Padatahun 1980-an banyak perusahaan Inggris dan Amerika Serikat
mengalamikemunduran, bahkan banyak perusahaan yang gagal menghadapi
persaingandengan industri-industri baru di kawasan Asia Timur (Jepang).
Namun
banyakjuga perusahaan yang berhasil memodernisir dengan teknologi maju
sehingga
mendorong biayanya menjadi efektif dan lebih bersaing.
Pada tahun-tahun
tersebut banyak dilakukan riset-riset dalam bidang akuntansi manajemen, antara lain:
Riset akuntansi manajemen untuk menyusun model yang lebih realistikdan menginterpretasikan perilaku manajerial dan peranan sistem pengendalian.Teori agensi menjadi lebih penting untuk meneliti konflikterhadap pengendalian, kontribusi balas jasa, dan informasi.
Pada tahun-tahun
tersebut banyak dilakukan riset-riset dalam bidang akuntansi manajemen, antara lain:
Riset akuntansi manajemen untuk menyusun model yang lebih realistikdan menginterpretasikan perilaku manajerial dan peranan sistem pengendalian.Teori agensi menjadi lebih penting untuk meneliti konflikterhadap pengendalian, kontribusi balas jasa, dan informasi.
1) Riset akuntansi manajemen untuk
menghadapi lingkungan pemanufakturanyang berubah dengan tajam, misalnya
ABC dan
backflush costing
2) Riset mengenai model-model komputer
untuk menghadpi ketidakpastianjangka pendek, isu-isu strategi umum dan
pemasaran, serta akuntansimanajemen yang lebih proaktif dan berorientasi
pada
lingkungan eksternal.
3) Riset untuk memahami aspek sosial dan
politik pada perusahaan danakuntansi manajemen dan riset mengenai
efektivitas
akuntansi manajemendalam sektor publik.
Dengan demikian akuntansi manajemen mengalami perkembangan pesat.sekarang ini. Perkembangannya sangat dipengaruhi oleh kemajuan ilmu dari disiplinlain seperti: Teori Ekonomi, Teori Organisasi dan Perilaku, Prinsip Manajemen,kemajuan teknologi dan sebagainya. Sudah banyak metode dan teknik daridisiplin lain yang dipakai untuk memecahkan masalah Akuntansi Manajemenyang terus berkembang dan bertambah kompleks (Tjandra Bachtiar dalam SofyanSyafri Harahap, 1989: 43).
Oleh karena itu Edward Summer dalam Sofyan Syafri Harahap, (1989: 43) menggambarkan perkembangan dan masa depan ilmu Akuntansi Manajemen secara skematis disampaikan sebagai berikut:
![](data:image/png;base64,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)
Sumber:
Mulyadi, (1993) Akuntansi Manajemen: Konsep, Manfaat, dan Rekayasa, Bagian Penerbitan Sekolah Tinggi Ilmu Ekonomi YKPN. Yogyakarta
Supriyono, R.A. (1997) Akuntansi Biaya dan Akuntansi Manajemen untuk Teknologi Maju dan Globalisasi, BPFE Universitas Gajah Mada, Yogyakarta
Dengan demikian akuntansi manajemen mengalami perkembangan pesat.sekarang ini. Perkembangannya sangat dipengaruhi oleh kemajuan ilmu dari disiplinlain seperti: Teori Ekonomi, Teori Organisasi dan Perilaku, Prinsip Manajemen,kemajuan teknologi dan sebagainya. Sudah banyak metode dan teknik daridisiplin lain yang dipakai untuk memecahkan masalah Akuntansi Manajemenyang terus berkembang dan bertambah kompleks (Tjandra Bachtiar dalam SofyanSyafri Harahap, 1989: 43).
Oleh karena itu Edward Summer dalam Sofyan Syafri Harahap, (1989: 43) menggambarkan perkembangan dan masa depan ilmu Akuntansi Manajemen secara skematis disampaikan sebagai berikut:
Sumber:
Mulyadi, (1993) Akuntansi Manajemen: Konsep, Manfaat, dan Rekayasa, Bagian Penerbitan Sekolah Tinggi Ilmu Ekonomi YKPN. Yogyakarta
Supriyono, R.A. (1997) Akuntansi Biaya dan Akuntansi Manajemen untuk Teknologi Maju dan Globalisasi, BPFE Universitas Gajah Mada, Yogyakarta
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