齋藤潤の経済バーズアイ
2014年9月16日 長期停滞論は日本に当てはまるか
![日本経済研究センター研究顧問 齋藤潤](data:image/jpeg;base64,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)
【長期停滞とは】
長期停滞論(secular stagnation)という言葉は、1930年代に米国の経済学者アルヴィン・ハンセンが使ったものです。彼は米国の成長力が落ちることを予想してこの言葉を使いましたが、多くの批判を受け、また第2次世界大戦後には好景気が実現したことによって、その後長いこと忘れられることになりました。
ところが、この言葉は、ハーバード大学のローレンス・サマーズ教授が2013年11月の国際通貨基金(IMF)での会議の席上使ったことで注目をされ、今や、先進工業国が直面する困難を理解する上でのキーワードとなっているのです。
初めて聞くと、「長期停滞」と言う言葉が使われることについては違和感を覚えるかもしれません。米国経済が2000年代末の世界金融・経済危機からようやく立ち直って、景気回復も順調に進みつつあり、QE3の巻き戻し(テーパリング)が着々と進展するとともに、利上げも日程に上っているような状況にあるからです。
Summers(2014) によると、長期停滞というのは、次のような特徴を有する経済状態のことです。
第1に、深刻な経済危機や金融危機の影響を受けて、潜在GDP(国内総生産)のパスが大きく下方屈折していることです。その結果、危機後に現実のGDPが順調に回復し、潜在GDPとのギャップを縮小させているように見えても、危機がなかった場合の潜在GDPに比べると、実は水準も成長率も低いままに止まっていることになります。
第2に、金融政策の有効性が失われていることです。危機の結果、貯蓄行動や投資行動が大きく変化し、両者の間の均衡は、マイナスの実質金利でしか実現できないような状態になっていることです(マイナスの自然利子率)。これは、プリンストン大学のポール・クルーグマン教授も強調していた、ケインズの「流動性の罠」の状態にあると言い換えることもできます。このような状態では、政策金利をゼロにしても均衡が回復されず、金融政策はその限界に直面することになります。
第3に、こうした結果、市場メカニズムに委ねていたのでは、危機前の潜在GDPの水準には戻ることはないことです。何らかの方法で、潜在GDPを引き上げない限り、相当額のGDPが永遠に失われることになってしまいます。
長期停滞の以上のような特徴は、基本的には最近における米国経済のパフォーマンスから抽出されています。しかし、日本の事例も、米国に先駆けること約20年前に同じような経験をしているとして引用されています。本稿では、以上のような長期停滞の議論が、どの程度日本に当てはまるのかを考えてみたいと思います。
【潜在GDPのパスは下方屈折したか】
まず第1に、潜在GDPのパスが下方屈折したかどうかです。第1図では、日本の潜在GDPと現実のGDPのパスを示しています。これを見ると、一般的には、現実GDPが潜在GDPに収斂する傾向があることが分かります。同時に、1990年代半ば以降になると、現実GDPが潜在GDPに収斂するのに時間がかかっており、一言で言えば「供給超過」の状況が長期にわたっていることが分かります。デフレの背景にあるのもこうした事情であると考えられます。
※図表をクリックしていただくと、拡大してご覧いただけます。
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)
加えて、本稿のコンテクストで重要なのは、潜在GDPのパスが、バブル崩壊後にあたる1990年代初頭に、そして程度はより小さいにしても、世界金融・経済危機後の2000年代末に下方屈折を示していることです。潜在成長率は、1990年代初頭の4%程度から2000年代半ばにかけて1%程度に、それがさらに2020年代にかけて0.5%程度にまで低下していると試算されます。
これを見ると、危機があるたびに潜在GDPのパスが下方屈折しているように見えます。あたかも長期停滞論が当てはまるかのようです。しかし、この背後にあるメカニズムは、長期停滞論が想定しているものとは違うように考えられます。
長期停滞論が想定しているのは、「ヒステリシス」(履歴効果)です。ヒステリシス説は、かつて欧州の高失業状態を説明するのに盛んに用いられたもので、危機などによってもたらされた総需要の大幅な落ち込みが潜在GDPの低下を引き起こし、危機による落ち込みが継続的な影響を残してしまうような状態のことを言います。その経路として、Ball, DeLong, and Summers (2014) では、①失業の長期化、②設備投資の削減、③新規開業、研究開発、新ビジネスモデルの落ち込み、などを挙げています。
しかし、日本の場合には、この時期に人口動態の大きな変化があったことが大きかったように思います。特に生産年齢人口が1997年にピークを迎え、それ以降減少に転じていることは潜在GDPの低下要因になっているはずです。また、こうした変化もあって、これまで日本経済の成長に貢献してきた経済システムがうまく機能しなくなったという事情もあると思います(この点はさらに後述します)。例えば、この時期、確かに②や③に相当する現象が起きてはいますが、それは雇用システム、金融システムの問題と捉えることができるように思います。
また、①のような長期失業の問題も、これまでは大きな問題にはなってきていません。ただし、失業の長期化は起きていなくても、雇用の非正規化が進展しており、いったん非正規化してしまうと、意思に反してそれに止まらざるを得ないような状況にあるという事実もあります。これが潜在GDPを引き下げている可能性があることには注意を要すると思います。
【自然利子率はマイナスか】
第2に、自然利子率がマイナスになっているかどうかです。確かに、日本では、米国よりも早い時期に短期金利はゼロになっています。第2図でもわかるように、コールレートは、1990年代末以降のほとんどの期間においてゼロとなっていますが、これは、日銀が、1999年~2000年はゼロ金利政策を、また2001年~2006年は量的緩和政策を採用したことの結果です。こうしたことを背景に、長期金利も低下し、1990年代末以降、2%を下回る状態が続いています。
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このような低金利状態であったにもかかわらず、この時期にはデフレも進行していたため、実質金利がマイナスになることは基本的にはなかったと考えられます。民間設備投資も必ずしも活発ではなかったことと考え併せると、自然利子率がマイナスになっていた可能性は否定できないように思います。
自然利子率がマイナスになっている可能性は、先ほども触れた人口動態からもうかがわれます。第3図でも分かるように、人口増加率は、1950年代に入って2%を切った後、1970年代後半に1%も切りましたが、さらに1980年代後半には0.5%に、1990年代後半には0.2%にまで低下し、ついに2011年以降はマイナスに転じています。重複世代モデルに基づく経済成長論によれば、自然利子率は人口増加率の増加関数であることが導かれます。これによれば、日本の自然利子率はこの間に低下を示し、場合によってはマイナスになっている可能性も十分にあることになります。
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【金融政策の有効性は失われたか】
第3に、金融政策の有効性は失われているかどうかです。確かに金融政策は大きな困難に直面していることは否定できません。しかし、だからといってマクロ経済に影響を及ぼすことが全くできないと言うわけではありません。確かに政策金利がゼロになってしまっているので、金利政策だけでマクロ経済を刺激することは困難です。しかし、現在、多くの中央銀行が実施しているように、フォワードガイダンスと組み合わせて、インフレ期待を引き上げることができれば、マイナスの実質金利を実現することは可能かもしれません。
さらに、これ以外にも、金融政策がマクロ経済に影響を及ぼし得るチャネルがあります。一つは、ポートフォリオ・リバランシング・チャネルであり、もう一つは為替レート・チャネルです。いずれも、現在実施されている非伝統的な金融政策の重要なトランスミッション・メカニズム(伝播経路)です。なお、Ball, DeLong, and Summers(2014)は、量的緩和の効果のような「複雑で、議論が収束していない問題についてはポジションを取らない」としています。
このうち、ポートフォリオ・リバランシング・チャネルは、中央銀行がバランスシートを拡大することによって、市中におけるポートフォリオ・リバランシング(資産保有の見直し)を促すことを目的にしています。これによって資産価格を引き上げ、総需要を刺激することを期待しているわけですが、これは反面、資産バブルを発生させるリスクがあります。これによって総需要を刺激することはできるかもしれませんが、バブルの後片づけのために大きなコストを負担しなければならなくなることを考えると、この効果だけに頼ることには注意を要するように思います(実際、現在の米国や一部の欧州諸国における不動産価格の上昇にはバブルの可能性があるように思います)。
また、為替レート・チャネルは、デフレに歯止めをかけつつある日本経済の最近の状況において、大きな力となったことは疑いがありません。為替レート・チャネルは、ゼロ金利下における金融政策のトランスミッション・メカニズムとして無視できないものと思われます。
もっとも、ここで注意しなければならないのは、日本において為替レート・チャネルがもたらした円安効果が、輸出数量の増加を伴うことなくもたらされていることです。これは、為替変動の影響が輸出相手国通貨建ての価格に反映される割合、いわゆる為替転嫁率がゼロに近いところまで低下しているために、円安の効果が輸出相手国通貨建て価格の引き下げを通してではなく、基本的には円建て価格の上昇によってもたらされているからです。このため、円安が、輸出数量の増加という直接的な形で総需要を増加させる効果はもたらしてはいません。
では円建て価格の上昇によってもたらされた企業収益が設備投資を刺激しているかというと、この効果もあまり強いもののようには見えません。企業は、設備投資をするよりは、内部留保の増加を選択する傾向の方が強いように思われます。
そうなると、残るのは、企業収益の改善が賃金や雇用の増加をもたらす効果です。2012年末以降の民間消費の堅調さの背景には、確かにこうした賃金や雇用の増加が起きるとの期待があったと考えられます。今後注目されるのは、こうした期待が裏切られることなく実現されるかどうかですが、それについてはまだ予断を許さないように思います。
いずれにしても、日本においては、他のチャネルよりは、為替レート・チャネルを中心に、金融政策が効果を有している可能性が高いように思われます。
【財政拡張政策は有効か】
以上のような状態によって定義される長期停滞においては、どのような政策が求められるのでしょうか。Summers (2014) やBall, DeLong, and Summers (2014)では、有効性を失った金融政策に代わって、財政政策が有効であると主張されています。
欧米諸国では、長いこと、財政政策は中期的な枠組みで運営されるべきで、裁量的に運営されるべきではないという考え方が支配的でした。しかし、そうした考え方を一挙に転換させたのが、2000年代末に起こった世界的な金融・経済危機です。これを契機に、「ケインズの復権」が見られ、欧米諸国も裁量的な財政政策を採用することになりました。
財政拡張政策によって経済を刺激したとしても、ゼロ金利下では、金利上昇がもたらされることによって、民間投資のクラウディングアウトが起こる心配はありません。また、ゼロ金利政策の下で期待インフレ率の上昇を引き起こすことができれば、それはそのまま実質金利の低下につながることにもなります。こうしたことが財政拡張政策の根拠として挙げられています。
財政拡張政策の有効性は、欧米諸国の経験でも、また日本における経験でも、否定することはできないと思います。ただし、Summers (2014) やBall, DeLong, and Summers (2014)では、経済を刺激し、実質GDPを引き上げることができれば、ヒステリシスを相殺し、潜在GDPを引き上げることができる。そうなれば、財政支出の増加分以上の財政収入を得ることもできる(財政拡張政策は自己ファイナンスする)と主張されています。しかし、そのようなwin-win gameになるのかどうかは、実証分析を深めることで確認するほかはありません。
さらにSummers (2014) やBall, DeLong, and Summers (2014)では、財政拡張政策のこうした効果を根拠に、こうした時期に財政再建を追求することについては、むしろ逆効果をもたらす政策だとして、否定的です。しかし、米国についてならまだしも、日本にまでこの見方が当てはまるとすることは、現在の財状事情が抱えるリスクを過小評価しているように思います。
【潜在成長率低下の基本的要因】
特にここで指摘しておかなければならないのは、長期停滞論には「構造的」な視点が見られないことです。財政拡張が仮に実現したとしても、これによって現実GDPが増加し、潜在GDPが増加するほど、日本の事情は簡単ではないのではないでしょうか。それは、最初の方でも触れたように、現在の潜在成長率の低下の背景には、日本の経済システムが、前提条件と整合的ではなくなり、経済成長に向けたインセンティブを経済主体に提供できなくなっていることが根本的な問題となっている可能性が高いと考えられるからです。
高度成長期に比べると、日本経済を取り巻く経済環境は大きく変わりました。人口動態の変化(若年人口中心の人口増加から高齢化を伴った人口減少へ)、競争の激化(先進国との競争から新興国・途上国との競争へ)、イノベーションの急速化(海外技術の輸入、プロセス・イノベーションから、最先端技術の開発、プロダクト・イノベーションへ)といった変化は、高度成長期までうまく機能していた経済システムに制度疲労をもたらしています。終身雇用や年功型賃金を基本とする雇用システムは、正規雇用と併存する形での非正規雇用の拡大といった形で大きく歪んできています。メインバンクを中心とした金融システムも、家計の預金重視が引き続き強い中で、大企業が銀行離れを起こしているために、リスクマネーの欠如やコーポレート・ガバナンスの空白といった問題が生じてきています。
このように考えると、経済システムを新しい前提条件に適合するように見直すことがない限り、財政政策だけで潜在GDPが引き上げられることはないように思います。ここでもやはり、経済システムの見直しということが成長戦略の基本に据えられることの重要性が再確認できるように思います。
(参考文献)
Lawrence H. Summers (2014), "U.S. Economic Prospects: Secular Stagnation, Hysteresis and the Zero Lower Bound," Business Economics, National Association for Business Economics, Vol. 49, No. 2.
Laurence Ball, Brad DeLong, and Larry Summers (2014), "Fiscal Policy and Full Employment," Full Employment, Center on Budget and Policy Priorities, April 2.
(2014年9月16日)
(日本経済研究センター研究顧問)
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