- 1 Kom and Korn- '~Electronic Analog Computers" - Chapter 6 - McGraw-Hill, 1952.Google Scholar
- 2 Chance, llughes, et al - "Waveforms"- Sections 19.3 to 19.6 M,I.T. Radiation Laboratory Series- Volume I9- McGraw- Hill, 1949.Google Scholar
- 3 Greenwood, et al - "Electronic Instruments'p - Sections 3.11 to 3.14 ~LT. Radiation Laboratory Series- Volume 21 * McGraw- Hill, 1948.Google Scholar
- 4 Weston Electrical instrument Corporation, Newark, New Jersey. Report No. 356 - "The lnductronJ.c Product Revolver (IPR), Preliminary Technical Report"Google Scholar
- 5 Specialties, Inc. - Skunk's Misery Road- Syossett, Long Island, New York. Descriptive Sheet S142 - ~CAutomatic Currem Balance' 'Google Scholar
- 6 MacNee, A. 13. - "Cross-Fields Electron i3earn Multiplier" - "Proceedings of the LR, E." - Volume 37- 1949- P. 1315.Google Scholar
- 7 Deetey, E. M. and MacKay, D. M. -t~Multiplication and Division by Electronic Analog Methods"- "Nature" - Volume 163 (No. 4147)- P, 650- April 23, 1949.Google Scholar
- 8 Richardson, J. F_, - ~'Analog Computing with Magnetic AmplifLers Using Multiphase A-C Voltages" - Record of the 1953 I.R.E, National Convention - Part 7 - Electronic Computer~.Google Scholar
- 9 Rogazzini, J. R. and Reynolds, Gibson- "The Electronic Complex 1:'larte S,canner" - "The Review of Scientific Instruments" - Volume 24- No. 7. P.P. 4g7-453- Jt~ly, 1953.Google Scholar
- 10 Thomas, W. R. and Squires, M. - '~E1ectronic Analog Methods of Multiplieation" - R.A.E. Technical Note GW-53- October, 1949.Google Scholar
- 11 George A. Philbrick Researches, Inc., 230 Congress Street, Boston, Massachusetts- "Catalog and Manual on GAP/R High- Speed All-Electronic Analog Computers for Research and Design"Google Scholar
- 12 Chance, Williams, et ai . "A Quarter-~uare Multiplier Using a Segmented Parabolic Characteristic" . "The Review of Scientific Instruments" - September, 1951- Volume 22, No. 9.Google Scholar
- 13 Project Typhoon, Summary Progress Report No. 2- R.C. A, " December, 1948,Google Scholar
- 14 Goldberg, E. A. - "Step Multiplier in a Guided Missile Computer" - "Electronics - Volume 24 - August, 1951- P.P. 121-124.Google Scholar
- 15 Hall, Albert C - "A Generalized Analog C~mputer for Flight Simulation" - A. L F_= E. "{ransaction~ Paper 50-48- Volume 69- 1950.Google Scholar
- 16 Seifert, W. W, - '~An Electronic Multiplier fc>r Use in an Analog Computer" - NLS. Thesis- M, LT, - E,E. - 1947.Google Scholar
- 17 Garrett, I). E. and Cole, F. G. - "A General Purpose Electronic Wattmeter" - 'Proceedmgs of the LR.E. ~. - February, 1952.Google Scholar
- 18 Somerville, M. J. - "An Electronic Multiplier" - "Electronic Engineering"- February, 1952 - P.P. 78-79.Google Scholar
- 19 Price, Robert- "An FM-AM Multiplier of High Accuracy and Wide Range" - R.L,F_,, - M.LT. - Technical Report No. 213- 1951.Google Scholar
- 20 McCool, W. A. - '~An AM-FM Electronic Analog Multiplier" . "Proceedings of the I.R,E." - Volume 41 - October, 1953 -P. 470.Google Scholar
- 21 Goldberg, F_. A. - "A High-Accuracy Time-- Division Multiplier'* - "RCA Review"- September, 1952.Google Scholar
- 22 Morrill, C. D. and Baum, R. V. - "A Stabilized Electronic Multiplier"- "Transactions LR.E. Professional Group on Electronic Computers" - December, 1952.Google Scholar
- 23 Reeves Instrument Corporation, 215 East 91st Street, New York 28, New York- Brochure on Model EMoI01 MUD O Six- Charmel ELectronic Multiplier (RICO 102M-2-52).Google Scholar
- 24 Angelo, Ernest James, Jr. - "An Electron- I3eam Tube for Analog Multiplication" - Massachusetts Institute of Technology, Electrical Engineering Department- ScD Thesis, 1959-Google Scholar
Index Terms
- Survey of Analog Multiplication Schemes
Recommendations
Decimal Floating-Point Multiplication
Decimal multiplication is important in many commercial applications including financial analysis, banking, tax calculation, currency conversion, insurance, and accounting. This paper presents the design of two decimal floating-point multipliers: one ...
Carry-Save Multiplication Schemes Without Final Addition
Carry-save multipliers require an adder at the last step to convert the carry-sum representation of the most significant half of the result into a non-redundant form. This paper presents n n multiplication schemes where this conversion is performed with ...
Fast architecture for decimal digit multiplication
BCD digit multiplication module (BDM) is widely used in BCD arithmetic, especially in Decimal Floating-Point (DFP) units. In this paper, we present a new BCD digit multiplication scheme to accelerate this module. Similar to previous articles, our ...
Comments