Results 81 to 90 of about 1,056,893 (197)
On One-Zero numbers: a new Horadam-type sequence
Neste artigo, apresentamos uma nova sequência do tipo Horadam, que chamamos de sequência Um-Zero. Estudamos a equação de recorrência e mostramos a fórmula de Binet. O objetivo deste estudo é examinar as propriedades da sequência mencionada acima.
Eudes Antonio Costa +2 more
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Almost Forgotten Research Contexts: William Stern's Giftedness Research. [PDF]
Heinemann R.
europepmc +1 more source
Piecewise Certificates of Positivity for matrix polynomials
We show that any symmetric positive definite homogeneous matrix polynomial $M\in\R[x_1,...,x_n]^{m\times m}$ admits a piecewise semi-certificate, i.e. a collection of identites $M(x)=\sum_jf_{i,j}(x)U_{i,j}(x)^TU_{i,j}(x)$ where $U_{i,j}(x)$ is a matrix ...
Quarez, Ronan
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Bio-Inspired Network for Diagnosing Liver Steatosis in Ultrasound Images. [PDF]
Yao Y, Zhang Z, Peng B, Tang J.
europepmc +1 more source
On (p, q)-Fibonacci quaternions and their Binet formulas, generating functions and certain binomial sums [PDF]
Ahmet İpek
openalex +1 more source
Spinors can be expressed as Lie algebra of infinitesimal rotations. Spinors are also defined as elements of a vector space which carries a linear representation of the Clifford algebra typically.
Tülay Erişir
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In this study, the Gaussian quadra Fibona-Pell sequence is proposed and examined. The quadra Fibona-Pell sequence is first extended to define the Gaussian quadra Fibona-Pell sequence.
Arzu Özkoç Öztürk, Faruk Kaplan
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New Properties and Determinantal Representations of Leonardo Finite Operator Polynomials
The aim of this paper is to introduce Leonardo finite operator polynomials and obtain some of their new properties. We first present the recurrence relation provided by Leonardo finite operator polynomials.
Emrah Polatlı +2 more
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Comparative Study of Single-stranded Oligonucleotides Secondary Structure Prediction Tools. [PDF]
Binet T +4 more
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The Properties of Binomial Transforms for Modified (s,t)-Pell Matrix Sequence
In this study, we investigate a generalization of the modified Pell sequence, which is called $(s,t)$-modified Pell sequence. By considering this sequence, we define the matrix sequence whose elements are $(s,t)$-modified Pell numbers.
Ozan Haklıdır, Şükran Uygun
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