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Ditemukan 9 dokumen yang sesuai dengan query
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Dewi Sriani
"ABSTRAK

Penelitian ini bertujuan untuk melihat pengaruh penerapan Integrated Reporting secara sukarela terhadap informasi asimetri dan efek ukuran perusahaan sebagai variabel moderasi.  Sebanyak 103 perusahaan di Asia dan Eropa pada tahun 2017 menjadi sampel dalam penelitian ini.  Metode analisis konten dengan dasar kerangka IIRC digunakan untuk menilai kualitas dari penerapan Integrated Reporting di perusahaan dan Ordinary Least Square digunakan untuk menganalisis data. Hasil penelitian menunjukkan tidak adanya hubungan antara Integrated Reporting secara sukarela dengan informasi asimetri. Efek ukuran perusahaan sebagai variable moderasi juga tidak ditemukan. Hal ini juga didukung oleh analisis tambahan yang mendukung hasil analisis utama. Berdasarkan hasil pengujian tambahan diketahui bahwa penerapan Integrated Reporting secara sukarela tidak berpengaruh terhadap informasi asimetri, serta tidak ada hasil yang signifikan untuk ukuran perusahaan sebagai variabel moderasi.


ABSTRACT


This study examined the existence of a negative relationship between voluntary integrated reporting and information asymmetry and the size effect as the moderator of this relationship. Using a final sample of 103 firms in Europe and Asia in the period of 2017, the Ordinary Least Square is then performed to analyze the data. The results show that there is an insignificant relationship between the integrated reporting quality and information asymmetry which is captured by the spread. In addition, the insignificant effect of size to moderate this relationship is also found. Additional testing is performed to ensure the primary results. The findings also suggested the same results that in a nutshell, voluntary integrated reporting is not negatively associated with the information asymmetry and insignificant size effect as a moderator variable is also obtained. 

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2018
T51776
UI - Tesis Membership  Universitas Indonesia Library
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"Transonic aerodynamics, the study of the aerodynamics of flight at speeds near the speed of sound, warrants a great deal of attention from industry and science. As an airplane approaches Mach one, the drag steeply increases. This has prompted scientists to study transonic range of flight and to design reduced wing drag. Asymptotic theory of transonic aerodynamics forms the basis for this monograph. The equations governing transonic flow are inherently nonlinear and must ultimately be solved numerically. Asymptotic analysis simplifies and enriches both the theory and the computations of these flows. It reduces the number of parameters involved, can simplify the geometry, and clarifies near and fluid conditions.
Transonic Aerodynamics: Problems in Asymptotic Theory offers exciting results, perspectives, and case studies for the treatment of problems arising in transonic aerodynamics. New advances including triple deck theory, analysis of stagnation at the nose of a body, transonic choked flow, and the transonic area rule are presented.
Interest in analyzing the transonic range of flight, its stability properties, and especially the question of designing reduced drag (shockless or weak shock) airfoils keeps growing. Present day commercial aircraft cruise in the transonic range. Mechanical and aeronautical engineers interested in compressible fluid flows, design of optimal wings, and an understanding of transonic flow held about wings and airfoils will find the book invaluable.
This book is understandable to those with a knowledge of continuum mechanics (fluids) and asymptotic methods. It is appropriate for graduate courses in aerodynamics and mathematical methods."
Philadelphia : Society for Industrial and Applied Mathematics, 1993
e20442841
eBooks  Universitas Indonesia Library
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Wong, Roderick, 1944-
"Asymptotic methods are frequently used in many branches of both pure and applied mathematics, and this classic text remains the most up-to-date book dealing with one important aspect of this area, namely, asymptotic approximations of integrals. In Asymptotic Approximations of Integrals, all results are proved rigorously, and many of the approximation formulas are accompanied by error bounds. A thorough discussion on multidimensional integrals is given, and references are provided. Asymptotic Approximations of Integrals contains the "distributional method," which is not available elsewhere. Most of the examples in this text come from concrete applications.
Since its publication twelve years ago, significant developments have occurred in the general theory of asymptotic expansions, including smoothing of the Stokes phenomenon, uniform exponentially improved asymptotic expansions, and hyperasymptotics. These new concepts belong to the area now known as "exponential asymptotics." Expositions of these new theories are available in papers published in various journals, but not yet in book form."
Philadelphia: Society for Industrial and Applied Mathematics, 2001
e20448012
eBooks  Universitas Indonesia Library
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Roseau, Maurice
Amsterdam: North-Holland, 1976
551.113 ROS a
Buku Teks  Universitas Indonesia Library
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Akulenko, Leonid D.
Dordrecht: Kluwer, 1994
629.831 2 AKU p
Buku Teks  Universitas Indonesia Library
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Whittle, Peter
Chichester: John Wiley & Sons, 1990
629.831 2 WHI r
Buku Teks  Universitas Indonesia Library
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Chukwu, E.N.
Boston: Academic Press, 1992
629.831 2 CHU s
Buku Teks  Universitas Indonesia Library
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Gil, Amparo
"The first part of the book (basic methods) covers convergent and divergent series, Chebyshev expansions, numerical quadrature, and recurrence relations. Its focus is on the computation of special functions; however, it is suitable for general numerical courses. Pseudoalgorithms are given to help students write their own algorithms. In addition to these basic tools, the authors discuss other useful and efficient methods, such as methods for computing zeros of special functions, uniform asymptotic expansions, Pad approximations, and sequence transformations. The book also provides specific algorithms for computing several special functions (like Airy functions and parabolic cylinder functions, among others)."
Philadelphia: Society for Industrial and Applied Mathematics, 2007
e20450837
eBooks  Universitas Indonesia Library
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Molinet, F.
"This book provides the latest and most comprehensive research on asymptotic and hybrid methods in electromagnetics, and offers guidance on how to apply multipole and asymptotic methods to solve diffraction problems."
London: Institution of Engineering and Technology, 2008
e20452579
eBooks  Universitas Indonesia Library