logisk om at levere det offentligt, så man kan gøre det <em>for andres folks penge</em>. I og med at den europæiske public choice konference starter i morgen (mere om det senere på ugen), er her dagens opfordring til at overveje et generelt spørgsmål: Hvor meget dansk politik kan ses som forsøg på at levere en ydelse eller service for andre folks penge?</p>
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		<item>
		<title>Danmarkshistoriens mest frihedsfjendske politiske beslutninger?</title>
		<link>http://punditokraterne.dk/2011/02/03/danmarkshistoriens-mest-frihedsfjendske-politiske-beslutninger/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=danmarkshistoriens-mest-frihedsfjendske-politiske-beslutninger</link>
		<comments>http://punditokraterne.dk/2011/02/03/danmarkshistoriens-mest-frihedsfjendske-politiske-beslutninger/#comments</comments>
		<pubDate>Thu, 03 Feb 2011 09:03:42 +0000</pubDate>
		<dc:creator>Peter Kurrild-Klitgaard</dc:creator>
				<category><![CDATA[Peter Kurrild-Klitgaard]]></category>
		<category><![CDATA[Danmark]]></category>
		<category><![CDATA[ejendomsret]]></category>
		<category><![CDATA[krig]]></category>
		<category><![CDATA[liberalisme]]></category>
		<category><![CDATA[politik]]></category>
		<category><![CDATA[skat]]></category>
		<category><![CDATA[velfærdsstat]]></category>

		<guid isPermaLink="false">http://punditokraterne.dk/?p=5993</guid>
		<description><![CDATA[Jeg kom fornylig&#8211;efter VK-regeringens &#8220;skattereform&#8221;&#8211;til at tænke på, hvilke politikker eller politiske beslutninger i Danmarkshistorien, der monstro ville kunne kaldes de &#8220;værste&#8221;?  Altså set fra et borgerligt-liberalt, frihedsorienteret perspektiv. Der er jo så mange at vælge imellem, men her kommer nogle af mine bud, i en næsten ikke-prioriteret rækkefølge (og uden konkret argumentation&#8211;den må læserne tænke [...]]]></description>
			<content:encoded><![CDATA[<p>Jeg kom fornylig&#8211;efter VK-regeringens &#8220;skattereform&#8221;&#8211;til at tænke på, hvilke politikker eller politiske beslutninger i Danmarkshistorien, der monstro ville kunne kaldes de &#8220;værste&#8221;?  Altså set fra et borgerligt-liberalt, frihedsorienteret perspektiv. Der er jo så mange at vælge imellem, men her kommer nogle af mine bud, i en næsten ikke-prioriteret rækkefølge (og uden konkret argumentation&#8211;den må læserne tænke sig til):</p>
<ol>
<li>Indkomstskatten (1903)</li>
<li>Formueskatten (1903)</li>
<li>Afskaffelsen af Landstinget (1953)</li>
<li>Kildeskatten (1970)<img class="alignright" title="VKR" src="http://www.stm.dk/multimedia/Baunsgaard5.jpg" alt="" width="198" height="268" /><img class="alignright" title="Zahle" src="http://www.stm.dk/multimedia/Zahle__II_b1.jpg" alt="" width="190" height="260" /></li>
<li>Planlovene (1970)</li>
<li>Skattereformen (2009)</li>
<li><span id="more-5993"></span>Ratifikation af EU’s Lissabon-traktat (”Reformtraktaten”) (2008)</li>
<li>Indførelse af forholdstalsvalg og partilister (1915)</li>
<li>Lensafløsningen (1919)</li>
<li>Krigserklæring mod Sverige (1657)</li>
<li>Dansk deltagelse i Kejser-krigen (1625)</li>
<li>Behovsuafhængig Folkepension (1956)</li>
<li>Efterløn (1979)</li>
<li>Novemberforfatningen (1863)</li>
<li>Kartoffelkuren (1986)</li>
<li>Kanslergade-forliget (1933)</li>
<li>Væltning af Madsen-Mygdal (1929)</li>
<li>EF&#8217;s &#8220;Indre Marked&#8221;-pakke (1986)</li>
</ol>
<p>Nu er bolden givet op til læserne. Hvad er Jeres bud på, hvad der måtte mangle af virkeligt frihedsfjendtlige politikker?</p>
<p style="text-align: center;"><img class="aligncenter" title="Buhls samlingsregering" src="http://www.stm.dk/multimedia/Buhl_II2.jpg" alt="" width="369" height="489" /></p>
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		<item>
		<title>Troels Lund Poulsen om velfærdsstaten</title>
		<link>http://punditokraterne.dk/2011/01/31/troels-lund-poulsen-om-velf%c3%a6rdsstaten/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=troels-lund-poulsen-om-velf%25c3%25a6rdsstaten</link>
		<comments>http://punditokraterne.dk/2011/01/31/troels-lund-poulsen-om-velf%c3%a6rdsstaten/#comments</comments>
		<pubDate>Mon, 31 Jan 2011 08:05:43 +0000</pubDate>
		<dc:creator>Peter Kurrild-Klitgaard</dc:creator>
				<category><![CDATA[Peter Kurrild-Klitgaard]]></category>
		<category><![CDATA[skat]]></category>
		<category><![CDATA[Troels Lund Poulsen]]></category>
		<category><![CDATA[velfærdsstat]]></category>
		<category><![CDATA[Venstre]]></category>

		<guid isPermaLink="false">http://punditokraterne.dk/?p=5990</guid>
		<description><![CDATA[Man skal høre meget &#8230; »Venstre står vagt om de universelle velfærdsydelser som børnecheck, SU og boligsikring. Hvis man vil rulle velfærdssamfundet 40-50 år tilbage til dengang man kun lavede behovsorienterede ydelser, så underminerer det tilliden til det velfærdssamfund, som vi alle vil bevare. Så ryger opbakningen til at betale skat,« siger Venstres skatteminister Troels [...]]]></description>
			<content:encoded><![CDATA[<p>Man skal <a href="http://www.b.dk/politiko/fremtidens-velfaerd-splitter-v-og-k">høre </a>meget &#8230;</p>
<blockquote><p>»Venstre står vagt om de universelle velfærdsydelser som børnecheck, SU og boligsikring.<em> Hvis man vil rulle velfærdssamfundet 40-50 år tilbage til dengang man kun lavede behovsorienterede ydelser, så underminerer det tilliden til det velfærdssamfund, som vi alle vil bevare. Så ryger opbakningen til at betale skat</em>,« siger Venstres skatteminister Troels Lund Poulsen, der kalder hele diskussionen »forfejlet«.</p></blockquote>
<p><em>Update</em>: Jeg gav dd. skatteministeren <a href="http://www.b.dk/groft-sagt/venstre-puddelen-staar-vagt">nogle ord</a> med på vejen.</p>
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		<item>
		<title>Driver iværksættere produktivitetsfremskridt?</title>
		<link>http://punditokraterne.dk/2010/10/03/driver-iv%c3%a6rks%c3%a6ttere-produktivitetsfremskridt/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=driver-iv%25c3%25a6rks%25c3%25a6ttere-produktivitetsfremskridt</link>
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		<pubDate>Sun, 03 Oct 2010 12:05:29 +0000</pubDate>
		<dc:creator>bjoernskov</dc:creator>
				<category><![CDATA[Bjørnskov]]></category>
		<category><![CDATA[iværksættere]]></category>
		<category><![CDATA[produktivitet]]></category>
		<category><![CDATA[velfærdsstat]]></category>

		<guid isPermaLink="false">http://punditokraterne.dk/?p=5692</guid>
		<description><![CDATA[For tre år siden gjorde Nicolai Foss og jeg et stykke forskning færdigt for Cepos. Papiret, der blev forsøgt latterliggjort af Erhvervsministeriet, viste at velfærdsstatsforhold tydeligvis underminerer folks incitamenter til at blive iværksættere. Det blev året efter publiceret i det videnskabelige tidsskrift Public Choice – et faktum jeg har hygget mig fint med, efter at [...]]]></description>
			<content:encoded><![CDATA[<p>For tre år siden gjorde Nicolai Foss og jeg et stykke forskning færdigt for Cepos. Papiret, der blev forsøgt latterliggjort af Erhvervsministeriet, viste at velfærdsstatsforhold tydeligvis underminerer folks incitamenter til at blive iværksættere. Det blev året efter publiceret i det videnskabelige tidsskrift <em><a href="http://www.springerlink.com/content/x23551825v555052/">Public Choice</a></em> – et faktum jeg har hygget mig fint med, efter at være skreget ud som en elfenbenstårnsforsker og andet af Bendt Bendtsens lakajer.</p>
<p>Nu er Nicolai og jeg vendt tilbage til emnet og har spurgt os selv, om iværksætteraktivitet så har de konsekvenser, vi håber på. Teoretisk burde en større mængde af iværksættere en mere dynamisk, økonomisk udvikling. En væsentlig konsekvens af det ville være, at lande med mere aktivitet burde være klart mere produktive end lande med mindre aktivitet. Vi har sammenlignelige data fra 25 lande, arrangeret i seks femårs-perioder, for både mængden af iværksættere og total faktorproduktivitet.</p>
<p>Og der er ingen overraskelser i hovedhistorien! Svaret er ja, større iværksætteraktivitet fører til større produktivitet, og dermed i sidste ende større velstand. Vores resultater viser også, at afkastet af den marginale iværksætteraktivitet er større, jo højere skatter og større direkte offentlig intervention, der er i økonomien. Nicolai og jeg mener ikke, at det er overraskende – det vides fra tidligere studier, at disse forhold ødelægger meget aktivitet, så den der er tilbage, må nødvendigvis være ekstra produktiv. Alt i alt er det ikke just gode nyheder for tilhængere af velfærdsstaten (dvs. 95% af alle danske politikere). Hele papiret kan downloades i konferenceudgave <a href="http://papers.ssrn.com/sol3/papers.cfm?abstract_id=1683965">her</a>.</p>
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		<item>
		<title>Rød stues yndlingsforslag – hvad siger svenske erfaringer?</title>
		<link>http://punditokraterne.dk/2010/07/03/r%c3%b8d-stues-yndlingsforslag-%e2%80%93-hvad-siger-svenske-erfaringer/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=r%25c3%25b8d-stues-yndlingsforslag-%25e2%2580%2593-hvad-siger-svenske-erfaringer</link>
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		<pubDate>Sat, 03 Jul 2010 11:55:58 +0000</pubDate>
		<dc:creator>bjoernskov</dc:creator>
				<category><![CDATA[Bjørnskov]]></category>
		<category><![CDATA[velfærdsstat]]></category>
		<category><![CDATA[økonomi]]></category>

		<guid isPermaLink="false">http://punditokraterne.dk/?p=5489</guid>
		<description><![CDATA[Thorning-Søvndal-holdet er for længst begyndt at føre valgkamp, også selvom især Thorning på det sidste har fået flere ridser i lakken. Men fraset den personlige troværdighed – vil de det os godt? – er der spørgsmålet om deres evner – har de forstået problemerne? Det sidste spørgsmål kan man ofte stille til politikere, og som [...]]]></description>
			<content:encoded><![CDATA[<p>Thorning-Søvndal-holdet er for længst begyndt at føre valgkamp, også selvom især Thorning på det sidste har fået flere ridser i lakken. Men fraset den personlige troværdighed – vil de det os godt? – er der spørgsmålet om deres evner – har de forstået problemerne? Det sidste spørgsmål kan man ofte stille til politikere, og som oftest med dybt deprimerende resultater. Man sidder ofte med det indtryk, at politikeres stærkeste incitamenter tilsiger, at de <em>ikke</em> skal forstå de problemstillinger, de lovgiver om. Hvis de forstod dem, kunne de ikke <em>ærligt</em> foreslå de lette løsninger, politik drejer sig om.</p>
<p>Og dermed til sagens kerne: Rød stues ide om, at hvis de kommer til magten, skal kommunerne nok få væsentligt flere penge. Hele grundlaget for ideen er, at man enten oprigtigt mener eller ønsker at bilde vælgerne ind, at de flere penge til kommunerne giver mere ’velfærd’: Man kan ansætte flere skolelærere, pædagoger, hjemmehjælpere osv. Men er det virkelig det der sker, når man giver kommunerne flere penge?</p>
<p>Jeg kender ikke til nogen gode, danske studier, men på den anden side af Øresund har de set grundigt på sagerne. Matz Dahlberg, Heléne Lundqvist og Eva Mörk (læs <a href="http://www.ifau.se/upload/pdf/se/2008/wp08-17.pdf">her</a>; hattip til <a href="http://nonicoclolasos.wordpress.com/">Niclas Berggren</a>) har konkret set på, hvad øgede statslige overførsler til de svenske kommuner har gjort mellem 1996 og 2004. Købte man øget velfærd? Svaret er nej. Det eneste klare resultat, Dahlberg, Lundqvist og Mörk finder, er at kommunerne brugte pengene til at ansætte flere medarbejdere i administrationen! Der var ingen resultater at finde, når de så på ansættelser i vuggestuer, børnehaver, skoler eller ældrepleje. Så medmindre Sverige og svenske lokalpolitikere er meget anderledes end Danmark vil man forvente, at Thorning-Søvndal-forslaget blot øger den administrative byrde på borgerne. Men givet at de fleste af den slags folk stemmer på S-SF, er det måske en bagtanke?</p>
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		<title>Andreas Bergh om den svenske velfærdsstat</title>
		<link>http://punditokraterne.dk/2010/05/22/andreas-bergh-om-den-svenske-velf%c3%a6rdsstat/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=andreas-bergh-om-den-svenske-velf%25c3%25a6rdsstat</link>
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		<pubDate>Sat, 22 May 2010 12:15:25 +0000</pubDate>
		<dc:creator>bjoernskov</dc:creator>
				<category><![CDATA[Bjørnskov]]></category>
		<category><![CDATA[Bergh]]></category>
		<category><![CDATA[velfærdsstat]]></category>

		<guid isPermaLink="false">http://punditokraterne.dk/?p=5385</guid>
		<description><![CDATA[Min ven Andreas Bergh, som pt. holder en delt stilling mellem Lunds Universitet og Ratio Instituttet i Stockholm, har fået nogle vinde til at blæse blandt højre orienterede amerikanske bloggers. Grunden er hans korte interview på Reason TV, hvor han piller en række myter fra hinanden. Interviewet er stærkt anbefalelsesværdigt, og kan ses her. God [...]]]></description>
			<content:encoded><![CDATA[<p>Min ven Andreas Bergh, som pt. holder en delt stilling mellem <a href="http://www.nek.lu.se/nekabe/">Lunds Universitet</a> og <a href="http://www.ratio.se/">Ratio Instituttet</a> i Stockholm, har fået nogle vinde til at blæse blandt højre orienterede amerikanske bloggers. Grunden er hans korte interview på Reason TV, hvor han piller en række myter fra hinanden. Interviewet er stærkt anbefalelsesværdigt, og kan ses <a href="http://reason.tv/video/show/andreas-bergh-inteview">her</a>. God fornøjelse!</p>
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