Over-relaxation applied to implicit alternating direction methods. - Richard S. Varga (IFIP Congress, 1959)

A Method of Normalized Block Iteration. - Elizabeth H. Cuthill; Richard S. Varga (J. ACM, 1959)

Recent numerical experiments comparing successive overrelaxation iterative methods with implicit alternative direction iterative methods. - Harvey S. Price; Richard S. Varga; Raymond M. Fitzgerald (ACM National Meeting, 1961)

Alternating Direction Implicit Methods. - Garrett Birkhoff; Richard S. Varga; David Young (Adv. Comput., 1962)

Computer technology at Case. - Richard S. Varga (ACM National Conference, 1964)

The Role of Interpolation and Approximation Theory in Variational and Projectional Methods for Solving Partial Differential Equations. - Richard S. Varga (IFIP Congress (2), 1971)

The Laguerre inequalities with applications to a problem associated with the Riemann hypothesis. - George Csordas; A. Ruttan; Richard S. Varga (Numer. Algorithms, 1991)

Some numerical results on best uniform rational approximation ofxα on [0, 1]. - Richard S. Varga; Amos J. Carpenter (Numer. Algorithms, 1992)

Acceleration of Relaxation Methods for Non-Hermitian Linear Systems. - M. Eiermann; W. Niethammer; Richard S. Varga (SIAM J. Matrix Anal. Appl., 1992)

Extrapolation methods: theory and practice - C. Brezinski and M. Redivozaglia studies in computational mathematics 2 North-Holland, Amsterdam, 1991. - Richard S. Varga (Numer. Algorithms, 1993)

A Linear Algebra Proof that the Inverse of a Strictly Ultrametric Matrix is a Strictly Diagonally Dominant Stieltjes Matrix. - Reinhard Nabben; Richard S. Varga (SIAM J. Matrix Anal. Appl., 1994)

Preface. - Claude Brezinski; Richard S. Varga (Numer. Algorithms, 1996)

Zeros of the partial sums of cos (z) and sin (z). I. - Richard S. Varga; Amos J. Carpenter (Numer. Algorithms, 2000)

Zeros of the partial sums of cos(z) and sin(z) II. - Richard S. Varga; Amos J. Carpenter (Numerische Mathematik, 2001)

Chebyshev semi-iterative methods, successive over-relaxation iterative methods, and second-order Richardson iterative methods, Parts I and II. - Gene H. Golub; Richard S. Varga (Milestones in Matrix Computation, 2007)

Theodore J. Rivlin (1926-2006). - Charles A. Micchelli; Richard S. Varga (J. Approx. Theory, 2009)

Geršgorin-type localizations of generalized eigenvalues. - Vladimir Kostic; Ljiljana Cvetkovic; Richard S. Varga (Numer. Linear Algebra Appl., 2009)

The life and times of Dr David M. Young, Jr. - David R. Kincaid; Richard S. Varga; Charles H. Warlick (Numer. Linear Algebra Appl., 2010)

Localization of generalized eigenvalues by Cartesian ovals. - Vladimir Kostic; Richard S. Varga; Ljiljana Cvetkovic (Numer. Linear Algebra Appl., 2012)