いつもながら、権丈善一教授の新著『ちょっと気になる政策思想』は、おもしろかったね。供給に着目する右側の経済学、需要に焦点を当てる左側の経済学、どちらを選ぶかかで、必然的に社会保障の見方は決まってしまう。むろん、右なら生産力を増強する障害になり、左なら成長を引き出すために不可欠となる。もし、それほど思想の上で重要なら、左右の「正しさ」のほどを知りたくなるのが人情だろう。今回は、ここに焦点を当てて考えてみたい。
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「成熟した経済では需要が不足するのであり、社会保障による再分配を通じて消費を補うことは、健全な成長に貢献する」という見方は、極めて良識的だ。正否を離れて、より良い安定的な世の中に資する。政策としては、これをベースに、設備投資が阻害されぬようマクロ管理を行うのが無理のないやり方だ。これが逆だと、政治的軋轢が生じやすく、経済運営の舵取りも厄介なものになる。
とは言え、この手の議論の「消費不足」という見解は、ケインズ以来のものであるにせよ、実証的には、「正しい」と言えない。ケインジアンは、ここを直視しないと、右からの余計な「つっこみ」を食らう。下図は、名目GDPに占める消費の割合を示したもので、民間消費+政府消費を「総消費」としている。民間消費に段差があるのは、SNAの仕分けの変更による。一目で分かるように、消費率は、好況だと低く、不況だと高くなる。
つまり、消費は、相対的に、好況時に少なく、不況時に多くなるということだ。これは、「ラチェット効果」として知られるもので、好不況で設備投資が大きく変動するのに比し、消費が安定的なために生じる。それゆえ、設備投資は、景気の原動力ともされるわけだ。消費率は、経済の成熟に従って減ったりせず、循環的に推移してきた。戦後の国民経済計算の整備によって分かった成果である。
すると、不況で足りない需要は何かと言えば、設備投資でしかない。不況とは、金利も賃金も十分に低く、投資収益が見込めるのに、それでも投資しないという、経営者の不合理な行動の帰結だ。利益追求に勤しむはずの経営者が、なぜか収益の機会を捨ててしまう。ケインジアンは、この謎を説明しないといけない。ケインズ先生の流動性選好とは、「消費よりカネ」ではなしに、「投資よりカネ」を望むことの問題なのである。
(図)
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)
………
経営者がビビッて十分に投資しないのは、需要リスクがあるためだ。これは、生身の経営者にとっては、常識に属する類だが、右側の経済学は、頑として認めない。これを認めると、自由に任せれば、利益最大化を目指し、資金や人材がムダなく使われるという、思想の根幹が揺らいでしまい、自由の制限を認めざるを得なくなるからだ。そんな都合の悪い事実には、目を遣らないに限る。その意味で、経済学は、科学でなく、思想である。
一方、ケインジアンは、政府の介入の必要性を認めるものの、理由付けが心許ない。リスクがどんな形態かを明確に説明すべきである。右側の経済学は、リスクについて、期待値が得られるような形態であるとし、取り得るものと主張する。これに対して、リスクはベキ分布に近く、平均も分散も意味をなさないと応酬すべきだ。権丈教授は、エルゴード性を指摘しているが、ベキ分布に近いと、観測による帰納的なリスクの推定は役に立たない。
経済の不合理の元は、需要リスクにあるので、これを安定させれば、不況から脱することができる。もっとも、その需要は、再分配がもたらす消費に限られるわけではない。持続性や健全性を別にすれば、需要は、輸出でも、住宅投資でも、公共事業でも構わない。軍備拡張や資産バブルだって、その役割を果たせる。「社会保障で成長を」という説には、それが唯一の道ではないという点で、論理の飛躍がある。
問題が複雑なのは、右側の経済学でも、ある程度、需要管理ができることだ。金融緩和をすると、自分が住むという需要があるゆえにリスクのない住宅投資が盛り上がり、自国通貨安によって輸出が増加する。直接、低金利が設備投資に効くわけではないことがポイントだ。困るのは、住宅ブームの後、この経路が潰れていたり、どの国も自国通貨安を望んでいたりする場合だ。まさに、リーマン後は、そういう状況だった。
………
むろん、そうした不幸は偶然の産物ではない。金融緩和と緊縮財政を組み合わせ、バブルを作り、短期的に大きな利益を得た結果である。右側の経済学が廃れないのは、この政策を望む人々に、強く支持されるからである。結局、膨張させた負債は、金融危機を経て、政府に押し付けることに成功したものの、あまりの都合の良さが民衆の怒りを買い、右側の経済学ともども、信用は地に堕ちてしまった。
そこで、左側のケインズ先生の復活と相なる。正直、理論は古いままだから、カネをかけて空論を磨いてきた右側とは段違いの差がある。政策的にも、財政赤字という負債の管理方法の答を出してない。だから、左側に居ると思しき権丈教授が、消費増税については財政タカ派のように見えたりする。そして、社会保障が需要を補う唯一の方法でないとすると、経済における役割は、一体、何になるのか。もう長くなったから、続きは次回としよう。
(今日までの日経)
ドル不足 調達金利上昇。損益分岐点比率70%下回る。カナダも車数量規制。日銀短観・設備投資の意欲は衰えず。
………
「成熟した経済では需要が不足するのであり、社会保障による再分配を通じて消費を補うことは、健全な成長に貢献する」という見方は、極めて良識的だ。正否を離れて、より良い安定的な世の中に資する。政策としては、これをベースに、設備投資が阻害されぬようマクロ管理を行うのが無理のないやり方だ。これが逆だと、政治的軋轢が生じやすく、経済運営の舵取りも厄介なものになる。
とは言え、この手の議論の「消費不足」という見解は、ケインズ以来のものであるにせよ、実証的には、「正しい」と言えない。ケインジアンは、ここを直視しないと、右からの余計な「つっこみ」を食らう。下図は、名目GDPに占める消費の割合を示したもので、民間消費+政府消費を「総消費」としている。民間消費に段差があるのは、SNAの仕分けの変更による。一目で分かるように、消費率は、好況だと低く、不況だと高くなる。
つまり、消費は、相対的に、好況時に少なく、不況時に多くなるということだ。これは、「ラチェット効果」として知られるもので、好不況で設備投資が大きく変動するのに比し、消費が安定的なために生じる。それゆえ、設備投資は、景気の原動力ともされるわけだ。消費率は、経済の成熟に従って減ったりせず、循環的に推移してきた。戦後の国民経済計算の整備によって分かった成果である。
すると、不況で足りない需要は何かと言えば、設備投資でしかない。不況とは、金利も賃金も十分に低く、投資収益が見込めるのに、それでも投資しないという、経営者の不合理な行動の帰結だ。利益追求に勤しむはずの経営者が、なぜか収益の機会を捨ててしまう。ケインジアンは、この謎を説明しないといけない。ケインズ先生の流動性選好とは、「消費よりカネ」ではなしに、「投資よりカネ」を望むことの問題なのである。
(図)
………
経営者がビビッて十分に投資しないのは、需要リスクがあるためだ。これは、生身の経営者にとっては、常識に属する類だが、右側の経済学は、頑として認めない。これを認めると、自由に任せれば、利益最大化を目指し、資金や人材がムダなく使われるという、思想の根幹が揺らいでしまい、自由の制限を認めざるを得なくなるからだ。そんな都合の悪い事実には、目を遣らないに限る。その意味で、経済学は、科学でなく、思想である。
一方、ケインジアンは、政府の介入の必要性を認めるものの、理由付けが心許ない。リスクがどんな形態かを明確に説明すべきである。右側の経済学は、リスクについて、期待値が得られるような形態であるとし、取り得るものと主張する。これに対して、リスクはベキ分布に近く、平均も分散も意味をなさないと応酬すべきだ。権丈教授は、エルゴード性を指摘しているが、ベキ分布に近いと、観測による帰納的なリスクの推定は役に立たない。
経済の不合理の元は、需要リスクにあるので、これを安定させれば、不況から脱することができる。もっとも、その需要は、再分配がもたらす消費に限られるわけではない。持続性や健全性を別にすれば、需要は、輸出でも、住宅投資でも、公共事業でも構わない。軍備拡張や資産バブルだって、その役割を果たせる。「社会保障で成長を」という説には、それが唯一の道ではないという点で、論理の飛躍がある。
問題が複雑なのは、右側の経済学でも、ある程度、需要管理ができることだ。金融緩和をすると、自分が住むという需要があるゆえにリスクのない住宅投資が盛り上がり、自国通貨安によって輸出が増加する。直接、低金利が設備投資に効くわけではないことがポイントだ。困るのは、住宅ブームの後、この経路が潰れていたり、どの国も自国通貨安を望んでいたりする場合だ。まさに、リーマン後は、そういう状況だった。
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むろん、そうした不幸は偶然の産物ではない。金融緩和と緊縮財政を組み合わせ、バブルを作り、短期的に大きな利益を得た結果である。右側の経済学が廃れないのは、この政策を望む人々に、強く支持されるからである。結局、膨張させた負債は、金融危機を経て、政府に押し付けることに成功したものの、あまりの都合の良さが民衆の怒りを買い、右側の経済学ともども、信用は地に堕ちてしまった。
そこで、左側のケインズ先生の復活と相なる。正直、理論は古いままだから、カネをかけて空論を磨いてきた右側とは段違いの差がある。政策的にも、財政赤字という負債の管理方法の答を出してない。だから、左側に居ると思しき権丈教授が、消費増税については財政タカ派のように見えたりする。そして、社会保障が需要を補う唯一の方法でないとすると、経済における役割は、一体、何になるのか。もう長くなったから、続きは次回としよう。
(今日までの日経)
ドル不足 調達金利上昇。損益分岐点比率70%下回る。カナダも車数量規制。日銀短観・設備投資の意欲は衰えず。