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ORCIDJohn R. Cowles
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2020 – today
- 2020
[c20]Ruben Gamboa, John R. Cowles, Woodrow Gamboa:
Quadratic Extensions in ACL2. ACL2 2020: 75-86
2010 – 2019
- 2019
- [c19]Mark G. Arnold, Ioannis Kouretas, Vassilis Paliouras
, John R. Cowles:
Under- and Overflow Detection in the Residue Logarithmic Number System. ARITH 2019: 112-115 - [c18]Mark G. Arnold, Ed Chester, John R. Cowles, Corey Johnson:
Optimizing Mitchell's Method for Approximate Logarithmic Addition via Base Selection with Application to Back-Propagation. NORCAS 2019: 1-6 - 2018
- [c17]Ruben Gamboa, John R. Cowles:
The Fundamental Theorem of Algebra in ACL2. ACL2 2018: 98-110 - 2017
- [c16]John R. Cowles, Ruben Gamboa:
The Cayley-Dickson Construction in ACL2. ACL2 2017: 18-29 - 2016
- [c15]Mark G. Arnold, Ed Chester, John R. Cowles:
Guarding the guards: Enhancing LNS performance for common applications. ASAP 2016: 123-130 - 2015
- [c14]John R. Cowles, Ruben Gamboa:
Perfect Numbers in ACL2. ACL2 2015: 53-59 - 2014
- [c13]John R. Cowles, Ruben Gamboa:
Equivalence of the Traditional and Non-Standard Definitions of Concepts from Real Analysis. ACL2 2014: 89-100 - [c12]Ruben Gamboa, John R. Cowles:
Formal Verification of Medina's Sequence of Polynomials for Approximating Arctangent. ACL2 2014: 101-110 - 2012
- [c11]Ruben Gamboa, John R. Cowles:
A Cantor Trio: Denumerability, the Reals, and the Real Algebraic Numbers. ITP 2012: 51-66 - 2011
- [c10]Mark G. Arnold, John R. Cowles, Vassilis Paliouras, Ioannis Kouretas:
Towards a Quaternion Complex Logarithmic Number System. IEEE Symposium on Computer Arithmetic 2011: 33-42 - [c9]John R. Cowles, Ruben Gamboa:
Verifying Sierpinski and Riesel Numbers in ACL2. ACL2 2011: 20-27 - 2010
- [c8]John R. Cowles, Ruben Gamboa:
Using a First Order Logic to Verify That Some Set of Reals Has No Lesbegue Measure. ITP 2010: 25-34
2000 – 2009
- 2007
- [j12]Ruben Gamboa, John R. Cowles:
Theory Extension in ACL2(r). J. Autom. Reason. 38(4): 273-301 (2007) - 2006
- [c7]John R. Cowles, Ruben Gamboa:
Unique factorization in ACL2: Euclidean domains. ACL2 2006: 21-27 - [c6]Ruben Gamboa, John R. Cowles:
Implementing a cost-aware evaluator for ACL2 expressions. ACL2 2006: 71-80 - 2004
- [c5]Ruben Gamboa, John R. Cowles:
A Mechanical Proof of the Cook-Levin Theorem. TPHOLs 2004: 99-116 - 2003
- [j11]Mark G. Arnold, Thomas A. Bailey, John R. Cowles:
Error Analysis of the Kmetz/Maenner Algorithm. J. VLSI Signal Process. 33(1-2): 37-53 (2003) - [j10]Mark G. Arnold, Thomas A. Bailey, John R. Cowles, Colin D. Walter:
Fast Fourier Transforms Using the Complex Logarithmic Number System. J. VLSI Signal Process. 33(3): 325-335 (2003)
1990 – 1999
- 1998
- [j9]Mark G. Arnold, Thomas A. Bailey, John R. Cowles, Mark D. Winkel:
Arithmetic Co-Transformations in the Real and Complex Logarithmic Number Systems. IEEE Trans. Computers 47(7): 777-786 (1998) - [c4]Rex E. Gantenbein, Thomas L. James, John R. Cowles, William H. Paloski:
TELELAB: A virtual laboratory for scientific data distribution on the internet. CATA 1998: 89-92 - 1997
- [c3]Mark G. Arnold, Thomas A. Bailey, John R. Cowles, Mark D. Winkel:
Arithmetic Co-transformations in the Real and Complex Logarithmic Number Systems. IEEE Symposium on Computer Arithmetic 1997: 190-199 - 1992
- [j8]Mark G. Arnold, Thomas A. Bailey, John R. Cowles:
Comments on "An Architecture for Addition and Subtraction of Long Word Length Numbers in the Logarithmic Number System''. IEEE Trans. Computers 41(6): 786-788 (1992) - [j7]Mark G. Arnold, Thomas A. Bailey, John R. Cowles, Mark D. Winkel:
Applying Features of IEEE 754 to Sign/Logarithm Arithmetic. IEEE Trans. Computers 41(8): 1040-1050 (1992) - [j6]Mark G. Arnold, Thomas A. Bailey, John R. Cowles, Jerry J. Cupal:
Initializing RAM-based logarithmic processors. J. VLSI Signal Process. 4(2-3): 243-252 (1992) - 1990
- [j5]Mark G. Arnold, Thomas A. Bailey, John R. Cowles, Jerry J. Cupal:
Redundant Logarithmic Arithmetic. IEEE Trans. Computers 39(8): 1077-1086 (1990)
1980 – 1989
- 1989
- [c2]Mark G. Arnold, Thomas A. Bailey, John R. Cowles, Jerry J. Cupal:
Redundant logarithmic number systems. IEEE Symposium on Computer Arithmetic 1989: 144-151 - 1988
- [c1]Mark G. Arnold, John R. Cowles, Thomas A. Bailey:
Improved accuracy for logarithmic addition in DSP applications. ICASSP 1988: 1714-1717 - 1987
- [j4]Thomas A. Bailey, John R. Cowles:
A Convex Hull Inclusion Test. IEEE Trans. Pattern Anal. Mach. Intell. 9(2): 312-316 (1987) - 1986
- [j3]John H. Rowland, John R. Cowles:
Small Sample Algorithms for the Identification of Polynomials. J. ACM 33(4): 822-829 (1986) - 1984
- [j2]Thomas A. Bailey, John R. Cowles:
Cluster Definition by the Optimization of Simple Measures. IEEE Trans. Pattern Anal. Mach. Intell. 6(5): 645-652 (1984) - 1981
- [j1]John R. Cowles:
The Henkin Quantifier and Real Closed Fields. Math. Log. Q. 27(31-35): 549-555 (1981)
Coauthor Index
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