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   <h2 class="likechapterHead"><a 
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 id="x8-7000doc"></a>
<!--l. 254--><p class="noindent" ><span 
class="cmbx-12x-x-207">Definitions</span>
</p><!--l. 1--><p class="noindent" >&#x00A0;
<br class="newline" />Section&#x00A0;WILA
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;SSLE
<br class="newline" /><a 
href="fcla-xml-1.33li17.xml#definition.SLE">Definition SLE System of Linear Equations</a>
<br class="newline" /><a 
href="fcla-xml-1.33li17.xml#definition.ESYS">Definition ESYS Equivalent Systems</a>
<br class="newline" /><a 
href="fcla-xml-1.33li17.xml#definition.EO">Definition EO Equation Operations</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;RREF
<br class="newline" /><a 
href="fcla-xml-1.33li18.xml#definition.M">Definition M Matrix</a>
<br class="newline" /><a 
href="fcla-xml-1.33li18.xml#definition.CV">Definition CV Column Vector</a>
<br class="newline" /><a 
href="fcla-xml-1.33li18.xml#definition.ZCV">Definition ZCV Zero Column Vector</a>
<br class="newline" /><a 
href="fcla-xml-1.33li18.xml#definition.CM">Definition CM Coefficient Matrix</a>
<br class="newline" /><a 
href="fcla-xml-1.33li18.xml#definition.VOC">Definition VOC Vector of Constants</a>
<br class="newline" /><a 
href="fcla-xml-1.33li18.xml#definition.SOLV">Definition SOLV Solution Vector</a>
<br class="newline" /><a 
href="fcla-xml-1.33li18.xml#definition.LSMR">Definition LSMR Matrix Representation of a Linear System</a>
<br class="newline" /><a 
href="fcla-xml-1.33li18.xml#definition.AM">Definition AM Augmented Matrix</a>
<br class="newline" /><a 
href="fcla-xml-1.33li18.xml#definition.RO">Definition RO Row Operations</a>
<br class="newline" /><a 
href="fcla-xml-1.33li18.xml#definition.REM">Definition REM Row-Equivalent Matrices</a>
                                                                          

                                                                          
<br class="newline" /><a 
href="fcla-xml-1.33li18.xml#definition.RREF">Definition RREF Reduced Row-Echelon Form</a>
<br class="newline" /><a 
href="fcla-xml-1.33li18.xml#definition.RR">Definition RR Row-Reducing</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;TSS
<br class="newline" /><a 
href="fcla-xml-1.33li19.xml#definition.CS">Definition CS Consistent System</a>
<br class="newline" /><a 
href="fcla-xml-1.33li19.xml#definition.IDV">Definition IDV Independent and Dependent Variables</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;HSE
<br class="newline" /><a 
href="fcla-xml-1.33li20.xml#definition.HS">Definition HS Homogeneous System</a>
<br class="newline" /><a 
href="fcla-xml-1.33li20.xml#definition.TSHSE">Definition TSHSE Trivial Solution to Homogeneous Systems of Equations</a>
<br class="newline" /><a 
href="fcla-xml-1.33li20.xml#definition.NSM">Definition NSM Null Space of a Matrix</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;NM
<br class="newline" /><a 
href="fcla-xml-1.33li21.xml#definition.SQM">Definition SQM Square Matrix</a>
<br class="newline" /><a 
href="fcla-xml-1.33li21.xml#definition.NM">Definition NM Nonsingular Matrix</a>
<br class="newline" /><a 
href="fcla-xml-1.33li21.xml#definition.IM">Definition IM Identity Matrix</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;VO
<br class="newline" /><a 
href="fcla-xml-1.33li23.xml#definition.VSCV">Definition VSCV Vector Space of Column Vectors</a>
<br class="newline" /><a 
href="fcla-xml-1.33li23.xml#definition.CVE">Definition CVE Column Vector Equality</a>
<br class="newline" /><a 
href="fcla-xml-1.33li23.xml#definition.CVA">Definition CVA Column Vector Addition</a>
<br class="newline" /><a 
href="fcla-xml-1.33li23.xml#definition.CVSM">Definition CVSM Column Vector Scalar Multiplication</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;LC
<br class="newline" /><a 
href="fcla-xml-1.33li24.xml#definition.LCCV">Definition LCCV Linear Combination of Column Vectors</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;SS
<br class="newline" /><a 
href="fcla-xml-1.33li25.xml#definition.SSCV">Definition SSCV Span of a Set of Column Vectors</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;LI
<br class="newline" /><a 
href="fcla-xml-1.33li26.xml#definition.RLDCV">Definition RLDCV Relation of Linear Dependence for Column Vectors</a>
<br class="newline" /><a 
href="fcla-xml-1.33li26.xml#definition.LICV">Definition LICV Linear Independence of Column Vectors</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;LDS
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;O
<br class="newline" /><a 
href="fcla-xml-1.33li28.xml#definition.CCCV">Definition CCCV Complex Conjugate of a Column Vector</a>
<br class="newline" /><a 
href="fcla-xml-1.33li28.xml#definition.IP">Definition IP Inner Product</a>
                                                                          

                                                                          
<br class="newline" /><a 
href="fcla-xml-1.33li28.xml#definition.NV">Definition NV Norm of a Vector</a>
<br class="newline" /><a 
href="fcla-xml-1.33li28.xml#definition.OV">Definition OV Orthogonal Vectors</a>
<br class="newline" /><a 
href="fcla-xml-1.33li28.xml#definition.OSV">Definition OSV Orthogonal Set of Vectors</a>
<br class="newline" /><a 
href="fcla-xml-1.33li28.xml#definition.SUV">Definition SUV Standard Unit Vectors</a>
<br class="newline" /><a 
href="fcla-xml-1.33li28.xml#definition.ONS">Definition ONS OrthoNormal Set</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;MO
<br class="newline" /><a 
href="fcla-xml-1.33li30.xml#definition.VSM">Definition VSM Vector Space of <!--l. 52--><math 
 xmlns="http://www.w3.org/1998/Math/MathML" display="inline" ><mi 
>m</mi> <mo 
class="MathClass-bin">&#x00D7;</mo> <mi 
>n</mi></math>
Matrices</a>
<br class="newline" /><a 
href="fcla-xml-1.33li30.xml#definition.ME">Definition ME Matrix Equality</a>
<br class="newline" /><a 
href="fcla-xml-1.33li30.xml#definition.MA">Definition MA Matrix Addition</a>
<br class="newline" /><a 
href="fcla-xml-1.33li30.xml#definition.MSM">Definition MSM Matrix Scalar Multiplication</a>
<br class="newline" /><a 
href="fcla-xml-1.33li30.xml#definition.ZM">Definition ZM Zero Matrix</a>
<br class="newline" /><a 
href="fcla-xml-1.33li30.xml#definition.TM">Definition TM Transpose of a Matrix</a>
<br class="newline" /><a 
href="fcla-xml-1.33li30.xml#definition.SYM">Definition SYM Symmetric Matrix</a>
<br class="newline" /><a 
href="fcla-xml-1.33li30.xml#definition.CCM">Definition CCM Complex Conjugate of a Matrix</a>
<br class="newline" /><a 
href="fcla-xml-1.33li30.xml#definition.A">Definition A Adjoint</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;MM
<br class="newline" /><a 
href="fcla-xml-1.33li31.xml#definition.MVP">Definition MVP Matrix-Vector Product</a>
<br class="newline" /><a 
href="fcla-xml-1.33li31.xml#definition.MM">Definition MM Matrix Multiplication</a>
<br class="newline" /><a 
href="fcla-xml-1.33li31.xml#definition.HM">Definition HM Hermitian Matrix</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;MISLE
<br class="newline" /><a 
href="fcla-xml-1.33li32.xml#definition.MI">Definition MI Matrix Inverse</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;MINM
<br class="newline" /><a 
href="fcla-xml-1.33li33.xml#definition.UM">Definition UM Unitary Matrices</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;CRS
<br class="newline" /><a 
href="fcla-xml-1.33li34.xml#definition.CSM">Definition CSM Column Space of a Matrix</a>
<br class="newline" /><a 
href="fcla-xml-1.33li34.xml#definition.RSM">Definition RSM Row Space of a Matrix</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;FS
<br class="newline" /><a 
href="fcla-xml-1.33li35.xml#definition.LNS">Definition LNS Left Null Space</a>
<br class="newline" /><a 
href="fcla-xml-1.33li35.xml#definition.EEF">Definition EEF Extended Echelon Form</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;VS
                                                                          

                                                                          
<br class="newline" /><a 
href="fcla-xml-1.33li37.xml#definition.VS">Definition VS Vector Space</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;S
<br class="newline" /><a 
href="fcla-xml-1.33li38.xml#definition.S">Definition S Subspace</a>
<br class="newline" /><a 
href="fcla-xml-1.33li38.xml#definition.TS">Definition TS Trivial Subspaces</a>
<br class="newline" /><a 
href="fcla-xml-1.33li38.xml#definition.LC">Definition LC Linear Combination</a>
<br class="newline" /><a 
href="fcla-xml-1.33li38.xml#definition.SS">Definition SS Span of a Set</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;LISS
<br class="newline" /><a 
href="fcla-xml-1.33li39.xml#definition.RLD">Definition RLD Relation of Linear Dependence</a>
<br class="newline" /><a 
href="fcla-xml-1.33li39.xml#definition.LI">Definition LI Linear Independence</a>
<br class="newline" /><a 
href="fcla-xml-1.33li39.xml#definition.TSVS">Definition TSVS To Span a Vector Space</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;B
<br class="newline" /><a 
href="fcla-xml-1.33li40.xml#definition.B">Definition B Basis</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;D
<br class="newline" /><a 
href="fcla-xml-1.33li41.xml#definition.D">Definition D Dimension</a>
<br class="newline" /><a 
href="fcla-xml-1.33li41.xml#definition.NOM">Definition NOM Nullity Of a Matrix</a>
<br class="newline" /><a 
href="fcla-xml-1.33li41.xml#definition.ROM">Definition ROM Rank Of a Matrix</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;PD
<br class="newline" /><a 
href="fcla-xml-1.33li42.xml#definition.DS">Definition DS Direct Sum</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;DM
<br class="newline" /><a 
href="fcla-xml-1.33li44.xml#definition.ELEM">Definition ELEM Elementary Matrices</a>
<br class="newline" /><a 
href="fcla-xml-1.33li44.xml#definition.SM">Definition SM SubMatrix</a>
<br class="newline" /><a 
href="fcla-xml-1.33li44.xml#definition.DM">Definition DM Determinant of a Matrix</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;PDM
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;EE
<br class="newline" /><a 
href="fcla-xml-1.33li47.xml#definition.EEM">Definition EEM Eigenvalues and Eigenvectors of a Matrix</a>
<br class="newline" /><a 
href="fcla-xml-1.33li47.xml#definition.CP">Definition CP Characteristic Polynomial</a>
<br class="newline" /><a 
href="fcla-xml-1.33li47.xml#definition.EM">Definition EM Eigenspace of a Matrix</a>
<br class="newline" /><a 
href="fcla-xml-1.33li47.xml#definition.AME">Definition AME Algebraic Multiplicity of an Eigenvalue</a>
<br class="newline" /><a 
href="fcla-xml-1.33li47.xml#definition.GME">Definition GME Geometric Multiplicity of an Eigenvalue</a>
<br class="newline" />&#x00A0;
                                                                          

                                                                          
<br class="newline" />Section&#x00A0;PEE
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;SD
<br class="newline" /><a 
href="fcla-xml-1.33li49.xml#definition.SIM">Definition SIM Similar Matrices</a>
<br class="newline" /><a 
href="fcla-xml-1.33li49.xml#definition.DIM">Definition DIM Diagonal Matrix</a>
<br class="newline" /><a 
href="fcla-xml-1.33li49.xml#definition.DZM">Definition DZM Diagonalizable Matrix</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;LT
<br class="newline" /><a 
href="fcla-xml-1.33li51.xml#definition.LT">Definition LT Linear Transformation</a>
<br class="newline" /><a 
href="fcla-xml-1.33li51.xml#definition.PI">Definition PI Pre-Image</a>
<br class="newline" /><a 
href="fcla-xml-1.33li51.xml#definition.LTA">Definition LTA Linear Transformation Addition</a>
<br class="newline" /><a 
href="fcla-xml-1.33li51.xml#definition.LTSM">Definition LTSM Linear Transformation Scalar Multiplication</a>
<br class="newline" /><a 
href="fcla-xml-1.33li51.xml#definition.LTC">Definition LTC Linear Transformation Composition</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;ILT
<br class="newline" /><a 
href="fcla-xml-1.33li52.xml#definition.ILT">Definition ILT Injective Linear Transformation</a>
<br class="newline" /><a 
href="fcla-xml-1.33li52.xml#definition.KLT">Definition KLT Kernel of a Linear Transformation</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;SLT
<br class="newline" /><a 
href="fcla-xml-1.33li53.xml#definition.SLT">Definition SLT Surjective Linear Transformation</a>
<br class="newline" /><a 
href="fcla-xml-1.33li53.xml#definition.RLT">Definition RLT Range of a Linear Transformation</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;IVLT
<br class="newline" /><a 
href="fcla-xml-1.33li54.xml#definition.IDLT">Definition IDLT Identity Linear Transformation</a>
<br class="newline" /><a 
href="fcla-xml-1.33li54.xml#definition.IVLT">Definition IVLT Invertible Linear Transformations</a>
<br class="newline" /><a 
href="fcla-xml-1.33li54.xml#definition.IVS">Definition IVS Isomorphic Vector Spaces</a>
<br class="newline" /><a 
href="fcla-xml-1.33li54.xml#definition.ROLT">Definition ROLT Rank Of a Linear Transformation</a>
<br class="newline" /><a 
href="fcla-xml-1.33li54.xml#definition.NOLT">Definition NOLT Nullity Of a Linear Transformation</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;VR
<br class="newline" /><a 
href="fcla-xml-1.33li56.xml#definition.VR">Definition VR Vector Representation</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;MR
<br class="newline" /><a 
href="fcla-xml-1.33li57.xml#definition.MR">Definition MR Matrix Representation</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;CB
<br class="newline" /><a 
href="fcla-xml-1.33li58.xml#definition.EELT">Definition EELT Eigenvalue and Eigenvector of a Linear Transformation</a>
<br class="newline" /><a 
href="fcla-xml-1.33li58.xml#definition.CBM">Definition CBM Change-of-Basis Matrix</a>
                                                                          

                                                                          
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;OD
<br class="newline" /><a 
href="fcla-xml-1.33li59.xml#definition.UTM">Definition UTM Upper Triangular Matrix</a>
<br class="newline" /><a 
href="fcla-xml-1.33li59.xml#definition.LTM">Definition LTM Lower Triangular Matrix</a>
<br class="newline" /><a 
href="fcla-xml-1.33li59.xml#definition.NRML">Definition NRML Normal Matrix</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;NLT
<br class="newline" /><a 
href="fcla-xml-1.33li60.xml#definition.NLT">Definition NLT Nilpotent Linear Transformation</a>
<br class="newline" /><a 
href="fcla-xml-1.33li60.xml#definition.JB">Definition JB Jordan Block</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;IS
<br class="newline" /><a 
href="fcla-xml-1.33li61.xml#definition.IS">Definition IS Invariant Subspace</a>
<br class="newline" /><a 
href="fcla-xml-1.33li61.xml#definition.GEV">Definition GEV Generalized Eigenvector</a>
<br class="newline" /><a 
href="fcla-xml-1.33li61.xml#definition.GES">Definition GES Generalized Eigenspace</a>
<br class="newline" /><a 
href="fcla-xml-1.33li61.xml#definition.LTR">Definition LTR Linear Transformation Restriction</a>
<br class="newline" /><a 
href="fcla-xml-1.33li61.xml#definition.IE">Definition IE Index of an Eigenvalue</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;JCF
<br class="newline" /><a 
href="fcla-xml-1.33li62.xml#definition.JCF">Definition JCF Jordan Canonical Form</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;CNO
<br class="newline" /><a 
href="fcla-xml-1.33li68.xml#definition.CNE">Definition CNE Complex Number Equality</a>
<br class="newline" /><a 
href="fcla-xml-1.33li68.xml#definition.CNA">Definition CNA Complex Number Addition</a>
<br class="newline" /><a 
href="fcla-xml-1.33li68.xml#definition.CNM">Definition CNM Complex Number Multiplication</a>
<br class="newline" /><a 
href="fcla-xml-1.33li68.xml#definition.CCN">Definition CCN Conjugate of a Complex Number</a>
<br class="newline" /><a 
href="fcla-xml-1.33li68.xml#definition.MCN">Definition MCN Modulus of a Complex Number</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;SET
<br class="newline" /><a 
href="fcla-xml-1.33li69.xml#definition.SET">Definition SET Set</a>
<br class="newline" /><a 
href="fcla-xml-1.33li69.xml#definition.SSET">Definition SSET Subset</a>
<br class="newline" /><a 
href="fcla-xml-1.33li69.xml#definition.ES">Definition ES Empty Set</a>
<br class="newline" /><a 
href="fcla-xml-1.33li69.xml#definition.SE">Definition SE Set Equality</a>
<br class="newline" /><a 
href="fcla-xml-1.33li69.xml#definition.C">Definition C Cardinality</a>
<br class="newline" /><a 
href="fcla-xml-1.33li69.xml#definition.SU">Definition SU Set Union</a>
<br class="newline" /><a 
href="fcla-xml-1.33li69.xml#definition.SI">Definition SI Set Intersection</a>
<br class="newline" /><a 
href="fcla-xml-1.33li69.xml#definition.SC">Definition SC Set Complement</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;PT
                                                                          

                                                                          
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;F
<br class="newline" /><a 
href="fcla-xml-1.33li98.xml#definition.F">Definition F Field</a>
<br class="newline" /><a 
href="fcla-xml-1.33li98.xml#definition.IMP">Definition IMP Integers Modulo a Prime</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;T
<br class="newline" /><a 
href="fcla-xml-1.33li99.xml#definition.T">Definition T Trace</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;HP
<br class="newline" /><a 
href="fcla-xml-1.33li100.xml#definition.HP">Definition HP Hadamard Product</a>
<br class="newline" /><a 
href="fcla-xml-1.33li100.xml#definition.HID">Definition HID Hadamard Identity</a>
<br class="newline" /><a 
href="fcla-xml-1.33li100.xml#definition.HI">Definition HI Hadamard Inverse</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;VM
<br class="newline" /><a 
href="fcla-xml-1.33li101.xml#definition.VM">Definition VM Vandermonde Matrix</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;PSM
<br class="newline" /><a 
href="fcla-xml-1.33li102.xml#definition.PSM">Definition PSM Positive Semi-Definite Matrix</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;ROD
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;TD
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;SVD
<br class="newline" /><a 
href="fcla-xml-1.33li106.xml#definition.SV">Definition SV Singular Values</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;SR
<br class="newline" /><a 
href="fcla-xml-1.33li107.xml#definition.SRM">Definition SRM Square Root of a Matrix</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;POD
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;CF
<br class="newline" /><a 
href="fcla-xml-1.33li110.xml#definition.LSS">Definition LSS Least Squares Solution</a>
<br class="newline" />&#x00A0;
<br class="newline" />Section&#x00A0;SAS
<br class="newline" />
                                                                          

                                                                          
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