Peter Kornerup - researchr alias

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Viewing Publication 1 - 55 from 55

2017

Error bounds on complex floating-point multiplication with an FMAClaude-Pierre Jeannerod, Peter Kornerup, Nicolas Louvet, Jean-Michel Muller. moc, 86(304):881-898, 2017. [doi]

2015

Reviewing High-Radix Signed-Digit AddersPeter Kornerup. TC, 64(5):1502-1505, 2015. [doi]

2012

On the Computation of Correctly Rounded SumsPeter Kornerup, Vincent Lefèvre, Nicolas Louvet, Jean-Michel Muller. TC, 61(3):289-298, 2012. [doi]

2011

Augmented Precision Square Roots and 2-D Norms, and Discussion on Correctly Rounding sqrt(x^2+y^2)Nicolas Brisebarre, Mioara Joldes, Peter Kornerup, Érik Martin-Dorel, Jean-Michel Muller. arith 2011: 23-30 [doi]

Performing Arithmetic Operations on Round-to-Nearest RepresentationsPeter Kornerup, Jean-Michel Muller, Adrien Panhaleux. TC, 60(2):282-291, 2011. [doi]

2010

Computing correctly rounded integer powers in floating-point arithmeticPeter Kornerup, Christoph Quirin Lauter, Vincent LefÃ¨vre, Nicolas Louvet, Jean-Michel Muller. TOMS, 37(1), 2010. [doi]

2009

On the Computation of Correctly-Rounded SumsPeter Kornerup, Vincent LefÃ¨vre, Nicolas Louvet, Jean-Michel Muller. arith 2009: 155-160 [doi]

Correcting the Normalization Shift of Redundant Binary RepresentationsPeter Kornerup. TC, 58(10):1435-1439, 2009. [doi]

Guest Editors Introduction: Special Section on Computer ArithmeticPeter Kornerup, Paolo Montuschi, Jean-Michel Muller, Eric Schwarz. TC, 58(2):145-147, 2009. [doi]

2006

Leading Guard Digits in Finite Precision Redundant RepresentationsPeter Kornerup, Jean-Michel Muller. TC, 55(5):541-548, 2006. [doi]

Choosing starting values for certain Newton-Raphson iterationsPeter Kornerup, Jean-Michel Muller. TCS, 351(1):101-110, 2006. [doi]

2005

A New Range-Reduction AlgorithmNicolas Brisebarre, David Defour, Peter Kornerup, Jean-Michel Muller, Nathalie Revol. TC, 54(3):331-339, 2005. [doi]

Digit Selection for SRT Division and Square RootPeter Kornerup. TC, 54(3):294-303, 2005. [doi]

Single Precision Reciprocals by Multipartite Table LookupPeter Kornerup, David W. Matula. arith 2005: 240-248 [doi]

Reviewing 4-to-2 Adders for Multi-Operand AdditionPeter Kornerup. vlsisp, 40(1):143-152, 2005. [doi]

2003

Revisiting SRT Quotient Digit SelectionPeter Kornerup. arith 2003: 38-45 [doi]

PrefacePeter Kornerup, Jean-Claude Bajard, Christiane Frougny, Jean-Michel Muller. TCS, 291(2):133-134, 2003.

2002

Reviewing 4-to-2 Adders for Multi-Operand AdditionPeter Kornerup. asap 2002: 218 [doi]

2001

Modular Multiplication and Base Extensions in Residue Number SystemsJean-Claude Bajard, Laurent-Stéphane Didier, Peter Kornerup. arith 2001: 59-65 [doi]

2000

Guest Editors Introduction - Special Issue on Computer ArithmeticIsrael Koren, Peter Kornerup. TC, 49(7):625-627, 2000. [doi]

Computing Moments by Prefix SumsFeng Zhou, Peter Kornerup. vlsisp, 25(1):5-17, 2000. [doi]

1999

Necessary and Sufficient Conditions for Parallel, Constant Time Conversion and AdditionPeter Kornerup. arith 1999: 152 [doi]

Redundant Radix Representations of RingsAsger Munk Nielsen, Peter Kornerup. TC, 48(11):1153-1165, 1999. [doi]

1998

An RNS Montgomery Modular Multiplication AlgorithmJean-Claude Bajard, Laurent-Stéphane Didier, Peter Kornerup. TC, 47(7):766-776, 1998.

A New Fast Discrete Fourier TransformFeng Zhou, Peter Kornerup. vlsisp, 20(3):219-232, 1998. [doi]

1997

An IWS Montgomery Modular Multiplication AlgorithmJean-Claude Bajard, Laurent-Stéphane Didier, Peter Kornerup. arith 1997: 234-239 [doi]

On Radix Representation of RingsAsger Munk Nielsen, Peter Kornerup. arith 1997: 34-43 [doi]

1996

Computing moments by prefix sumsFeng Zhou, Peter Kornerup. icip 1996: 619-622 [doi]

1995

LCF: A Lexicagraphic Binary representation of the RationalsPeter Kornerup, David W. Matula. jucs, 1(7):484-503, 1995. [doi]

MSB-First Digit Serial ArithmeticAsger Munk Nielsen, Peter Kornerup. jucs, 1(7):527-547, 1995. [doi]

High Speed DCT/IDCT Using a Pipelined CORDIC AlgorithmFeng Zhou, Peter Kornerup. arith 1995: 180-187 [doi]

1994

A Systolic, Linear-Array Multiplier for a Class of Right-Shift AlgorithmsPeter Kornerup. TC, 43(8):892-898, 1994.

Digit-Set Conversions: Generalizations and ApplicationPeter Kornerup. TC, 43(5):622-629, 1994.

1993

High-radix modular multiplication for cryptosystemsPeter Kornerup. arith 1993: 277-283 [doi]

1991

Semantics for exact floating point operationsGerd Bohlender, Wolfgang Walter, Peter Kornerup, David W. Matula. arith 1991: 22-26 [doi]

E modulo NHolger Orup, Peter Kornerup. arith 1991: 51-56 [doi]

1990

An Algorithm for Redundant Binary Bit-Pipelined Rational ArithmeticPeter Kornerup, David W. Matula. TC, 39(8):1106-1115, 1990.

1989

Exploiting redundancy in bit-pipelined rational arithmeticPeter Kornerup, David W. Matula. arith 1989: 119-126 [doi]

1988

An On-Line Arithmetic Unit for Bit-Pipelined Rational ArithmeticPeter Kornerup, David W. Matula. jpdc, 5(3):310-330, 1988.

1987

A bit-serial arithmetic unit for rational arithmeticPeter Kornerup, David W. Matula. arith 1987: 204-211 [doi]

1985

Finite precision lexicographic continued fraction number systemsPeter Kornerup, David W. Matula. arith 1985: 207-213 [doi]

Finite Precision Rational Arithmetic Slash Number SystemsDavid W. Matula, Peter Kornerup. TC, 34(1):3-18, 1985.

1983

Mapping Integers and Hensel Codes onto Farey FractionsPeter Kornerup, R. T. Gregory. bit, 23(1):9-20, 1983.

Finite Precision Rational Arithmetic: An Arithmetic UnitPeter Kornerup, David W. Matula. TC, 32(4):378-388, 1983.

An order preserving finite binary encoding of the rationalsDavid W. Matula, Peter Kornerup. arith 1983: 201-209 [doi]

1981

An integrated rational arithmetic unitPeter Kornerup, David W. Matula. arith 1981: 233-240 [doi]

1980

Firmware Development Systems, a SurveyPeter Kornerup. firmware 1980: 124-137

Interpretation and Code Generation Based on Intermediate LanguagesPeter Kornerup, Bent Bruun Kristensen, Ole Lehrmann Madsen. SPE, 10(8):635-658, 1980.

1979

An approximate rational arithmetic system with intrinsic recovery of simple fractions during expression evaluationDavid W. Matula, Peter Kornerup. eurosam 1979: 383-397

1978

A feasibility analysis of fixed-slash rational arithmeticPeter Kornerup, David W. Matula. arith 1978: 39-47 [doi]

A feasibility analysis of binary fixed-slash and floating-slash number systemsDavid W. Matula, Peter Kornerup. arith 1978: 29-38 [doi]

1977

A Unified Numeric Representation Arithmetic Unit and Its Language SupportPeter Kornerup, Bruce D. Shriver. TC, 26(7):651-659, 1977.

1975

A unified numeric data type in PascalPeter Kornerup. arith 1975: 40-47 [doi]

The UNRAU a Unified Numeric Representation Arithmetic UnitBruce D. Shriver, Peter Kornerup. arith 1975: 179-184 [doi]

1974

Concepts of the MATHILDA SystemPeter Kornerup. isca 1974: 159-164

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