A four parameter extension to the Clement matrix and its role in numerical software testing von Alazemi, Abdullah, Hopkins, Tim, Kılıç, Emrah

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Binomial Sums Involving Second-Order Linearly Recurrent Sequences von Campbell, John M., Kiliç, Emrah

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Determinant evaluation of banded Toeplitz matrices via bivariate polynomial families von Alazemi, Abdullah, Kılıç, Emrah

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An analytical approach: Explicit inverses of periodic tridiagonal matrices von Hopkins, Tim, Kılıç, Emrah

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Perturbed Toeplitz Matrices and Their LU-Decompositions von Chu, Wenchang, Kılıç, Emrah

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LEFT AND RIGHT EIGENVECTORS OF A VARIANT OF THE SYLVESTER–KAC MATRIX von CHU, WENCHANG, KILIÇ, EMRAH

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The inverse of banded matrices von Kılıç, Emrah, Stanica, Pantelimon

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Quadratic sums of Gaussian q-binomial coefficients and Fibonomial coefficients von Chu, Wenchang, Kılıç, Emrah

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Three Determinant Evaluations von Chu, Wenchang, Kılıç, Emrah

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The generalized Pell ( p, i)-numbers and their Binet formulas, combinatorial representations, sums von Kılıç, Emrah

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ANALYTICALLY EXPLICIT INVERSE OF A KIND OF PERIODIC TRIDIAGONAL MATRIX USING A BACKWARD CONTINUED FRACTION APPROACH von Hopkins, Tim, Kılıç, Emrah

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Formulæ for multi-parameter Gaussian q-binomial sums with applications von Kılıç, Emrah, Prodinger, Helmut

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Studying new generalizations of Max-Min matrices with a novel approach von KILIÇ, Emrah, ARIKAN, Talha

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More on the infinite sum of reciprocal Fibonacci, Pell and higher order recurrences von Kilic, Emrah, Arikan, Talha

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q-BINOMIAL FORMULAE OF DIXON'S TYPE AND THE FIBONOMIAL SUMS von Chu, Wenchang, Kılıç, Emrah

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An observation on the determinant of a Sylvester-Kac type matrix von da Fonseca, Carlos M., Kılıç, Emrah

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Partial sums of the Gaussian q-binomial coefficients, their reciprocals, square and squared reciprocals with applications von Kilic, Emrah, Akkus, Ilker

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Evaluation of various partial sums of Gaussian q-binomial sums von Kılıç, Emrah

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New reciprocal sums involving finite products of second order recursions von Kilic, Emrah, Ersanli, Didem

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103.26 A proof of Clarke’s conjecture von Kiliç, Emrah, Arikan, Talha

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