DETERMINAN MINAT NASABAH PENGGUNA JASA RAHN DAN IJARAH PADA KANTOR CABANG PEGADAIAN SYARIAH MADIUN

This study aims to examine the determinants of customers interest who use rahn and ijarah services at the branch offices of Syariah Madiun branch covering the principles of syariah, ujrah, and service. Sampling was conducted by Accidental Sampling technique to get sample of 227 respondents. Data collection use questionnaires. The analysis method used in this research is Multiple Linear Regression Analysis. The result of the research shows that: (1) the application of sharia principle influences the customer interest who use rahn and ijarah service, (2) ujrah does not affect the customers interest who use rahn and ijarah services, (3) the service influences customers interest who use rahn and ijarah services, and (4) The application of sharia principles, ujrah, and services simultaneously affect the customers interest who use serve rahn and ijarah services. Keywords: syariah principle, ujrah, services, customer interest.

Decision Graphs and Their Application to Software Testing

Control flow graphs are a well-known graphical representation of programs that capture the control flow but abstract from program details. In this paper, we derive decision graphs that reduce control flow graphs but preserve the branching structure of programs. As an application to software engineering, we use decision graphs to compare and clarify different definitions of branch covering in software testing.

SPHERICAL TRIANGLES AND THE TWO COMPONENTS OF THE SO(3)-CHARACTER SPACE OF THE FUNDAMENTAL GROUP OF A CLOSED SURFACE OF GENUS 2

We use geometric techniques to explicitly find the topological structure of the space of SO (3)-representations of the fundamental group of a closed surface of genus two quotient by the conjugation action by SO (3). There are two components of the space. We will describe the topology of both components and describe the corresponding SU (2)-character spaces by parametrizing them by spherical triangles. There is the sixteen to one branch-covering for each component, and the branch locus is a union of two-spheres or two-tori. Along the way, we also describe the topology of both spaces. We will later relate this result to future work into higher-genus cases and the SL (3, ℝ)-representations.

A REMARK ON CONFORMAL FIELD THEORIES ON ALGEBRAIC CURVES

We present an argument supporting the conjecture that a conformal field theory (CFT) defined on a Riemann surface viewed as a branch covering of CP 1 can be transformed to a CFT on the complex plane in which the information about branching points was coded into certain conformal field insertions.