Let [c, d] be an interval on the real line and μ be a measure of the form dμ = μ̇dω[c,d] with μ̇ = h~, where ~(t) = (t − c)c(d − t)d , αc, αd ∈ [0, 1/2), h is a Dini-continuous non-vanishing function on [c, d] with an argument of bounded variation, and ω[c,d] is the normalized arcsine distribution on [c, d]. Further, let p and q be two polynomials such that deg(p) < deg(q) and [c, d] ∩ z(q) = ∅, ...

Let w() be a positive weight function on the interval ;) and associate the positive deenite inner product on the unit circle of the complex plane by hf; gi w = 1 2 R f(e ii)g(e ii)w()d. For a sequence of points f k g 1 k=1 included in a compact subset of the open unit disk, we consider the orthogonal rational functions (ORF) f k g 1 k=0 that are obtained by orthogonalization of the sequence f1;...

Penelitian ini memaparkan tentang bagaimana perilaku sosial emosional anak dengan orangtua yang berasal dari generasi milenial dimana lahir bersamaan mulainya teknologi. Subjek penelitian yaitu usia dini. Pengumpulan data dilakukan menggunakan metode studi literatur melakukan telaah berbagai sumber ilmiah. Telaah bertujuan untuk mengetahui pola asuh diterapkan oleh dan dampaknya terhadap emosio...

We construct the fundamental solution to a multi-dimensional parabolic equations with Dini-continuous coefficients and obtain estimates for solution. show that classical Cauchy problem equation an unbounded right-hand side is smooth in Dini space.