Function reference
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lmfd() - Constructor for Left Matrix Fraction Descriptions (LMFDs)
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rmfd() - Constructor for Right Matrix Fraction Descriptions (RMFDs)
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stsp() - Constructor for Statespace Realizations
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polm() - Constructor for Polynomial Matrices
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lpolm() - Constructor for Laurent Polynomial Matrices
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pseries() - Power series Parameters
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as.lmfd() - Coerce to Left Matrix Fraction Description
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as.lpolm() - Coerce to Laurent polynom object
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as.polm() - Coerece to polynomial object
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as.rmfd() - Coerce to Right Matrix Fraction Description
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as.stsp() - Coerce to Statespace Realization
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pseries2lmfd() - Construct a LMFD Representation from Impulse Response
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pseries2rmfd() - Construct an RMFD Representation from Impulse Response
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pseries2stsp() - Ho-Kalman Realization Algorithm
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basis2nu()nu2basis()pseries2nu() - Tools related to Kronecker indices
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is.stable()is.miniphase() - Check Properties of Rational Matrices
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is.polm()is.lpolm()is.lmfd()is.rmfd()is.stsp()is.pseries()is.zvalues() - Check Objects
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is.coprime() - Left Prime and Left Coprime Polynomials
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is.minimal() - Check the Minimality of a Statespace Realization
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test_array() - Create Test Array
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test_lmfd() - Create Test Rational Matrix in LMFD Form
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test_lpolm() - Create Test Laurent Polynomial Matrix
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test_polm() - Create Test Polynomial Matrix
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test_rmfd() - Create Test Rational Matrix in RMFD Form
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test_stsp() - Create Test Rational Matrix in Statespace Form
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`%r%` - Matrix Multiplication of Rational Matrices
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Ops(<ratm>) - Arithmetic Ops Group Methods for Rational Matrices
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polm_div() - Division Algorithm for Polynomial Matrices
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upgrade_objects() - Upgrade Objects to Common Class
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derivative() - Derivative of a rational Matrix
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Ht() - Hermitean Transpose
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t(<polm>)t(<lpolm>)t(<lmfd>)t(<rmfd>)t(<stsp>)t(<pseries>)t(<zvalues>) - Rational Matrix Transpose
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`[`(<polm>)`[`(<lpolm>)`[`(<lmfd>)`[`(<rmfd>)`[`(<stsp>)`[`(<pseries>)`[`(<zvalues>)`$`(<lmfd>)`$`(<rmfd>)`$`(<stsp>)`$`(<zvalues>) - Extract Parts of a Rational Matrix
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`[<-`(<polm>)`[<-`(<lpolm>) - Replace Parts of a (Laurent) Polynomial Matrix
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rbind(<ratm>)cbind(<ratm>) - Combine Rational Matrices by Rows or Columns
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dim(<polm>)dim(<lpolm>)dim(<lmfd>)dim(<rmfd>)dim(<stsp>)dim(<pseries>)dim(<zvalues>) - Dimensions of Objects
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str(<lpolm>)str(<polm>)str(<lmfd>)str(<rmfd>)str(<stsp>)str(<pseries>)str(<zvalues>) - Display the Structure of Objects
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print(<lpolm>)print(<polm>)print(<lmfd>)print(<rmfd>)print(<stsp>)print(<pseries>)print(<zvalues>) - Print Methods
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plot(<pseries>)plot(<zvalues>) - Plot Methods
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plot_3D() - Plot 3D Arrays
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zoom_plot() - Zoom and Scroll
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as_tex_matrix() - TeX Matrix
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as_tex_matrixfilter() - TeX Matrix Polynomial Filters
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as_tex_matrixpoly() - TeX Matrix Polynomials
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as_txt_scalarfilter() - Coerce Scalar Polynomial Filters to Character Strings
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as_txt_scalarpoly() - Coerce Scalar Polynomials to Character Strings
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whf() - Wiener-Hopf Factorization
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polm2fwd() - Transforms to Polynomial in Forward Shift
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snf() - Smith Normal Form
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hnf() - Hermite Normal Form
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col_end_matrix() - Column End Matrix of a Polynomial Matrix
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col_reduce() - Construct a Column Reduced Polynomial Matrix
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degree() - Polynomial Degree
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purge_rc() - Purge Rows or Columns of a Polynomial Matrix
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prune() - Prune (Laurent) Matrix Polynomial
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schur() - Schur Decomposition
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ql_decomposition()lq_decomposition() - QL and LQ Decomposition
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blaschke()blaschke2() - Blaschke Factors
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roots_as_list() - Polynomial Roots as List
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reflect_poles() - Reflect Poles of Rational Matrices
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reflect_zeroes() - Reflect Zeroes of Rational Matrices
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balance() - Balanced Realization and Balanced Truncation
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companion_matrix() - Companion Matrix of a Polynomial Matrix
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ctr_matrix()obs_matrix() - Controllability and Observability Matrix
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grammians() - Grammians
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state_trafo() - State Transformation
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lyapunov() - Lyapunov Equation
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bdiag() - Block Diagonal Matrix
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bmatrix() - Block matrices
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btoeplitz() - Block Toeplitz matrix
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bhankel() - Block Hankel matrix
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dbind() - Bind Arrays
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array2data.frame() - Coerce arrays to data frames
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iseq() - Sequence generation
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rationalmatrices - A Collection of Tools for Rational Matrices
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%>% - Pipe operator