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YANSITAN VE TUTAN BARİYERLİ YARI-MARKOV RASGELE YÜRÜYÜŞ SÜRECİNİN BİR BOYUTLU DAĞILIM FONKSİYONUNUN LAPLACE DÖNÜŞÜMÜ

Yıl 2012, Cilt: 7 Sayı: 1, 12 - 18, 01.02.2012

SELAHATTIN Maden

Öz

BU ÇALIŞMADA SIFIR SEVİYESİNDE YANSITAN VE TUTAN BARİYERLİ BİR YARI MARKOV RASGELE YÜRÜYÜŞ SÜRECİ İNŞA EDİLMİŞ VE BU SÜRECİN BİR BOYUTLU DAĞILIM FONKSİYONUNUN LAPLACE DÖNÜŞÜMÜ BİR YENİLEME SÜRECİ İLE BİR RASGELE YÜRÜYÜŞ SÜRECİNİN OLASILIK KARAKTERİSTİKLERİ YARDIMIYLA İFADE EDİLMYİTİR.

Anahtar Kelimeler

YARI- MARKOV RASGELE YÜRÜYÜŞ YANSITAN BARİYER TUTAN BARİYER BİR BOYUTLU DAĞILIM FONKSİYONU LAPLACE DÖNÜŞÜMÜ

The Laplace Transform of The One-Dimensional Distribution Function of a Semi-Markovian Random Walk Process with Reflecting and Delaying Barriers

Yıl 2012, Cilt: 7 Sayı: 1, 12 - 18, 01.02.2012

SELAHATTIN Maden

Öz

In this paper, a semi-Markovian random walk process with reflecting barrier on the zero-level and delaying barrier on the B(B>0) -level is constructed and the the Laplace transform of the one-dimensional distribution function of this process is expressed by means of the probability characteristics of random walk and renewal process

Anahtar Kelimeler

Semi-Markovian random walk reflecting barrier delaying barrier one-dimensional distribution function Laplace transform

Toplam 0 adet kaynakça vardır.

Ayrıntılar

Birincil Dil Türkçe
Bölüm Fizik
Yazarlar

SELAHATTIN Maden Bu kişi benim

Yayımlanma Tarihi 1 Şubat 2012
Yayımlandığı Sayı Yıl 2012 Cilt: 7 Sayı: 1

Kaynak Göster

APA Maden, S. (2012). The Laplace Transform of The One-Dimensional Distribution Function of a Semi-Markovian Random Walk Process with Reflecting and Delaying Barriers. Physical Sciences, 7(1), 12-18. https://doi.org/10.12739/10.12739
AMA Maden S. The Laplace Transform of The One-Dimensional Distribution Function of a Semi-Markovian Random Walk Process with Reflecting and Delaying Barriers. Physical Sciences. Şubat 2012;7(1):12-18. doi:10.12739/10.12739
Chicago Maden, SELAHATTIN. “The Laplace Transform of The One-Dimensional Distribution Function of a Semi-Markovian Random Walk Process With Reflecting and Delaying Barriers”. Physical Sciences 7, sy. 1 (Şubat 2012): 12-18. https://doi.org/10.12739/10.12739.
EndNote Maden S (01 Şubat 2012) The Laplace Transform of The One-Dimensional Distribution Function of a Semi-Markovian Random Walk Process with Reflecting and Delaying Barriers. Physical Sciences 7 1 12–18.
IEEE S. Maden, “The Laplace Transform of The One-Dimensional Distribution Function of a Semi-Markovian Random Walk Process with Reflecting and Delaying Barriers”, Physical Sciences, c. 7, sy. 1, ss. 12–18, 2012, doi: 10.12739/10.12739.
ISNAD Maden, SELAHATTIN. “The Laplace Transform of The One-Dimensional Distribution Function of a Semi-Markovian Random Walk Process With Reflecting and Delaying Barriers”. Physical Sciences 7/1 (Şubat 2012), 12-18. https://doi.org/10.12739/10.12739.
JAMA Maden S. The Laplace Transform of The One-Dimensional Distribution Function of a Semi-Markovian Random Walk Process with Reflecting and Delaying Barriers. Physical Sciences. 2012;7:12–18.
MLA Maden, SELAHATTIN. “The Laplace Transform of The One-Dimensional Distribution Function of a Semi-Markovian Random Walk Process With Reflecting and Delaying Barriers”. Physical Sciences, c. 7, sy. 1, 2012, ss. 12-18, doi:10.12739/10.12739.
Vancouver Maden S. The Laplace Transform of The One-Dimensional Distribution Function of a Semi-Markovian Random Walk Process with Reflecting and Delaying Barriers. Physical Sciences. 2012;7(1):12-8.