61
Polynomial based iteration methods for symmetric linear systems /
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Subject (ZB): “...polynomial...”
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62
Second-order Sturm-Liouville difference equations and orthogonal polynomials [E-Book] /
Subject (ZB): “...Orthogonal polynomials....”

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63
Prime ideals in skew and q-skew polynomial rings [E-Book] /
Subject (ZB): “...Polynomial rings....”

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64
Christoffel functions and orthogonal polynomials for exponential weights on [₋1, 1] [E-Book] /
Subject (ZB): “...Orthogonal polynomials....”

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65
Approximation and computation: a Festschrift in honor of Walter Gautschi : Purdue conference: proceedings : 02.12.93-05.12.93.
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Subject (ZB): “...Bessel polynomial...”
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66
Constructive approximation /
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Subject (ZB): “...polynomial...”
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67
On the coefficients of cyclotomic polynomials [E-Book] /
Subject (ZB): “...Polynomials....”

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68
Algorithms for computer algebra /
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Subject (ZB): “...polynomial...”
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69
Sums of even powers of real linear forms [E-Book] /
Subject (ZB): “...Polynomials....”

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70
Numerical methods in approximation theory. 9 : conference on numerical methods in approximation theory : Oberwolfach, 24.11.91-30.11.91.
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Braess, D.
1992
Subject (ZB): “...polynomial...”
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71
Numerical methods for mathematics, science, and engineering /
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Subject (ZB): “...polynomial...”
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72
Classical orthogonal polynomials of a discrete variable /
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Subject (ZB): “...polynomial...”
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73
Numerical analysis: an intelligent approach to numerical computation.
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Dalton, B.
1991
Subject (ZB): “...polynomial...”
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74
Computers in mathematics : international conference on computers and mathematics, talks : Stanford, CA, 29.07.86-01.08.86.
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Subject (ZB): “...polynomial...”
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75
Constructive theory of multivariate functions : with an application to tomography /
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Subject (ZB): “...polynomial...”
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76
Analysis. 2. Convex analysis and approximation theory.
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Subject (ZB): “...polynomial...”
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77
25 years of the University of Nis.
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1990
Subject (ZB): “...polynomial...”
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Annual symposium on foundations of computer science. 30 : Triangle-Park, NC, 30.10.89-01.11.89.
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1989
Subject (ZB): “...polynomial...”
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Semigroups of galbiati Veronesi. 0003: (semilattice of nil extensions of left and right groups)
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Subject (ZB): “...polynomial...”
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80
Phase retrieval and zero crossings : mathematical methods in image reconstruction /
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Subject (ZB): “...polynomial...”
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