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"Belajar adalah suatu proses dimana tenjadi interaksi antara peserta didik dengan pendidik (guruatau dosen). Keberhasilan belajar bisa dikatakan tidak bisa lepas dari aspek calon mahasiswa yang berpotensi agar proses pembelajaran yang berlangsung dapat dilaksanakan secara optimal. Calon mahasiswa yang berpotensi didapatkan dari Sipcnsimann. Selain dari nilai Sipensimaru, calon mahasiswa yang berpotensi adalah calon mahasiswa yang memiiiki prestasi belajar baik semasa sekolahnya. Penelitian ini memiliki tujuan umum yaitu didapatkazmya cara untuk memprediksi prestasi belajar mahasiswa angkatan kelima sampai dengan kedelapan di Prodi Keperawatan Persahabatan Poltekkes Depkes Jakarta HI berdasarkan nilai kelulusan SMU, nilai Matematika Sipcnsimaru, nilai IPA Sipensimaru, nilai Bahasa Indonesia Sipensimaru dan nilai Bahasa Inggris Sipensimaru dengan menggunakan analisis diskximinan. Variabel-variabel prediktor yang secara signifikan membcdakan kelompok prestasi belajar mahasiswa angkatan V sampai dengan VIII di Prodi Keperawatan Persahabatan Poltekkes Depkes Jakarta III adalah Nilai Bahasa Indonesia Sipensimaru, Nilai Bahasa Inggris Sipensimam, Nilai Kclulusan SMU dan Nilai IPA Sipensimaru, dimana Nilai Bahasa Indonesia Sipensimaru merupakan variabel prediktor dominan. Model diskriminan yang dapat digunakan untuk prediksi prestasi belajar adalah - 7,114 + 4,250 Nilai IPA Sipensimaru + 3,108 Nilai Bahasa Inggris Sipensimam + 2,502 Nilai Bahasa Indonesia Sipensimaru + 0,548 Nilai Kclulusan SMU, dengan batasan nilai diskriminan sebesar -3,582 x 104. Hasii validitas silang memiliki angka ketepatan prediksi sebesar 69,03%. Model diskriminan dengan batasan nilainya memiliki nilai area di bawah kurva Receiver Operator Characzeristic (ROC) sebcsar 0,795 dengan nilai p 0,000."

"Tuna grahita adalah anak yang mempunyai kemampuan intelektual dan perawatan diri khususnya toileting lebih rendah dibanding anak normal. Untuk itu dibutuhkan metode pembelajaran yang sesuai. Peneliti ingin mengetahui pengaruh pembelajaran dengan media buku cerita bergambar terhadap activity daily living: toileting pada anak tuna grahita. Pembelajaran tersebut dilakukan dengan melakukan storytelling menggunakan buku cerita bergambar yang dibuat peneliti. Penelitian ini berdesain multiple baseline across subject dengan responden enam anak tuna grahita. Hasil analisis grafik garis setelah pemberian intervensi pada keenam responden menunjukkan adanya peningkatan pada tingkat kestabilan data,tingkat perubahan level data pada setiap dan antar fase, trend, serta analisis rerataskor sub skala pola, kemandirian, dan komponen pendukung kemampuan toiletingpada keenam responden. SLB dapat menggunakan metode pembelajaran ini.

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A mentally disabled is children who have intellectual and self-care abilities particularly toileting lower than normal children. It needs an appropriate learning method. Researcher want to know the effect of learning with media picture bookstory to activity daily living: toileting in mentally disabled children. Learning is done through storytelling using picture storybooks which made researchers. This study has multiple baseline across subjects design with six respondents mentally disabled children.

Line graphs analysis after intervention giving indicates an increase in the stability of the data, the data level change on each and between phase, trends, and the mean analysis scores on sub-scale patterns, independence, and supporting components toileting skills at the sixth respondent. SLB can use this learning method."

"Gonorrhea adalah penyakit menular seksual yang tidak memberikan kekebalan. Proses penyebaran penyakit tersebut dapat dijelaskan oleh model epidemi susceptible infected susceptible (SIS). Skripsi ini membahas model stokastik epidemi SIS. Model stokastik epidemi SIS diturunkan dari model deterministik epidemi SIS dengan memberikan gangguan pada parameter. Simulasi dilakukan menggunakan nilai-nilai parameter dari penelitian klinis penyakit gonorrhea. Metode numerik yang digunakan untuk mengaproksimasi solusi model adalah metode Milstein. Simulasi dilakukan terhadap kondisi kepunahan (extinction), kondisi kebertahanan (persistence), pengaruh intensitas gangguan terhadap jumlah individu terinfeksi pada kesetimbangan endemik model, dan distribusi model. Hasil simulasi menunjukkan semakin besar intensitas gangguan, jumlah individu terinfeksi pada kesetimbangan endemik model semakin berkurang. Kondisi kepunahan dan kondisi kebertahanan untuk model stokastik dipengaruhi oleh bilangan reproduksi dasar stokastik (). Jika, maka penyakit punah dari populasi dengan probabilitas satu. Jika, maka penyakit tetap bertahan di dalam populasi dan model memiliki distribusi stasioner unik.

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Gonorrhea is a sexually transmitted disease which does not confer immunity. The spreading process of the disease can be explained by the susceptible infected susceptible (SIS) epidemic model. This skripsi discusses the stochastic SIS epidemic model. The stochastic SIS epidemic model is derived from deterministic SIS epidemic model by adding a perturbation in the parameter. Simulations are generated based on parameter values from clinical research of gonorrhea disease and focus on conditions of extinction, persistence, and the influence of the noise intensity to the number of infected individuals in endemic equilibrium model as well as distribution of the model. The Milstein method is used to approximate solutions of the model. The simulations show that the greater noise intensity implies the reduction of individual infective number in endemic equilibrium. Extinction and persistence conditions in stochastic model are influenced by the stochastic basic reproduction number (). It shows that the disease dies out from population with probability one if , otherwise the disease persists in population and the model has a unique stationary distribution."

"This book is an introduction to the theory of continuous-time stochastic processes. A balance of theory and applications, the work features concrete examples of modeling real-world problems from biology, medicine, finance, and insurance using stochastic methods. This textbook, offers a rigorous and self-contained introduction to the theory of continuous-time stochastic processes, stochastic integrals, and stochastic differential equations. Expertly balancing theory and applications, the work features concrete examples of modeling real-world problems from biology, medicine, industrial applications, finance, and insurance using stochastic methods. Key topics include: Markov processes Stochastic differential equations Arbitrage-free markets and financial derivatives Insurance risk Population dynamics, and epidemics Agent-based models."

"Problems in probability comprises one of the most comprehensive, nearly encyclopedic, collections of problems and exercises in probability theory. Many problems contain helpful hints and other relevant comments and a portion of the material covers some important applications from optimal control and mathematical finance. Readers of diverse backgrounds-from students to researchers-will find a great deal of value in this book and can treat the work as an exercise manual, a handbook, or as a supplementary text to a course in probability theory, control, and mathematical finance. The problems and exercises in this book vary in nature and degree of difficulty. Some problems are meant to test the reader's basic understanding, others are of medium-to-high degrees of difficulty and require more creative thinking. Other problems are meant to develop additional theoretical concepts and tools or to familiarize the reader with various facts that are not necessarily covered in mainstream texts. Additional problems are related to the passage from random walk to Brownian motions and Brownian bridges. The appendix contains a summary of the main results, notation and terminology that are used throughout the book. It also contains additional material from combinatorics, potential theory and Markov chains-subjects that are not covered in the book, but are nevertheless needed for many of the exercises included here."

"Most of the results are closely connected with PDEs, and the authors' approach presents a powerful method for studying the asymptotic behavior of the solutions of initial-boundary value problems for corresponding PDEs."

"Probability theory is a rapidly expanding field and is used in many areas of science and technology. Beginning from a basis of abstract analysis, this mathematics book develops the knowledge needed for advanced students to develop a complex understanding of probability. The first part of the book systematically presents concepts and results from analysis before embarking on the study of probability theory. The initial section will also be useful for those interested in topology, measure theory, real analysis and functional analysis. The second part of the book presents the concepts, methodology and fundamental results of probability theory. Exercises are included throughout the text, not just at the end, to teach each concept fully as it is explained, including presentations of interesting extensions of the theory. "

"Permasalahan logistik maritim Indonesia berakar dari ketidakseimbangan aliran perdagangan di wilayah Indonesia barat dengan wilayah Indonesia timur. Minimnya komoditas yang diangkut dari wilayah timur ke barat menyebabkan biaya operasional perusahaan pelayaran membengkak sehingga profit yang dicapai tidak maksimal. Oleh karena itu, diperlukan perancangan logistik maritim Indonesia yang mampu memenuhi permintaan di pelabuhan-pelabuhan dan menghasilkan profit yang maksimal. Penelitian ini menggunakan pemodelan stokastik untuk memberikan gambaran yang lebih sesuai dengan realita, yaitu dengan memperhitungkan unsur ketidakpastian pada jumlah permintaan kontainer. Hasil penelitian menunjukkan bahwa penggunaaan model stokastik memberikan profit yang lebih tinggi untuk perusahaan.

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The problem of maritime logistics in Indonesia lies on the unbalanced trade flow between west and east region of Indonesia. Since the east region does not have many comodity to be transported, liner shipping companies have to face the increasing amount of operational costs which makes the company failed to achieve the optimal profit. Based on that situation, liner shipping companies needs a service network design which accomodate demand on each ports and give maximum profit. This research uses stochastic modeling to best portray the real condition of maritime logistics by taking demand uncertainty into consideration. The result shows that stochastic model yields higher profit for liner shipping companies"