The Impact of Sustainable Development Report Disclosures on Firm Value
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Sathaya Thanjunpong*, Patyot Dechsiri2 and Thatphong Awirothananon3
Received: March 9,2018, Revised: June 11,2018, Accepted : June 25,2018
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* Assistant Professor of Accountancy Department, Faculty of Business Administration, Maejo University.
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2 Lecturer of Accountancy Department, Faculty of Business Administration, Maejo University.
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3 Assistant Professor of Finance Department, Faculty of Business Administration, Maejo University
Abstract
This paper aims to examine the impact of sustainable development report disclosures on the firm value of listed companies, which exclude financial sectors, in the Stock Exchange of Thailand (SET).
The paper is based only on firms in 2016 and the sample size consists of 340 companies. The questionnaires of Global Report Initiative are used for evaluation of sustainable development report disclosures. The firm performance is also measured by Tobin’s q. Data analysis is utilized by correlation analysis and multiple regression analysis. This paper finds that the sustainable development report disclosures has not effects on firm value. Regarding control variable, firm size has negative effects on firm value while financial leverage, return on assets and capital intensity have positive effects on firm value. Moreover, the relationship between sustainable development report disclosures and firm value is significantly positive with the significance level of 0.01 when hiring internal auditor who graduated in accounting and/or financing major. While, the relationship is weak and non-significant for firms when hiring internal auditor who graduated in other fields.
The results are useful to provide the guideline to the regulators in developing the rule and encouraging listed firms to disclosures better sustainable development report.
Keywords
: Sustainable Development Report Disclosures, Firm Value, Internal Audit, Listed Companies, Stock Exchange of Thailand1. ε
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´ªÂ 1 LNTobin’s qi = ȕ0 +ȕ1SDi + ȕ2SIZEi + ȕ3LEVi + ȕ4ROAi + ȕ5CAPi + ȕ6IAi
°µ´Êĵ¦ª·´¥¦´Ê¸ Ê ÅoÂn¨»n¤´ª°¥nµ°°ÁÈ 2 ¨»n¤ º° ¨»n¤¦·¬´¸É¤¸¼o¦ª°£µ¥Ä
¸Éµ¦«¹¬µµoµ´¸Â¨³/®¦º°µ¦Á· ¨³¨»n¤¦·¬´¸É¤¸¼o¦ª°£µ¥Äµ¦«¹¬µµoµ°ºÉ
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´ªÂ 2 LNTobin’s qi = ȕ0 + ȕ1SDi + ȕ2SIZEi + ȕ3LEVi + ȕ4ROAi + ȕ5CAPi
6. ¨µ¦ª·´¥
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ª»¤ Ħ¼ °nµÁ¨¸É¥Â¨³nªÁ¸É¥Á¤µ¦µ Âĵ¦µ 2 ¡ªnµ ¤¸¨»n¤´ª°¥nµ´Ê®¤Îµª 340 ¦·¬´
Ã¥£µ¡¦ª¤¤¸nµÁ¨¸É¥ LNTobin’s q Ánµ´ 0.374 ¤¸nµÁ¨¸É¥µ¦Á·Á¥ o°¤¼¨¦µ¥µµ¦¡´µªµ¤¥´É¥ºÁnµ´
11.590 ¨³¤¸nµÁ¨¸É¥nµ¨°µ¦·¹¤¦¦¤µ· °·¦´¡¥r¦ª¤¦³¤µ 22.606 °µ´Ê ¤¸ªµ¤Á¸É¥µµ¦Á·
Ánµ´ 0.439 ¨³¤¸ªµ¤µ¤µ¦Äµ¦ÎµÎµÅ¦ Ánµ´ 0.038 ¦ª¤´Ê¤¸¦³´µ¦¨»Ä·¦´¡¥r¸É¤¸´ªÁnµ´
0.340 ¨³¤¸¼o¦ª°£µ¥Ä¸Éµ¦«¹¬µµoµ´¸Â¨³/®¦º°µ¦Á·¦o°¥¨³78.50
µ¦µ 2 Ânµ··¡¦¦µ °´ªÂ¦
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(n = 340)
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t-statistics of mean difference Mean Std.
Deviation
Mean Std.
Deviation
Mean Std.
Deviation
LNTobin’s q 0.374 0.639 0.383 0.700 0.341 0.516 0.492 SD 11.590 3.055 11.650 2.968 11.380 3.369 0.664
SIZE 22.606 1.517 22.645 1.575 22.463 1.282 1.018
LEV 0.439 0.252 0.431 0.209 0.468 0.368 -0.835
ROA 0.038 0.097 0.037 0.099 0.043 0.087 -0.525
CAP 0.340 0.236 0.334 0.239 0.363 0.226 -0.938
IA 0.785 0.411
®¤µ¥Á®» LNTobin’s q = ª´µnµ¨°µ¦·¹¤¦¦¤µ· °(¤¼¨nµ¨µ °®¨´¦´¡¥rª¤¼¨nµµ´¸ °®¸Ê·´Ê®¤®µ¦oª¥
¤¼¨nµµ¤´¸ °·¦´¡¥r¦ª¤) SD = ª´µ³Âµ¦¦³Á¤·µ¦Á·Á¥ o°¤¼¨¦µ¥µµ¦¡´µªµ¤¥´É¥º SIZE = ª´µnµ
¨°µ¦·¹¤¦¦¤µ· °·¦´¡¥r¦ª¤ LEV = °´¦µnª °®¸Ê·¦ª¤n°·¦´¡¥r¦ª¤ ROA = °´¦µnª °ÎµÅ¦»·n°·¦´¡¥r¦ª¤
CAP = ª´µ°´¦µnª¸É· °µµ¦Â¨³°»¦rn°·¦´¡¥r¦ª¤ IA = ¦·¬´¸É¤¸¼o¦ª°£µ¥Äµ¦«¹¬µµoµ´¸Â¨³
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µ¦ª·Á¦µ³®r®´¤¡´rÁ¡¸¥¦r´ Âĵ¦µ 3 ¡ªnµ nµ®´¤¡´r ° SD ´ LNTobin’s q ¤¸nµ Ánµ´ 0.096 ¹µ¦Á·Á¥ o°¤¼¨¦µ¥µµ¦¡´µªµ¤¥´É¥º¤¸ªµ¤´¤¡´rÄÁ·ª´¤¼¨nµ·µ¦
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¨³nµ®´¤¡´r ° SIZE ´ SD ¤¸nµÁnµ´ 0.354 ¹ µ¦·¬´¤¸ªµ¤´¤¡´rÄÁ·ª´µ¦Á·Á¥
o°¤¼¨¦µ¥µµ¦¡´µªµ¤¥´É¥º ´Éº°¦·¬´¸É¤¸ µÄ®n³¤¸µ¦Á·Á¥ o°¤¼¨¦µ¥µµ¦¡´µªµ¤¥´É¥º
¤µ ¹Ê ³¸Énµ®´¤¡´r ° SIZE ´ LEV ¤¸nµÁnµ´ 0.332 ¹ µ¦·¬´¤¸ªµ¤´¤¡´rÄÁ·ª
´ªµ¤Á¸É¥µµ¦Á· ´Éº°¦·¬´¸É¤¸ µÄ®n³¤¸ªµ¤Á¸É¥µµ¦Á·Á¡·É¤ ¹Ê
°µ´Ê nµ®´¤¡´r ° ROA ´ LNTobin’s q SD SIZE ¤¸nµÁnµ´ 0.315 0.206 ¨³ 0.150
µ¤¨Îµ´ ¹ªµ¤µ¤µ¦Äµ¦ÎµÎµÅ¦ ¤¸ªµ¤´¤¡´rÄÁ·ª´¤¼¨nµ·µ¦ µ¦Á·Á¥ o°¤¼¨
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ROA ´ LEV ¤¸nµÁnµ´ -0.306 ¹ªµ¤µ¤µ¦Äµ¦ÎµÎµÅ¦ ¤¸ªµ¤´¤¡´rÄÁ·¨´ªµ¤Á¸É¥µ
µ¦Á· ´Éº°¦·¬´¸É¤¸ªµ¤µ¤µ¦Äµ¦ÎµÎµÅ¦¼ ³¤¸ªµ¤Á¸É¥µµ¦Á·¨¨ 宦´nµ®´¤¡´r °
CAP ´ LNTobin’s q ¤¸nµÁnµ´ 0.141 ¹¦³´µ¦¨»Ä·¦´¡¥r¸É¤¸´ª ¤¸ªµ¤´¤¡´rÄÁ·ª
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µ¦µ 3 ®´¤¡´r °´ªÂ¦ (Pearson Correlation)
´ªÂ¦ LNTobin’s q SD SIZE LEV ROA CAP IA
LNTobin’s q 1.000
SD 0.096* 1.000
SIZE -0.069 0.354** 1.000
LEV 0.019 0.035 0.332** 1.000
ROA 0.315** 0.206** 0.150** -0.306** 1.000
CAP 0.141** 0.045 -0.021 -0.024 0.023 1.000
IA 0.027 0.036 0.049 -0.061 -0.029 -0.051 1.000
®¤µ¥Á®»: **,* = ¤¸´¥Îµ´µ··¸É¦³´ 0.01 ¨³ 0.05 µ¤¨Îµ´
µ¦¡·µ¦µnµ®´¤¡´r¦³®ªnµ´ªÂ¦°·¦³Ân¨³¼n ¡ªnµ´ªÂ¦°·¦³¤¸ªµ¤´¤¡´r´Á°°¥nµ¤¸
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´ SD ¸É¤¸nµ¼»Ánµ´ 0.354 Ã¥¤¸ªµ¤´¤¡´r´ ¦³´´¥Îµ´ 0.01 Ânªµ¤´¤¡´r´¨nµªÅ¤nÁ· 0.7
¹¥´º°ªnµ°¥¼nĦ³´Å¤n¼¤µ´ (Hair, et al., 2010) ¦ª¤´ÊÁ¡ºÉ°Ä®oÁ·ªµ¤ÁºÉ°¤´Éªnµ³Å¤nÁ·´®µªµ¤´¤¡´r
´ °´ªÂ¦ (Multicollinearity) ¹Ê ¹Îµµ¦¦ª°Ã¥µ¦Îµªnµ Variance Inflation Factor (VIF) ¨³nµ Tolerance ¡ªnµ VIF »nµÄµ¦ª·Á¦µ³®rªµ¤°¥Á·¡®»¤¸nµÅ¤nÁ· 10 ¨³ nµ Tolerance »nµ¤¸nµ
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³Á¸¥Ä¨µ®¨´¦´¡¥r®n¦³Á«Å¥. ªµ¦µ¦¤µ¤´ª·´¥, 20(2), 105-113.
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