Hadamard Matrix Generation
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Documentation for package ‘HadamardR’ version 1.0.0
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| HadamardR-package | Hadamard Matrices |
| antidiagnol | antidiagnol |
| baseseq | baseseq |
| base_to_T | Base_to_T |
| cdn_baumert | cdn_baumert |
| cdn_cooper | cdn_cooper |
| cdn_ehlich | cdn_ehlich |
| cdn_goethals_base | cdn_goethals_base |
| cdn_goethals_T | cdn_goethals_T |
| cdn_goethals_Turyn | cdn_goethals_Turyn |
| cdn_kronecker_matrix | cdn_kronecker_matrix |
| cdn_miyamoto | cdn_miyamoto |
| cdn_PaleyI | cdn_PaleyI Checks Hadamard Matrix can be constructed using Paley I method. |
| cdn_PaleyII | cdn_PaleyII Checks Hadamard Matrix can be constructed using Paley II method. |
| cdn_PaleyIIprimepower | cdn_PaleyIIprimepower checks Hadamard Matrix can be constructed using Paley II method. |
| cdn_PaleyIprimepower | cdn_PaleyIprimepower checks Hadamard Matrix can be constructed using Paley I method. |
| cdn_sds | cdn_sds |
| cdn_williamson | cdn_williamson |
| check_hadamard | check_hadamard |
| circulant_mat | circulant_mat |
| get_cooper | get_cooper |
| Get_method | Get_method |
| GFADD | GFADD |
| GFCheck | GFCheck |
| GFELEM | GFELEM |
| GFM | GFM GFM Generate Multiplication table of GF(p^r), where p is a prime power. |
| GFMult | GFMult GFMult Generate Multiplication table of GF(p^r), where p is a prime power. |
| GFPrimeAdd | GFPrimeAdd |
| GFPrimeMult | GFPrimeMult GFPrimeMult creates Multiplication Table for GF(p), where p is a prime number |
| goethals_seidel_array | goethals_seidel_array |
| Hadamard_Matrix | Hadamard_Matrix |
| Hadamard_matrix_method | Hadamard_Matrix_method |
| had_baumert | had_baumert |
| had_cooper | had_cooper |
| had_ehlich | had_ehlich |
| had_goethals_base | had_goethals_base |
| had_goethals_T | had_goethals_T had_goethals_Turyn performs the Hadamard Matrix from Goethals-Seidel method by using T sequences. |
| had_goethals_Turyn | had_goethals_Turyn |
| had_kronecker | had_kronecker |
| Had_method | Had_method |
| had_miyamoto | had_miyamoto |
| had_SDS | had_SDS |
| had_williamson | had_williamson |
| Initial_row_SDS | Initial_row_SDS Initial_row_SDS is an internal function.Not Exported. |
| is.prime | is.prime |
| is.primepower | is.primepower |
| is_divisible | is_divisible |
| Jmat | Jmat |
| kronecker_matrix | kronecker_matrix |
| kro_method | kro_method |
| method1_paleyII | method1_paleyII |
| method2_paleyII | method2_paleyII |
| miyamotoC | miyamotoC |
| nextElem | nextElem |
| Normcol | Normcol Normcol performs the Normalisation of column the given matrix. |
| Normrow | Normrow Normcol performs the Normalisation of row the given matrix. |
| PaleyI | PaleyI |
| PaleyII | PaleyII |
| PaleyIIPrimePower | PaleyIIPrimePower |
| PaleyIPrimePower | PaleyIPrimePower |
| ply1 | ply1 |
| ply2 | ply2 |
| pow | pow |
| qhad2 | qhad2 |
| QPrimePower | QPrimePower QPrimePower creats the Quadratic residues of the prime number. |
| quadprime | quadprime |
| seq_williamson | seq_williamson |
| Turyn_seq | Turyn_seq Turyn_seq performs the selection of the Turyn sequences from dataset. It is internal function not exported. |
| Turyn_to_T | Turyn_to_T internal function. converts Turyn sequences to Base Sequences. |
| T_seq | T_seq T_seq performs the selection of the T sequences from dataset.internal function not exported. |