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AN00234610-20151001-0045.pdf
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Download
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:320.9 KB
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| Last updated |
:Oct 28, 2021 |
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Total downloads since Oct 28, 2021 : 1451
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| Title |
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顕示選好理論とスルツキー行列
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| Kana |
ケンジ センコウ リロン ト スルツキー ギョウレツ
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| Romanization |
Kenji senko riron to Surutsuki gyoretsu
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| Title |
Revealed preference theory and the Slutsky matrix
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| Creator |
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細矢, 祐誉
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ホソヤ, ユウキ
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Hosoya, Yuki
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| Affiliation |
関東学院大学経済学部
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| Affiliation (Translated) |
College of Economics, Kanto Gakuin University
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慶應義塾経済学会
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| Kana |
ケイオウ ギジュク ケイザイ ガッカイ
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| Romanization |
Keio gijuku keizai gakkai
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2015
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三田学会雑誌
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| Name (Translated) |
Mita journal of economics
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| Volume |
108
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3
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2015
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10
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| Start page |
521(45)
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536(60)
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| Abstract |
本稿では, 連続微分可能な需要関数について, スルツキー行列の半負値定符号性および対称性と, 顕示選好の強公理が同値であることを示す。このために, まずはシェパードの補題と呼ばれる偏微分方程式の解の存在定理を示し, そこから具体的に効用関数を導く。
In this paper, we prove that for any continuously differentiable demand function, the strong axiom of the revealed preference is equivalent to the negative semi-definiteness and symmetry of the Slutsly matrix. To show this, we first prove the existence theorem on a partial differential equation called Shephard's lemma, and then lead a utility function concretely.
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| History |
| Oct 3, 2016 | | Modified; Free Keywords, Abstract, Edition, Document File. |
| Aug 3, 2018 | | 著者 著者ID を変更 |
| Oct 28, 2021 | | JaLCDOI を変更 |
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