Comparison of Point Sets and Sequences for Quasi-Monte Carlo and for Random Number Generation |

Comparison of Point Sets and Sequences for Quasi-Monte Carlo and for Random Number Generation |

Comparison of Point Sets and Sequences for Quasi-Monte Carlo and for Random Number Generation |

Comparison of Point Sets and Sequences for Quasi-Monte Carlo and for Random Number Generation |

Comparison of Point Sets and Sequences for Quasi-Monte Carlo and for Random Number Generation |

Comparison of Point Sets and Sequences for Quasi-Monte Carlo and for Random Number Generation |

Comparison of Point Sets and Sequences for Quasi-Monte Carlo and for Random Number Generation |

Comparison of Point Sets and Sequences for Quasi-Monte Carlo and for Random Number Generation |

Comparison of Point Sets and Sequences for Quasi-Monte Carlo and for Random Number Generation |

Comparison of Point Sets and Sequences for Quasi-Monte Carlo and for Random Number Generation |

Comparison of Point Sets and Sequences for Quasi-Monte Carlo and for Random Number Generation |

Comparison of Point Sets and Sequences for Quasi-Monte Carlo and for Random Number Generation |

Comparison of Point Sets and Sequences for Quasi-Monte Carlo and for Random Number Generation |

Comparison of Point Sets and Sequences for Quasi-Monte Carlo and for Random Number Generation |

Comparison of Point Sets and Sequences for Quasi-Monte Carlo and for Random Number Generation |

Comparison of Point Sets and Sequences for Quasi-Monte Carlo and for Random Number Generation |

Comparison of Point Sets and Sequences for Quasi-Monte Carlo and for Random Number Generation |

On Independence and Sensitivity of Statistical Randomness Tests |

On Independence and Sensitivity of Statistical Randomness Tests |

On Independence and Sensitivity of Statistical Randomness Tests |

On Independence and Sensitivity of Statistical Randomness Tests |

On Independence and Sensitivity of Statistical Randomness Tests |

On Independence and Sensitivity of Statistical Randomness Tests |

On Independence and Sensitivity of Statistical Randomness Tests |

On Independence and Sensitivity of Statistical Randomness Tests |

On Independence and Sensitivity of Statistical Randomness Tests |

On Independence and Sensitivity of Statistical Randomness Tests |

On Independence and Sensitivity of Statistical Randomness Tests |

On Independence and Sensitivity of Statistical Randomness Tests |

New Distinguishers Based on Random Mappings against Stream Ciphers |

New Distinguishers Based on Random Mappings against Stream Ciphers |

New Distinguishers Based on Random Mappings against Stream Ciphers |

New Distinguishers Based on Random Mappings against Stream Ciphers |

New Distinguishers Based on Random Mappings against Stream Ciphers |

New Distinguishers Based on Random Mappings against Stream Ciphers |

New Distinguishers Based on Random Mappings against Stream Ciphers |

New Distinguishers Based on Random Mappings against Stream Ciphers |

New Distinguishers Based on Random Mappings against Stream Ciphers |

New Distinguishers Based on Random Mappings against Stream Ciphers |

New Distinguishers Based on Random Mappings against Stream Ciphers |

New Distinguishers Based on Random Mappings against Stream Ciphers |

A Probabilistic Approach on Estimating the Number of Modular Sonar Sequences |

A Probabilistic Approach on Estimating the Number of Modular Sonar Sequences |

A Probabilistic Approach on Estimating the Number of Modular Sonar Sequences |

A Probabilistic Approach on Estimating the Number of Modular Sonar Sequences |

A Probabilistic Approach on Estimating the Number of Modular Sonar Sequences |

A Probabilistic Approach on Estimating the Number of Modular Sonar Sequences |

A Probabilistic Approach on Estimating the Number of Modular Sonar Sequences |

A Probabilistic Approach on Estimating the Number of Modular Sonar Sequences |

A Probabilistic Approach on Estimating the Number of Modular Sonar Sequences |

A Study on the Pseudorandom Properties of Sequences Generated Via the Additive Order |

A Study on the Pseudorandom Properties of Sequences Generated Via the Additive Order |

A Study on the Pseudorandom Properties of Sequences Generated Via the Additive Order |

A Study on the Pseudorandom Properties of Sequences Generated Via the Additive Order |

A Study on the Pseudorandom Properties of Sequences Generated Via the Additive Order |

A Study on the Pseudorandom Properties of Sequences Generated Via the Additive Order |

A Study on the Pseudorandom Properties of Sequences Generated Via the Additive Order |

A Study on the Pseudorandom Properties of Sequences Generated Via the Additive Order |

A Study on the Pseudorandom Properties of Sequences Generated Via the Additive Order |

On the Average Distribution of Power Residues and Primitive Elements in Inversive and Nonlinear Recurring Sequences |

On the Average Distribution of Power Residues and Primitive Elements in Inversive and Nonlinear Recurring Sequences |

On the Average Distribution of Power Residues and Primitive Elements in Inversive and Nonlinear Recurring Sequences |

On the Average Distribution of Power Residues and Primitive Elements in Inversive and Nonlinear Recurring Sequences |

On the Average Distribution of Power Residues and Primitive Elements in Inversive and Nonlinear Recurring Sequences |

On the Average Distribution of Power Residues and Primitive Elements in Inversive and Nonlinear Recurring Sequences |

On the Average Distribution of Power Residues and Primitive Elements in Inversive and Nonlinear Recurring Sequences |

On the Average Distribution of Power Residues and Primitive Elements in Inversive and Nonlinear Recurring Sequences |

On the Average Distribution of Power Residues and Primitive Elements in Inversive and Nonlinear Recurring Sequences |

On the Average Distribution of Power Residues and Primitive Elements in Inversive and Nonlinear Recurring Sequences |

On the Average Distribution of Power Residues and Primitive Elements in Inversive and Nonlinear Recurring Sequences |

Some Results on the Arithmetic Correlation of Sequences |

Some Results on the Arithmetic Correlation of Sequences |

Some Results on the Arithmetic Correlation of Sequences |

Some Results on the Arithmetic Correlation of Sequences |

Some Results on the Arithmetic Correlation of Sequences |

Some Results on the Arithmetic Correlation of Sequences |

Some Results on the Arithmetic Correlation of Sequences |

Some Results on the Arithmetic Correlation of Sequences |

Some Results on the Arithmetic Correlation of Sequences |

Some Results on the Arithmetic Correlation of Sequences |

A Class of Nonbinary Codes and Sequence Families |

A Class of Nonbinary Codes and Sequence Families |

A Class of Nonbinary Codes and Sequence Families |

A Class of Nonbinary Codes and Sequence Families |

A Class of Nonbinary Codes and Sequence Families |

A Class of Nonbinary Codes and Sequence Families |

A Class of Nonbinary Codes and Sequence Families |

A Class of Nonbinary Codes and Sequence Families |

A Class of Nonbinary Codes and Sequence Families |

A Class of Nonbinary Codes and Sequence Families |

A Class of Nonbinary Codes and Sequence Families |

A Class of Nonbinary Codes and Sequence Families |

A Class of Nonbinary Codes and Sequence Families |

A Class of Nonbinary Codes and Sequence Families |

Results on the Crosscorrelation and Autocorrelation of Sequences |

Results on the Crosscorrelation and Autocorrelation of Sequences |

Results on the Crosscorrelation and Autocorrelation of Sequences |

Results on the Crosscorrelation and Autocorrelation of Sequences |

Results on the Crosscorrelation and Autocorrelation of Sequences |

Results on the Crosscorrelation and Autocorrelation of Sequences |

Results on the Crosscorrelation and Autocorrelation of Sequences |

Results on the Crosscorrelation and Autocorrelation of Sequences |

Results on the Crosscorrelation and Autocorrelation of Sequences |

Results on the Crosscorrelation and Autocorrelation of Sequences |

Results on the Crosscorrelation and Autocorrelation of Sequences |

m-Sequences of Lengths 2-1 and 2-1 with at Most Four-Valued Cross Correlation |

m-Sequences of Lengths 2-1 and 2-1 with at Most Four-Valued Cross Correlation |

m-Sequences of Lengths 2-1 and 2-1 with at Most Four-Valued Cross Correlation |

m-Sequences of Lengths 2-1 and 2-1 with at Most Four-Valued Cross Correlation |

m-Sequences of Lengths 2-1 and 2-1 with at Most Four-Valued Cross Correlation |

m-Sequences of Lengths 2-1 and 2-1 with at Most Four-Valued Cross Correlation |

m-Sequences of Lengths 2-1 and 2-1 with at Most Four-Valued Cross Correlation |

m-Sequences of Lengths 2-1 and 2-1 with at Most Four-Valued Cross Correlation |

m-Sequences of Lengths 2-1 and 2-1 with at Most Four-Valued Cross Correlation |

m-Sequences of Lengths 2-1 and 2-1 with at Most Four-Valued Cross Correlation |

m-Sequences of Lengths 2-1 and 2-1 with at Most Four-Valued Cross Correlation |

m-Sequences of Lengths 2-1 and 2-1 with at Most Four-Valued Cross Correlation |

m-Sequences of Lengths 2-1 and 2-1 with at Most Four-Valued Cross Correlation |

m-Sequences of Lengths 2-1 and 2-1 with at Most Four-Valued Cross Correlation |

m-Sequences of Lengths 2-1 and 2-1 with at Most Four-Valued Cross Correlation |

On the Correlation Distribution of Kerdock Sequences |

On the Correlation Distribution of Kerdock Sequences |

On the Correlation Distribution of Kerdock Sequences |

On the Correlation Distribution of Kerdock Sequences |

On the Correlation Distribution of Kerdock Sequences |

On the Correlation Distribution of Kerdock Sequences |

On the Correlation Distribution of Kerdock Sequences |

On the Correlation Distribution of Kerdock Sequences |

On the Correlation Distribution of Kerdock Sequences |

Two New Families of Low-Correlation Interleaved QAM Sequences |

Two New Families of Low-Correlation Interleaved QAM Sequences |

Two New Families of Low-Correlation Interleaved QAM Sequences |

Two New Families of Low-Correlation Interleaved QAM Sequences |

Two New Families of Low-Correlation Interleaved QAM Sequences |

Two New Families of Low-Correlation Interleaved QAM Sequences |

Two New Families of Low-Correlation Interleaved QAM Sequences |

Two New Families of Low-Correlation Interleaved QAM Sequences |

Two New Families of Low-Correlation Interleaved QAM Sequences |

Two New Families of Low-Correlation Interleaved QAM Sequences |

Two New Families of Low-Correlation Interleaved QAM Sequences |

Two New Families of Low-Correlation Interleaved QAM Sequences |

The Combinatorics of Differentiation |

The Combinatorics of Differentiation |

The Combinatorics of Differentiation |

The Combinatorics of Differentiation |

The Combinatorics of Differentiation |

The Combinatorics of Differentiation |

The Combinatorics of Differentiation |

The Combinatorics of Differentiation |

The Combinatorics of Differentiation |

The Combinatorics of Differentiation |

The Combinatorics of Differentiation |

Group Representation Design of Digital Signals and Sequences |

Group Representation Design of Digital Signals and Sequences |

Group Representation Design of Digital Signals and Sequences |

Group Representation Design of Digital Signals and Sequences |

Group Representation Design of Digital Signals and Sequences |

Group Representation Design of Digital Signals and Sequences |

Group Representation Design of Digital Signals and Sequences |

Group Representation Design of Digital Signals and Sequences |

Group Representation Design of Digital Signals and Sequences |

Group Representation Design of Digital Signals and Sequences |

Group Representation Design of Digital Signals and Sequences |

Group Representation Design of Digital Signals and Sequences |

Group Representation Design of Digital Signals and Sequences |

Group Representation Design of Digital Signals and Sequences |

Projective de Bruijn Sequences |

Projective de Bruijn Sequences |

Projective de Bruijn Sequences |

Projective de Bruijn Sequences |

Projective de Bruijn Sequences |

Projective de Bruijn Sequences |

Projective de Bruijn Sequences |

Projective de Bruijn Sequences |

Multiplicative Character Sums of Recurring Sequences with R´edei Functions |

Multiplicative Character Sums of Recurring Sequences with R´edei Functions |

Multiplicative Character Sums of Recurring Sequences with R´edei Functions |

Multiplicative Character Sums of Recurring Sequences with R´edei Functions |

Multiplicative Character Sums of Recurring Sequences with R´edei Functions |

Multiplicative Character Sums of Recurring Sequences with R´edei Functions |

Multiplicative Character Sums of Recurring Sequences with R´edei Functions |

On the Connection between Kloosterman Sums and Elliptic Curves |

On the Connection between Kloosterman Sums and Elliptic Curves |

On the Connection between Kloosterman Sums and Elliptic Curves |

On the Connection between Kloosterman Sums and Elliptic Curves |

On the Connection between Kloosterman Sums and Elliptic Curves |

On the Connection between Kloosterman Sums and Elliptic Curves |

A Class of Optimal Frequency Hopping Sequences Based upon the Theory of Power Residues |

A Class of Optimal Frequency Hopping Sequences Based upon the Theory of Power Residues |

A Class of Optimal Frequency Hopping Sequences Based upon the Theory of Power Residues |

A Class of Optimal Frequency Hopping Sequences Based upon the Theory of Power Residues |

A Class of Optimal Frequency Hopping Sequences Based upon the Theory of Power Residues |

A Class of Optimal Frequency Hopping Sequences Based upon the Theory of Power Residues |

A Class of Optimal Frequency Hopping Sequences Based upon the Theory of Power Residues |

A Class of Optimal Frequency Hopping Sequences Based upon the Theory of Power Residues |

A Class of Optimal Frequency Hopping Sequences Based upon the Theory of Power Residues |

Sequences, DFT and Resistance against Fast Algebraic Attacks |

Sequences, DFT and Resistance against Fast Algebraic Attacks |

Sequences, DFT and Resistance against Fast Algebraic Attacks |

Sequences, DFT and Resistance against Fast Algebraic Attacks |

Sequences, DFT and Resistance against Fast Algebraic Attacks |

Sequences, DFT and Resistance against Fast Algebraic Attacks |

Sequences, DFT and Resistance against Fast Algebraic Attacks |

Sequences, DFT and Resistance against Fast Algebraic Attacks |

Sequences, DFT and Resistance against Fast Algebraic Attacks |

Sequences, DFT and Resistance against Fast Algebraic Attacks |

Sequences, DFT and Resistance against Fast Algebraic Attacks |

Sequences, DFT and Resistance against Fast Algebraic Attacks |

Sequences, DFT and Resistance against Fast Algebraic Attacks |

Sequences, DFT and Resistance against Fast Algebraic Attacks |

Sequences, DFT and Resistance against Fast Algebraic Attacks |

Sequences, DFT and Resistance against Fast Algebraic Attacks |

Sequences, DFT and Resistance against Fast Algebraic Attacks |

Sequences, DFT and Resistance against Fast Algebraic Attacks |

Sequences, DFT and Resistance against Fast Algebraic Attacks |

Sequences, DFT and Resistance against Fast Algebraic Attacks |

Sequences, DFT and Resistance against Fast Algebraic Attacks |

Sequences, DFT and Resistance against Fast Algebraic Attacks |

Expected-Adic Security Measures of Sequences |

Expected-Adic Security Measures of Sequences |

Expected-Adic Security Measures of Sequences |

Expected-Adic Security Measures of Sequences |

Expected-Adic Security Measures of Sequences |

Expected-Adic Security Measures of Sequences |

Expected-Adic Security Measures of Sequences |

Expected-Adic Security Measures of Sequences |

Expected-Adic Security Measures of Sequences |

Expected-Adic Security Measures of Sequences |

Expected-Adic Security Measures of Sequences |

Distance-Avoiding Sequences for Extremely Low-Bandwidth Authentication |

Distance-Avoiding Sequences for Extremely Low-Bandwidth Authentication |

Distance-Avoiding Sequences for Extremely Low-Bandwidth Authentication |

Distance-Avoiding Sequences for Extremely Low-Bandwidth Authentication |

Distance-Avoiding Sequences for Extremely Low-Bandwidth Authentication |

Distance-Avoiding Sequences for Extremely Low-Bandwidth Authentication |

Distance-Avoiding Sequences for Extremely Low-Bandwidth Authentication |

Distance-Avoiding Sequences for Extremely Low-Bandwidth Authentication |

Distance-Avoiding Sequences for Extremely Low-Bandwidth Authentication |

On the Number of Linearly Independent Equations Generated by XL |

On the Number of Linearly Independent Equations Generated by XL |

On the Number of Linearly Independent Equations Generated by XL |

On the Number of Linearly Independent Equations Generated by XL |

On the Number of Linearly Independent Equations Generated by XL |

On the Number of Linearly Independent Equations Generated by XL |

On the Number of Linearly Independent Equations Generated by XL |

On the Number of Linearly Independent Equations Generated by XL |

On the Number of Linearly Independent Equations Generated by XL |

On the Number of Linearly Independent Equations Generated by XL |

On the Number of Linearly Independent Equations Generated by XL |

On the Number of Linearly Independent Equations Generated by XL |

On the Number of Linearly Independent Equations Generated by XL |

2-Periodic Binary Sequences with Fixed k-Error Linear Complexity for k = 2 or 3 |

2-Periodic Binary Sequences with Fixed k-Error Linear Complexity for k = 2 or 3 |

2-Periodic Binary Sequences with Fixed k-Error Linear Complexity for k = 2 or 3 |

2-Periodic Binary Sequences with Fixed k-Error Linear Complexity for k = 2 or 3 |

2-Periodic Binary Sequences with Fixed k-Error Linear Complexity for k = 2 or 3 |

2-Periodic Binary Sequences with Fixed k-Error Linear Complexity for k = 2 or 3 |

2-Periodic Binary Sequences with Fixed k-Error Linear Complexity for k = 2 or 3 |

2-Periodic Binary Sequences with Fixed k-Error Linear Complexity for k = 2 or 3 |

2-Periodic Binary Sequences with Fixed k-Error Linear Complexity for k = 2 or 3 |

2-Periodic Binary Sequences with Fixed k-Error Linear Complexity for k = 2 or 3 |

2-Periodic Binary Sequences with Fixed k-Error Linear Complexity for k = 2 or 3 |

2-Periodic Binary Sequences with Fixed k-Error Linear Complexity for k = 2 or 3 |

2-Periodic Binary Sequences with Fixed k-Error Linear Complexity for k = 2 or 3 |

2-Periodic Binary Sequences with Fixed k-Error Linear Complexity for k = 2 or 3 |

Generalized Joint Linear Complexity of Linear Recurring Multisequences |

Generalized Joint Linear Complexity of Linear Recurring Multisequences |

Generalized Joint Linear Complexity of Linear Recurring Multisequences |

Generalized Joint Linear Complexity of Linear Recurring Multisequences |

Generalized Joint Linear Complexity of Linear Recurring Multisequences |

Generalized Joint Linear Complexity of Linear Recurring Multisequences |

Generalized Joint Linear Complexity of Linear Recurring Multisequences |

Generalized Joint Linear Complexity of Linear Recurring Multisequences |

Generalized Joint Linear Complexity of Linear Recurring Multisequences |

Generalized Joint Linear Complexity of Linear Recurring Multisequences |

Generalized Joint Linear Complexity of Linear Recurring Multisequences |

Generalized Joint Linear Complexity of Linear Recurring Multisequences |

A Lattice-Based Minimal Partial Realization Algorithm |

A Lattice-Based Minimal Partial Realization Algorithm |

A Lattice-Based Minimal Partial Realization Algorithm |

A Lattice-Based Minimal Partial Realization Algorithm |

A Lattice-Based Minimal Partial Realization Algorithm |

A Lattice-Based Minimal Partial Realization Algorithm |

A Lattice-Based Minimal Partial Realization Algorithm |

A Lattice-Based Minimal Partial Realization Algorithm |

A Lattice-Based Minimal Partial Realization Algorithm |

A Lattice-Based Minimal Partial Realization Algorithm |

A Lattice-Based Minimal Partial Realization Algorithm |

A Lattice-Based Minimal Partial Realization Algorithm |

A Fast Jump Ahead Algorithm for Linear Recurrences in a Polynomial Space |

A Fast Jump Ahead Algorithm for Linear Recurrences in a Polynomial Space |

A Fast Jump Ahead Algorithm for Linear Recurrences in a Polynomial Space |

A Fast Jump Ahead Algorithm for Linear Recurrences in a Polynomial Space |

A Fast Jump Ahead Algorithm for Linear Recurrences in a Polynomial Space |

A Fast Jump Ahead Algorithm for Linear Recurrences in a Polynomial Space |

A Fast Jump Ahead Algorithm for Linear Recurrences in a Polynomial Space |

A Fast Jump Ahead Algorithm for Linear Recurrences in a Polynomial Space |

A Fast Jump Ahead Algorithm for Linear Recurrences in a Polynomial Space |

Parallel Generation of Sequences |

Parallel Generation of Sequences |

Parallel Generation of Sequences |

Parallel Generation of Sequences |

Parallel Generation of Sequences |

Parallel Generation of Sequences |

Parallel Generation of Sequences |

Parallel Generation of Sequences |

Parallel Generation of Sequences |

Parallel Generation of Sequences |

Parallel Generation of Sequences |

Parallel Generation of Sequences |

Parallel Generation of Sequences |

Parallel Generation of Sequences |

Design of M-Ary Low Correlation Zone Sequence Sets by Interleaving |

Design of M-Ary Low Correlation Zone Sequence Sets by Interleaving |

Design of M-Ary Low Correlation Zone Sequence Sets by Interleaving |

Design of M-Ary Low Correlation Zone Sequence Sets by Interleaving |

Design of M-Ary Low Correlation Zone Sequence Sets by Interleaving |

Design of M-Ary Low Correlation Zone Sequence Sets by Interleaving |

Design of M-Ary Low Correlation Zone Sequence Sets by Interleaving |

Design of M-Ary Low Correlation Zone Sequence Sets by Interleaving |

Design of M-Ary Low Correlation Zone Sequence Sets by Interleaving |

The Peak to Sidelobe Level of the Most Significant Bit of Trace Codes over Galois Rings |

The Peak to Sidelobe Level of the Most Significant Bit of Trace Codes over Galois Rings |

The Peak to Sidelobe Level of the Most Significant Bit of Trace Codes over Galois Rings |

The Peak to Sidelobe Level of the Most Significant Bit of Trace Codes over Galois Rings |

The Peak to Sidelobe Level of the Most Significant Bit of Trace Codes over Galois Rings |

The Peak to Sidelobe Level of the Most Significant Bit of Trace Codes over Galois Rings |

The Peak to Sidelobe Level of the Most Significant Bit of Trace Codes over Galois Rings |

The Peak to Sidelobe Level of the Most Significant Bit of Trace Codes over Galois Rings |

The Peak to Sidelobe Level of the Most Significant Bit of Trace Codes over Galois Rings |

The Peak to Sidelobe Level of the Most Significant Bit of Trace Codes over Galois Rings |

On Partial Correlations of Various Z4 Sequence Families |

On Partial Correlations of Various Z4 Sequence Families |

On Partial Correlations of Various Z4 Sequence Families |

On Partial Correlations of Various Z4 Sequence Families |

On Partial Correlations of Various Z4 Sequence Families |

On Partial Correlations of Various Z4 Sequence Families |

On Partial Correlations of Various Z4 Sequence Families |

On Partial Correlations of Various Z4 Sequence Families |

On Partial Correlations of Various Z4 Sequence Families |

On Partial Correlations of Various Z4 Sequence Families |

On Partial Correlations of Various Z4 Sequence Families |

On Partial Correlations of Various Z4 Sequence Families |

On Partial Correlations of Various Z4 Sequence Families |

On the Higher Order Nonlinearities of Boolean Functions and S-Boxes, and Their Generalizations |

On the Higher Order Nonlinearities of Boolean Functions and S-Boxes, and Their Generalizations |

On the Higher Order Nonlinearities of Boolean Functions and S-Boxes, and Their Generalizations |

On the Higher Order Nonlinearities of Boolean Functions and S-Boxes, and Their Generalizations |

On the Higher Order Nonlinearities of Boolean Functions and S-Boxes, and Their Generalizations |

On the Higher Order Nonlinearities of Boolean Functions and S-Boxes, and Their Generalizations |

On the Higher Order Nonlinearities of Boolean Functions and S-Boxes, and Their Generalizations |

On the Higher Order Nonlinearities of Boolean Functions and S-Boxes, and Their Generalizations |

On the Higher Order Nonlinearities of Boolean Functions and S-Boxes, and Their Generalizations |

On the Higher Order Nonlinearities of Boolean Functions and S-Boxes, and Their Generalizations |

On the Higher Order Nonlinearities of Boolean Functions and S-Boxes, and Their Generalizations |

On the Higher Order Nonlinearities of Boolean Functions and S-Boxes, and Their Generalizations |

On the Higher Order Nonlinearities of Boolean Functions and S-Boxes, and Their Generalizations |

On the Higher Order Nonlinearities of Boolean Functions and S-Boxes, and Their Generalizations |

On the Higher Order Nonlinearities of Boolean Functions and S-Boxes, and Their Generalizations |

On the Higher Order Nonlinearities of Boolean Functions and S-Boxes, and Their Generalizations |

On the Higher Order Nonlinearities of Boolean Functions and S-Boxes, and Their Generalizations |

On the Higher Order Nonlinearities of Boolean Functions and S-Boxes, and Their Generalizations |

On the Higher Order Nonlinearities of Boolean Functions and S-Boxes, and Their Generalizations |

On the Higher Order Nonlinearities of Boolean Functions and S-Boxes, and Their Generalizations |

On the Higher Order Nonlinearities of Boolean Functions and S-Boxes, and Their Generalizations |

On the Higher Order Nonlinearities of Boolean Functions and S-Boxes, and Their Generalizations |

On the Higher Order Nonlinearities of Boolean Functions and S-Boxes, and Their Generalizations |

On a Class of Permutation Polynomials over |

On a Class of Permutation Polynomials over |

On a Class of Permutation Polynomials over |

On a Class of Permutation Polynomials over |

On a Class of Permutation Polynomials over |

On a Class of Permutation Polynomials over |

On a Class of Permutation Polynomials over |

On a Class of Permutation Polynomials over |

On a Class of Permutation Polynomials over |

On 3-to-1 and Power APN S-Boxes |

On 3-to-1 and Power APN S-Boxes |

On 3-to-1 and Power APN S-Boxes |

On 3-to-1 and Power APN S-Boxes |

On 3-to-1 and Power APN S-Boxes |

On 3-to-1 and Power APN S-Boxes |

On 3-to-1 and Power APN S-Boxes |

On 3-to-1 and Power APN S-Boxes |

On 3-to-1 and Power APN S-Boxes |

On 3-to-1 and Power APN S-Boxes |

On 3-to-1 and Power APN S-Boxes |

On 3-to-1 and Power APN S-Boxes |

On 3-to-1 and Power APN S-Boxes |

Negabent Functions in the Maiorana–McFarland Class |

Negabent Functions in the Maiorana–McFarland Class |

Negabent Functions in the Maiorana–McFarland Class |

Negabent Functions in the Maiorana–McFarland Class |

Negabent Functions in the Maiorana–McFarland Class |

Negabent Functions in the Maiorana–McFarland Class |

Negabent Functions in the Maiorana–McFarland Class |

Negabent Functions in the Maiorana–McFarland Class |

Negabent Functions in the Maiorana–McFarland Class |

Negabent Functions in the Maiorana–McFarland Class |

Negabent Functions in the Maiorana–McFarland Class |

Negabent Functions in the Maiorana–McFarland Class |

Negabent Functions in the Maiorana–McFarland Class |

New Perfect Nonlinear Multinomials over F for Any Odd Prime p |

New Perfect Nonlinear Multinomials over F for Any Odd Prime p |

New Perfect Nonlinear Multinomials over F for Any Odd Prime p |

New Perfect Nonlinear Multinomials over F for Any Odd Prime p |

New Perfect Nonlinear Multinomials over F for Any Odd Prime p |

New Perfect Nonlinear Multinomials over F for Any Odd Prime p |

New Perfect Nonlinear Multinomials over F for Any Odd Prime p |

New Perfect Nonlinear Multinomials over F for Any Odd Prime p |

New Perfect Nonlinear Multinomials over F for Any Odd Prime p |

New Perfect Nonlinear Multinomials over F for Any Odd Prime p |

New Perfect Nonlinear Multinomials over F for Any Odd Prime p |

New Perfect Nonlinear Multinomials over F for Any Odd Prime p |

A New Tool for Assurance of Perfect Nonlinearity |

A New Tool for Assurance of Perfect Nonlinearity |

A New Tool for Assurance of Perfect Nonlinearity |

A New Tool for Assurance of Perfect Nonlinearity |

A New Tool for Assurance of Perfect Nonlinearity |