Bu çal??mada BIST Banka endeksinde bulunan bankalar?n karl?l?klar?n?n finansal risk ve makroekonomik de?i?kenler ile olan ili?kisi analiz edilmi?tir. Çal??mada 2008-2019 dönemine ait veri seti kullan?lm??t?r. ba??ml? aktif karl?l???, öz kaynak karl?l??? net faiz marj? olup her bir de?i?ken için ayr? panel regresyon denklemi (FMOLS-DOLS) kurulmu?tur. Yap?lan analizler sonucu elde edilen bulgular...

Submitted for the DAMOP07 Meeting of The American Physical Society Sorting Category: 1.1 (E) Near-IR frequency comb to characterize acetylenefilled fiber-based frequency references1 KRISTAN L. CORWIN, RAJESH THAPA, KEVIN KNABE, KARL TILLMAN, ANDREW JONES, BRIAN R. WASHBURN, Kansas State University, JEFFREY W. NICHOLSON, MAN F. YAN, OFS Laboratories — Optical frequency combs have revolutionized ...

Cycle-linear hybrid automata (CLHAs), a new model of excitable cells that efficiently and accurately captures action-potential morphology and other typical excitable-cell characteristics such as refractoriness and restitution, is introduced. Hybrid automata combine discrete transition graphs with continuous dynamics and emerge in a natural way during the (piecewise) approximation process of any...

My current research is primarily in the mathematics of voting. This discipline lies at the interface of mathematics, political science, and economics, though it has connections to any field which could involve aggregation of preferences, such as statistics or psychology. It also is a proven, fertile field for undergraduate research. The math of voting, in its classical form, asks questions abou...

than a third of a representative sample of U.S. engineering educators considered the study of differential equations to be necessary for an engineer’s education. When the Society for the Promotion of Engineering Education surveyed over 500 teachers of engineering during the 1920s, it found that only 29% of the instructors believed that differential equations were of primary importance in the st...

Every stable controllable input pair (Ã , B̃ ) is equivalent to an input pair which is in Hessenberg form and is input normal (AA∗ + BB∗ = I ). (A,B) is represented as a submatrix of the minimal number of Givens rotations. The representation is shown to be generically identifiable. This canonical form allows for fast state vector updates and improved conditioning of system identification problem...