長期存続企業の家訓にかんする準備的な研究
19
0
0
全文
(2) ９ ２ ０ ０５pp.７３
(3) ９ ２０ ０５. ISSN １３４ ３０６ ３７.
(4) . Preliminary Research on the Corporate Creed Observed in the Living Company in Japan. . Norihisa YOSHIMURA.
(5) . Hidekazu SONE. Abstract Many attentions have been paid to the management style of the living companies in decades. The purpose of this paper is to report the corporate creed observed in a living company in Japan. The company is a going concern of very ancient origin and has been owned and managed by the founding family. Many researchers and journalists think that the company is the oldest in the world. The corporate creed we are focusing on in this paper was written in old Japanese because a head of the family established the creed in the Edo period. This research reports the contents of the creed in modern Japanese, so this could make contribution to the research on the enduring businesses..
(6)
(7)
(8)
(9) . !. ２ ０ ０ ３; ２ ０ ０４; ２ ０ ０ ５; ２００ ５ " Visionary Company " Collins & Porras１ ９９ ４ " Living Company " De Geus１９ ９ ７
(10)
(11) !
(12) . − 73 −.
(13)
(14) .
(15)
(16)
(17) ３２
(18)
(19)
(20) . !"#$%&.
(21)
(22) . .
(23)
(24)
(25) .
(26) . !. . １９ ５５
(27) ３０６ ５７ ８
(28) .
(29) . !.
(30) １４ ００
(31)
(32) O' Hara, . ２０ ０４ ５７ ８
(33)
(34)
(35) . !"#$%.
(36)
(37) . !. .
(38)
(39)
(40) １４０ ０
(41)
(42) １５０ １ １１１１８
(43) １４ , ００ ５９３
(44) . ! .
(45) １６ .
(46)
(47) . ! "#$%.
(48)
(49) . . &'()*(+. !. http://www.shitennoji.or.jp/engi/engi２.htm - ２００５３２６ ２
(50) ８０
(51)
(52) ５０.
(53)
(54) .
(55) . !"# ２０００ .
(56) ３ The Economist
(57) ４
(58) !
(59) "３９ . − 74 −.
(60)
(61) ９２０ ０５.
(62) . !".
(63)
(64)
(65) . !". !"#$%. !"#$%&.
(66)
(67) . ! " .
(68)
(69)
(70) １ .
(71)
(72) . !"#$%.
(73) . !".
(74)
(75)
(76)
(77) . !". .
(78)
(79)
(80)
(81)
(82) . !. ２０ ０ ４ CRMCustomer Relationship Management
(83)
(84) ３ ２
(85) １６ .
(86)
(87) .
(88) . !".
(89)
(90)
(91)
(92) . !.
(93)
(94)
(95) . .
(96) ２０００ ５
(97) ６
(98) . − 75 −.
(99)
(100) .
(101)
(102) . !".
(103)
(104) ２ ０００.
(105) . !.
(106)
(107) １ ９９ １ １ ４ ０ ０
(108)
(109) . !"
(110) #.
(111) . ! ".
(112) ３２
(113) .
(114)
(115) ４ ０
(116) .
(117)
(118) ３ ５ . .
(119)
(120) . !"#$%&.
(121) . !" . ２ ０ ０ ２
(122)
(123)
(124)
(125)
(126) . !.
(127) . !.
(128) . !".
(129)
(130) ７
(131) ８ ２００４３１９ ９
(132)
(133) １９８６. − 76 −. !.
(134)
(135) ９２０ ０５.
(136) . . ７８
(137) . !. ３ ９
(138) １０ . １ ０
(139)
(140) . !"#$%. ４ ０ ０
(141)
(142) １ ６１０１５ .
(143)
(144)
(145)
(146) １
(147)
(148)
(149)
(150)
(151)
(152) . !"#$%.
(153)
(154)
(155)
(156)
(157) . !".
(158) !"#
(159) . !.
(160) .
(161) .
(162) . . １ ０
(163)
(164) .
(165)
(166) .
(167)
(168) １０ ２０００７８ １１１９８８ p.１３０ １２
(169) .
(170) １９４１p.５８
(171)
(172)
(173) . ! .
(174) １９４１p.７４ １３
(175) ９ １７７５１８４６
(176) ８０
(177) ，.
(178) http://www.takenaka.co.jp/syaji/data/００５_b.html - ２００５ ３２６ １４１７９０２１８４５２. − 77 −.
(179)
(180) .
(181)
(182) . !
(183). !"#$%. .
(184) ９
(185) .
(186) . !.
(187) . . !"# . .
(188) １ ８ ９９３２ １４.
(189) . !".
(190)
(191)
(192) .
(193) ５
(194)
(195)
(196) . !"#$. ５
(197)
(198) . !"#$%.
(199)
(200)
(201) . !"# !"#$.
(202)
(203)
(204)
(205) . !" #. . . １ ７０４１ ７１０ １５
(206) !" #$
(207)
(208)
(209) . !"#$%&'.
(210) １６２００５ １７ ２０００１１５ １８
(211) ７８１６
(212)
(213) . !"#$%&'. １１７ １９
(214) １２２０００.
(215)
(216) . !"#$% &'.
(217)
(218) . !"#$%.
(219) １７０４１７１０
(220)
(221) . − 78 −.
(222)
(223) ９２０ ０５ . ３０ ０
(224) ５０ .
(225)
(226)
(227) ２０ .
(228)
(229)
(230) . !"#. !
(231) "#. .
(232)
(233) １ ４ ０ ０７ １５７ ６４
(234) １ ６００ ５
(235) １６１ ４１９
(236) １６１ ５
(237)
(238) . !". . １ ６ １８４９２１
(239) １６２３ ９８
(240) １ ８０１
(241) １ ９ ３ ４９
(242) １９ ４５２ ０
(243)
(244)
(245) . !"#$%&.
(246)
(247)
(248)
(249) . !".
(250)
(251) . !"#.
(252) . . . ２０
(253) !"#$ %&'１２ １９３７
(254) ２１ １７０４１７１０
(255) １４１８４３. ２１１８８８ １９２６
(256) ２２.
(257)
(258) . !"# $%.
(259) !"#$ ２０
(260)
(261) !" http://www.koyasan.or.jp/reihokan/topic/０４_ ９ _１９/sengu.htm - ２００５３２８ ２３
(262) ２００５ ２４ . − 79 −.
(263)
(264) . . .
(265) . .
(266) １ ７ １ ６１ ７３６
(267)
(268) . .
(269)
(270)
(271) . !. . １８ ０ ２２
(272) ３２
(273)
(274) . !"# .
(275)
(276) . !". .
(277)
(278) !"# .
(279) .
(280)
(281)
(282)
(283) . .
(284) . .
(285)
(286)
(287)
(288)
(289)
(290) .
(291) ２５１９４１１９７３ １ ６１０１５
(292)
(293) ２６２０００ ２７１９９０ ２８１９４１
(294) .
(295)
(296) . !" #
(297) $%&.
(298)
(299)
(300) . !"#$
(301) % &.
(302) !"#$
(303) ２９
(304)
(305) ３０
(306) ２００４. − 80 −.
(307)
(308) ９２０ ０５.
(309) . !".
(310)
(311)
(312)
(313)
(314)
(315)
(316)
(317)
(318) . !"#.
(319)
(320)
(321)
(322)
(323)
(324)
(325)
(326)
(327)
(328)
(329) . !"#.
(330)
(331)
(332)
(333)
(334) . − 81 −.
(335)
(336) .
(337)
(338)
(339)
(340)
(341)
(342)
(343)
(344) .
(345)
(346)
(347)
(348)
(349)
(350)
(351)
(352)
(353)
(354)
(355)
(356)
(357) . − 82 −.
(358)
(359) ９２０ ０５.
(360)
(361)
(362)
(363)
(364)
(365)
(366)
(367)
(368). .
(369)
(370)
(371)
(372)
(373)
(374)
(375)
(376)
(377)
(378)
(379)
(380)
(381) . !". !"#$%&.
(382)
(383)
(384)
(385) . !.
(386)
(387)
(388)
(389)
(390)
(391)
(392) . − 83 −. !".
(393)
(394) . .
(395) .
(396) .
(397) ２ ４
(398) .
(399) . ６１ ７ ８ ６
(400) .
(401)
(402)
(403)
(404) . !.
(405)
(406) . !.
(407)
(408)
(409) . !"# !"#$%.
(410)
(411) . !"#$.
(412)
(413)
(414) . !.
(415)
(416) . !".
(417)
(418)
(419) . !"#.
(420)
(421)
(422)
(423)
(424)
(425) . ３１
(426) ３２ ３３
(427) . !"#$%&.
(428)
(429) . !"#$%.
(430)
(431) . − 84 −.
(432)
(433) ９２０ ０５.
(434)
(435)
(436)
(437)
(438)
(439)
(440)
(441)
(442)
(443)
(444)
(445)
(446)
(447)
(448)
(449)
(450) .
(451)
(452). .
(453)
(454)
(455)
(456)
(457) . !". !"#$%&.
(458)
(459)
(460)
(461) . !.
(462)
(463)
(464)
(465) . !".
(466)
(467) !!" .
(468) . . .
(469) . − 85 −.
(470)
(471) .
(472) . !" .
(473)
(474)
(475)
(476) .
(477)
(478)
(479) . !".
(480) .
(481)
(482)
(483)
(484)
(485) . !.
(486) . !".
(487)
(488)
(489) . !"#.
(490)
(491)
(492)
(493) . !"#$%.
(494)
(495)
(496) . − 86 −. !"#. !"#$% !" #$".
(497)
(498) ９２０ ０５.
(499) . !". .
(500)
(501) . !"#$%.
(502)
(503)
(504)
(505)
(506) .
(507)
(508)
(509)
(510)
(511) . .
(512)
(513)
(514)
(515)
(516)
(517)
(518)
(519) . !".
(520)
(521)
(522)
(523) . − 87 −.
(524)
(525) .
(526) . !".
(527) . !
(528) .
(529)
(530) .
(531)
(532)
(533)
(534)
(535)
(536)
(537)
(538)
(539) . !"#$.
(540)
(541)
(542)
(543) . !"# .
(544)
(545)
(546)
(547) . !".
(548)
(549)
(550)
(551) . !.
(552)
(553)
(554) . !.
(555)
(556)
(557) . − 88 −.
(558)
(559) ９２０ ０５.
(560) !"# $
(561) . !
(562) "#$.
(563)
(564)
(565)
(566)
(567) . !.
(568)
(569)
(570) . !".
(571) . !".
(572)
(573)
(574)
(575) .
(576)
(577) . !"#$.
(578)
(579) . . !"#.
(580) . !".
(581)
(582)
(583) . − 89 −. !"#.
(584)
(585) .
(586)
(587)
(588)
(589)
(590) . !.
(591)
(592) . !"#.
(593)
(594)
(595)
(596)
(597) . !.
(598)
(599) . !.
(600) . !"#$.
(601)
(602) . − 90 −.
(603)
(604) ９２０ ０５. Collins, James C. & Porras, Jerry I.１ ９ ９４Built to Last: Successful Habits of Visionary Companies, New York, Harper & Collins.１ ９ ９５
(605) BP De Geus, Arie１ ９ ９ ７The Living Company, Boston, Harvard Business School Press. ２ ０ ０ ２ BP O' hara, William T.２ ０ ０ ４Centuries of Success: Lessons from the World' s Most Enduring Family Businesses, Avon MA, Adams Media Corporation.. １ ９ ９ ０
(606) ． ２ ０ ０ ２
(607) PRESIDENT２００ ２１２ pp.１ ５ １-１ ５ ３．
(608) ２０ ００
(609) ． ２ ０ ０ ４
(610) ． ２ ０ ０ ３
(611) No.０ ３２ ２． ２０ ０４
(612)
(613) No.０ ４１９． ２ ００ ５
(614) ２
(615) No.０ ５０ ４． ２ ００５ .
(616) . No.０ ５０ ８． １ ９ ９ ９
(617) ６ ５ １pp.４ ５-６ ５． １ ９ ８ ８
(618) ． ２ ０ ０ ２
(619) ２ ００２７８pp.１１８１ ２ ０． １ ９ ９ １ ２． １ ９ ６ ６
(620) ． １ ９ ３ ８
(621) ． １ ９ ４ １
(622) ． ２ ００ ０
(623) ． １ ９７ ３ ．. − 91 −.
(624)
関連したドキュメント
Kilbas; Conditions of the existence of a classical solution of a Cauchy type problem for the diffusion equation with the Riemann-Liouville partial derivative, Differential Equations,
We present sufficient conditions for the existence of solutions to Neu- mann and periodic boundary-value problems for some class of quasilinear ordinary differential equations.. We
This class of starlike meromorphic functions is developed from Robertson’s concept of star center points [11].. Ma and Minda [7] gave a unified presentation of various subclasses
In Section 13, we discuss flagged Schur polynomials, vexillary and dominant permutations, and give a simple formula for the polynomials D w , for 312-avoiding permutations.. In
Analogs of this theorem were proved by Roitberg for nonregular elliptic boundary- value problems and for general elliptic systems of differential equations, the mod- ified scale of
“Breuil-M´ezard conjecture and modularity lifting for potentially semistable deformations after
Then it follows immediately from a suitable version of “Hensel’s Lemma” [cf., e.g., the argument of [4], Lemma 2.1] that S may be obtained, as the notation suggests, as the m A
Definition An embeddable tiled surface is a tiled surface which is actually achieved as the graph of singular leaves of some embedded orientable surface with closed braid
