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Computing arithmetic functions using stochastic logic by series expansion
Keshab K. Parhi
, Yin Liu
Electrical and Computer Engineering
Research output
:
Contribution to journal
›
Article
›
peer-review
65
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Scopus citations
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Keyphrases
Stochastic Logic
100%
Arithmetic Functions
100%
Series Expansion
100%
Horner's Rule
75%
Finite State Machine
50%
Format Conversion
50%
Bernstein Polynomials
50%
Taylor-Maclaurin Series Expansion
50%
Multiple Levels
25%
Hardware Complexity
25%
NAND Gate
25%
Tanh
25%
Logic Implementation
25%
Truncated Version
25%
Complex Arithmetic
25%
Sine Cosine
25%
Equivalent Form
25%
Stochastic Circuits
25%
Tangent Hyperbolic
25%
Mathematics
Polynomial
100%
Series Expansion
100%
Arithmetic Function
100%
Stochastics
100%
Maclaurins Series Expansion
40%
Bernstein Polynomial
40%
State Machine
40%
Factorization
20%
Cosine
20%
Trigonometric
20%
Equivalent Form
20%
Engineering
Bernstein Polynomial
100%
Finite-State Machine
100%
Sin
50%
Hardware Complexity
50%
Logic Circuit
50%
Equivalent Form
50%
Complex Arithmetic
50%
Critical Path
50%
Hyperbolic Tangent
50%
Made Paper
50%
Computer Science
Finite-State Machine
100%
Maclaurin Series
100%
Critical Path
50%
Complex Arithmetic
50%
Equivalent Form
50%
Hyperbolic Tangent
50%
Computer Hardware
50%