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Comment on “Subquadratic Space-Complexity Digit-Serial Multipliers Over $GF(2^{m})$ Using Generalized $(a, b)$ -Way Karatsuba Algorithm”

نوع: Journal Paper

نویسنده : Chiou-Yng Lee; Pramod Kumar Meher

سال: 2016

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Subquadratic Space-Complexity Digit-Serial Multipliers Over $GF(2^{m})$ Using Generalized $(a,b)$-Way Karatsuba Algorithm

نوع: Journal Paper

نویسنده : Chiou-Yng Lee; Pramod Kumar Meher

سال: 2015

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Area-Efficient Subquadratic Space-Complexity Digit-Serial Multiplier for Type-II Optimal Normal Basis of $GF(2^{m})$ Using Symmetric TMVP and Block Recombination Techniques

نوع: Journal Paper

نویسنده : Chiou-Yng Lee; Pramod Kumar Meher

سال: 2015

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Area-Delay Efficient Digit-Serial Multiplier Based on $k$ -Partitioning Scheme Combined With TMVP Block Recombination Approach

نوع: Journal Paper

نویسنده : Chiou-Yng Lee; Pramod Kumar Meher; Chung-Hsin Liu

سال: 2016

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Efficient Digit-Serial KA-Based Multiplier Over Binary Extension Fields Using Block Recombination Approach

نوع: Journal Paper

نویسنده : Chung-Hsin Liu; Chiou-Yng Lee; Pramod Kumar Meher

سال: 2015

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Digit-Serial GNB Multiplier Based on TMVP Approach over GF(2m)

نوع: Journal Paper

نویسنده : Chun-Sheng Yang; Jeng-Shyang Pan; Chiou-Yng Lee

سال: 2013

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Low-Latency Digit-Serial and Digit-Parallel Systolic Multipliers for Large Binary Extension Fields

نوع: Journal Paper

نویسنده : Jeng-Shyang Pan; Chiou-Yng Lee; Pramod Kumar Meher

سال: 2013

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Efficient <formula formulatype="inline"> <img src="/images/tex/233.gif" alt="M"> </formula>-ary Exponentiation over <formula formulatype="inline"> <img src="/images/tex/785.gif" alt="GF(2^{m})"> </formula> Using Subquadratic KA-Based Three-Operand Montgomery Multiplier

نوع: Journal Paper

نویسنده : Chiou-Yng Lee; Meher, Pramod Kumar; Chien-Ping Chang

ناشر: IEEE

سال: 2014

Low-Complexity Digit-Serial Multiplier Over $GF(2^{m})$ Based on Efficient Toeplitz Block Toeplitz Matrix–Vector Product Decomposition

نوع: Journal Paper

نویسنده : Chiou-Yng Lee; Pramod Kumar Meher; Chia-Chen Fan; Shyan-Ming Yuan

سال: 2017

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A Linear Time Pessimistic Diagnosis Algorithm for Hypermesh Multiprocessor Systems under the PMC Model

نوع: Journal Paper

نویسنده : Hong-Chun Hsu; Kuang-Shyr Wu; Cheng-Kuan Lin; Chiou-Yng Lee; Chien-Ping Chang

ناشر: IEEE

سال: 2014

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Comment on “Subquadratic Space-Complexity Digit-Serial Multipliers Over $GF(2^{m})$ Using Generalized $(a, b)$ -Way Karatsuba Algorithm”

Subquadratic Space-Complexity Digit-Serial Multipliers Over $GF(2^{m})$ Using Generalized $(a,b)$-Way Karatsuba Algorithm

Area-Efficient Subquadratic Space-Complexity Digit-Serial Multiplier for Type-II Optimal Normal Basis of $GF(2^{m})$ Using Symmetric TMVP and Block Recombination Techniques

Area-Delay Efficient Digit-Serial Multiplier Based on $k$ -Partitioning Scheme Combined With TMVP Block Recombination Approach

Efficient Digit-Serial KA-Based Multiplier Over Binary Extension Fields Using Block Recombination Approach

Digit-Serial GNB Multiplier Based on TMVP Approach over GF(2m)

Low-Latency Digit-Serial and Digit-Parallel Systolic Multipliers for Large Binary Extension Fields

Efficient <formula formulatype="inline"> <img src="/images/tex/233.gif" alt="M"> </formula>-ary Exponentiation over <formula formulatype="inline"> <img src="/images/tex/785.gif" alt="GF(2^{m})"> </formula> Using Subquadratic KA-Based Three-Operand Montgomery Multiplier

Low-Complexity Digit-Serial Multiplier Over $GF(2^{m})$ Based on Efficient Toeplitz Block Toeplitz Matrix–Vector Product Decomposition

A Linear Time Pessimistic Diagnosis Algorithm for Hypermesh Multiprocessor Systems under the PMC Model

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Comment on “Subquadratic Space-Complexity Digit-Serial Multipliers Over $GF(2^{m})$ Using Generalized $(a, b)$ -Way Karatsuba Algorithm”

Subquadratic Space-Complexity Digit-Serial Multipliers Over $GF(2^{m})$ Using Generalized $(a,b)$-Way Karatsuba Algorithm

Area-Efficient Subquadratic Space-Complexity Digit-Serial Multiplier for Type-II Optimal Normal Basis of $GF(2^{m})$ Using Symmetric TMVP and Block Recombination Techniques

Area-Delay Efficient Digit-Serial Multiplier Based on $k$ -Partitioning Scheme Combined With TMVP Block Recombination Approach

Efficient Digit-Serial KA-Based Multiplier Over Binary Extension Fields Using Block Recombination Approach

Digit-Serial GNB Multiplier Based on TMVP Approach over GF(2m)

Low-Latency Digit-Serial and Digit-Parallel Systolic Multipliers for Large Binary Extension Fields

Efficient <formula formulatype="inline"> <img src="/images/tex/233.gif" alt="M"> </formula>-ary Exponentiation over <formula formulatype="inline"> <img src="/images/tex/785.gif" alt="GF(2^{m})"> </formula> Using Subquadratic KA-Based Three-Operand Montgomery Multiplier

Low-Complexity Digit-Serial Multiplier Over $GF(2^{m})$ Based on Efficient Toeplitz Block Toeplitz Matrix–Vector Product Decomposition

A Linear Time Pessimistic Diagnosis Algorithm for Hypermesh Multiprocessor Systems under the PMC Model