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ID="log3903710" TYPE="section" LABEL="1.5 Matrix functions" ORDER="5"><mets:div ID="log3903711" TYPE="section" LABEL="1.5.1 Filtering functions and approximate projectors" ORDER="1"/></mets:div><mets:div ID="log3903713" TYPE="section" LABEL="1.6 Iteration and convergence" ORDER="6"><mets:div ID="log3903714" TYPE="section" LABEL="1.6.1 Convergence" ORDER="1"/><mets:div ID="log3903716" TYPE="section" LABEL="1.6.2 Metrics and residual" ORDER="2"/><mets:div ID="log3903718" TYPE="section" LABEL="1.6.3 Residual bounds" ORDER="3"/></mets:div><mets:div ID="log3903720" TYPE="section" LABEL="1.7 Digression: Related algorithms" ORDER="7"><mets:div ID="log3903721" TYPE="section" LABEL="1.7.1 Orthogonal iteration" ORDER="1"/><mets:div ID="log3903724" TYPE="section" LABEL="1.7.2 The Arnoldi and Lanczos methods" ORDER="2"><mets:div ID="log3903726" TYPE="section" LABEL="1.7.2.1 Definite pairs" ORDER="1"/><mets:div ID="log3903728" TYPE="section" LABEL="1.7.2.2 Restarts" ORDER="2"/></mets:div><mets:div ID="log3903729" TYPE="section" LABEL="1.7.3 Other methods" ORDER="3"/></mets:div></mets:div><mets:div ID="log3903733" TYPE="section" LABEL="2 Spectral projection algorithms" ORDER="6"><mets:div ID="log3903737" TYPE="section" LABEL="2.1 Polynomial filters" ORDER="1"><mets:div ID="log3903738" TYPE="section" LABEL="2.1.1 Polynomial approximation" ORDER="1"/><mets:div ID="log3903741" TYPE="section" LABEL="2.1.2 Chebyshev polynomials" ORDER="2"><mets:div ID="log3903743" TYPE="section" LABEL="2.1.2.1 Window function" ORDER="1"/><mets:div ID="log3903745" TYPE="section" LABEL="2.1.2.2 Application" ORDER="2"/></mets:div><mets:div ID="log3903746" TYPE="section" LABEL="2.1.3 Matrix polynomials" ORDER="3"/><mets:div ID="log3903748" TYPE="section" LABEL="2.1.4 Gibbs phenomenon and smoothing kernels" ORDER="4"/><mets:div ID="log3903750" TYPE="section" LABEL="2.1.5 Restrictions" ORDER="5"/><mets:div ID="log3903753" TYPE="section" LABEL="2.1.6 Discrete approximation" ORDER="6"/></mets:div><mets:div 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ID="log3903780" TYPE="section" LABEL="2.3.3 Partial fraction form" ORDER="3"/><mets:div ID="log3903786" TYPE="section" LABEL="2.3.4 Computation of Jacobi's elliptic functions" ORDER="4"/></mets:div><mets:div ID="log3903788" TYPE="section" LABEL="2.4 Electronic filter design" ORDER="4"><mets:div ID="log3903793" TYPE="section" LABEL="2.4.1 Butterworth Filter" ORDER="1"><mets:div ID="log3903795" TYPE="section" LABEL="2.4.1.1 Design" ORDER="1"/></mets:div><mets:div ID="log3903797" TYPE="section" LABEL="2.4.2 Chebyshev Type-I Filter" ORDER="2"><mets:div ID="log3903798" TYPE="section" LABEL="2.4.2.1 Design" ORDER="1"/></mets:div><mets:div ID="log3903800" TYPE="section" LABEL="2.4.3 Chebyshev Type-II Filter" ORDER="3"><mets:div ID="log3903803" TYPE="section" LABEL="2.4.3.1 Design" ORDER="1"/></mets:div><mets:div ID="log3903805" TYPE="section" LABEL="2.4.4 Elliptic Filter" ORDER="4"><mets:div ID="log3903809" TYPE="section" LABEL="2.4.4.1 Computation of inverse elliptic functions" 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TYPE="section" LABEL="2.5.3.6 Relation to spectral projection" ORDER="6"/></mets:div></mets:div><mets:div ID="log3903832" TYPE="section" LABEL="2.6 Other filtering methods" ORDER="6"><mets:div ID="log3903833" TYPE="section" LABEL="2.6.1 Rational filter types" ORDER="1"/><mets:div ID="log3903835" TYPE="section" LABEL="2.6.2 Delta filters" ORDER="2"/><mets:div ID="log3903837" TYPE="section" LABEL="2.6.3 Least squares" ORDER="3"/><mets:div ID="log3903838" TYPE="section" LABEL="2.6.4 Beyond conventional subspace iteration" ORDER="4"/></mets:div></mets:div><mets:div ID="log3903839" TYPE="section" LABEL="3 BEAST" ORDER="7"><mets:div ID="log3903840" TYPE="section" LABEL="3.1 The BEAST framework" ORDER="1"><mets:div ID="log3903842" TYPE="section" LABEL="3.1.1 Basics" ORDER="1"/><mets:div ID="log3903844" TYPE="section" LABEL="3.1.2 Parallelism" ORDER="2"><mets:div ID="log3903848" TYPE="section" LABEL="3.1.2.1 Process group hierarchy" ORDER="1"/><mets:div ID="log3903850" TYPE="section" LABEL="3.1.2.2 Interval communication protocol" ORDER="2"/></mets:div><mets:div ID="log3903853" TYPE="section" LABEL="3.1.3 Orthogonalization layer" ORDER="3"/></mets:div><mets:div ID="log3903855" TYPE="section" LABEL="3.2 Meet the BEAST – short feature overview" ORDER="2"><mets:div ID="log3903856" TYPE="section" LABEL="3.2.1 Related features" ORDER="1"/><mets:div ID="log3903858" TYPE="section" LABEL="3.2.2 Linear solvers" ORDER="2"><mets:div ID="log3903859" TYPE="section" LABEL="3.2.2.1 Callback interface" ORDER="1"/><mets:div ID="log3903861" TYPE="section" LABEL="3.2.2.2 A (hybrid) parallel direct solver for banded linear systems" ORDER="2"/></mets:div><mets:div ID="log3903863" TYPE="section" LABEL="3.2.3 Unrelated features" ORDER="3"/><mets:div ID="log3903867" TYPE="section" LABEL="3.2.4 Layer structure" ORDER="4"/></mets:div><mets:div ID="log3903869" TYPE="section" LABEL="3.3 Feeding the BEAST – Applications" ORDER="3"/></mets:div><mets:div ID="log3903872" TYPE="section" LABEL="4 Taming the BEAST – Quality of results" ORDER="8"><mets:div ID="log3903876" TYPE="section" LABEL="4.1 Experiments" ORDER="1"><mets:div ID="log3903877" TYPE="section" LABEL="4.1.1 Synthesis of non-trivial sparse definite matrix pencils with predefined spectrum" ORDER="1"/><mets:div ID="log3903880" TYPE="section" LABEL="4.1.2 Matrix test set" ORDER="2"/><mets:div ID="log3903883" TYPE="section" LABEL="4.1.3 Ritz value pairing" ORDER="3"/></mets:div><mets:div ID="log3903885" TYPE="section" LABEL="4.2 Convergence revisited" ORDER="2"><mets:div ID="log3903888" TYPE="section" LABEL="4.2.1 Undersized searchspaces" ORDER="1"><mets:div ID="log3903890" TYPE="section" LABEL="4.2.1.1 On-the-fly increase of searchspace size" ORDER="1"/><mets:div ID="log3903892" TYPE="section" LABEL="4.2.1.2 Detection of undersized searchspaces" ORDER="2"/></mets:div><mets:div ID="log3903893" TYPE="section" LABEL="4.2.2 Enlarged searchspaces" ORDER="2"><mets:div ID="log3903896" TYPE="section" LABEL="4.2.2.1 On-the-fly restriction of searchspace size" ORDER="1"/><mets:div ID="log3903898" TYPE="section" LABEL="4.2.2.2 Locking" ORDER="2"/><mets:div ID="log3903900" TYPE="section" LABEL="4.2.2.3 Rank deficiency" ORDER="3"/><mets:div ID="log3903904" TYPE="section" LABEL="4.2.2.4 Further reduction" ORDER="4"/><mets:div ID="log3903906" TYPE="section" LABEL="4.2.2.5 Optimization of searchspace size" ORDER="5"/><mets:div ID="log3903908" TYPE="section" LABEL="4.2.2.6 Addendum" ORDER="6"/></mets:div><mets:div ID="log3903910" TYPE="section" LABEL="4.2.3 SSM effective filter" ORDER="3"/><mets:div ID="log3903915" TYPE="section" LABEL="4.2.4 Ritz phantoms" ORDER="4"><mets:div ID="log3903918" TYPE="section" LABEL="4.2.4.1 Disturbance of convergence" ORDER="1"/></mets:div><mets:div ID="log3903922" TYPE="section" LABEL="4.2.5 Clustered eigenvalues" ORDER="5"><mets:div ID="log3903923" TYPE="section" LABEL="4.2.5.1 Quasi-multiplicity and Quasi-eigenspaces" ORDER="1"/><mets:div ID="log3903925" TYPE="section" LABEL="4.2.5.2 Expulsion of clustered values" ORDER="2"/><mets:div ID="log3903929" TYPE="section" LABEL="4.2.5.3 Clustered super convergence" ORDER="3"/><mets:div ID="log3903932" TYPE="section" LABEL="4.2.5.4 Disturbances through Ritz phantoms" ORDER="4"/></mets:div><mets:div ID="log3903934" TYPE="section" LABEL="4.2.6 Comparison of filter functions" ORDER="6"><mets:div ID="log3903935" TYPE="section" LABEL="4.2.6.1 Definition of transition band and stopband gain" ORDER="1"/><mets:div ID="log3903936" TYPE="section" LABEL="4.2.6.2 Fair conditions" ORDER="2"/><mets:div ID="log3903939" TYPE="section" LABEL="4.2.6.3 Strict searchspace size" ORDER="3"/><mets:div ID="log3903941" TYPE="section" LABEL="4.2.6.4 Relaxed searchspace size" ORDER="4"/><mets:div ID="log3903945" TYPE="section" LABEL="4.2.6.5 Choice of interval" ORDER="5"/></mets:div><mets:div ID="log3903947" TYPE="section" LABEL="4.2.7 Difficulty of linear systems" ORDER="7"/></mets:div><mets:div ID="log3903950" TYPE="section" LABEL="4.3 Achievable residual" ORDER="3"><mets:div ID="log3903951" TYPE="section" LABEL="4.3.1 Absolute rock bottom" ORDER="1"><mets:div ID="log3903956" TYPE="section" LABEL="4.3.1.1 Mixed precision" ORDER="1"/><mets:div ID="log3903958" TYPE="section" LABEL="4.3.1.2 Linear solving effort" ORDER="2"/></mets:div><mets:div ID="log3903960" TYPE="section" LABEL="4.3.2 Kick-off residual" ORDER="2"/><mets:div ID="log3903962" TYPE="section" LABEL="4.3.3 Saturation residual" ORDER="3"/></mets:div><mets:div ID="log3903965" TYPE="section" LABEL="4.4 Termination criteria" ORDER="4"/><mets:div ID="log3903970" TYPE="section" LABEL="4.5 Achievable orthogonality" ORDER="5"><mets:div ID="log3903972" TYPE="section" LABEL="4.5.1 Theoretical limit" ORDER="1"/><mets:div ID="log3903975" TYPE="section" LABEL="4.5.2 Estimated upper bound" ORDER="2"/><mets:div ID="log3903977" TYPE="section" LABEL="4.5.3 Directional overlap" ORDER="3"><mets:div ID="log3903983" TYPE="section" LABEL="4.5.3.1 Verification of orthogonality bounds" ORDER="1"/></mets:div></mets:div><mets:div ID="log3903987" TYPE="section" LABEL="4.6 Evolution of orthogonality" ORDER="6"/><mets:div ID="log3903991" TYPE="section" LABEL="4.7 Remarks" ORDER="7"/></mets:div><mets:div ID="log3903993" TYPE="section" LABEL="5 Taming the BEAST – Orthogonalization" ORDER="9"><mets:div ID="log3903994" TYPE="section" LABEL="5.1 The many orthogonalities of BEAST" ORDER="1"/><mets:div ID="log3903996" TYPE="section" LABEL="5.2 Establishing intra-orthogonality" ORDER="2"><mets:div ID="log3903998" TYPE="section" LABEL="5.2.1 QR decomposition" ORDER="1"/><mets:div ID="log3904000" TYPE="section" LABEL="5.2.2 QR via Givens rotations" ORDER="2"/><mets:div ID="log3904001" TYPE="section" LABEL="5.2.3 QR via Householder reflections" ORDER="3"/><mets:div ID="log3904004" TYPE="section" LABEL="5.2.4 Gram-Schmidt QR" ORDER="4"/><mets:div ID="log3904006" TYPE="section" LABEL="5.2.5 B-orthogonality" ORDER="5"/><mets:div ID="log3904007" TYPE="section" LABEL="5.2.6 Cholesky QR" ORDER="6"/><mets:div ID="log3904009" TYPE="section" LABEL="5.2.7 Rank revelation" ORDER="7"/><mets:div ID="log3904010" TYPE="section" LABEL="5.2.8 Methods based on singular value decomposition" ORDER="8"/><mets:div ID="log3904012" TYPE="section" LABEL="5.2.9 SVQB" ORDER="9"/><mets:div ID="log3904013" TYPE="section" LABEL="5.2.10 B-orthogonal QR via SVQB" ORDER="10"/><mets:div ID="log3904015" TYPE="section" LABEL="5.2.11 Parallel block-orthogonalization" ORDER="11"/><mets:div ID="log3904016" TYPE="section" LABEL="5.2.12 TSQR" ORDER="12"/><mets:div ID="log3904018" TYPE="section" LABEL="5.2.13 Condition and multi-orthogonalization" ORDER="13"/><mets:div ID="log3904020" TYPE="section" LABEL="5.2.14 Weak Gram-Schmidt" ORDER="14"><mets:div ID="log3904028" TYPE="section" LABEL="5.2.14.1 Computational effort" ORDER="1"/></mets:div><mets:div ID="log3904030" TYPE="section" LABEL="5.2.15 Residual" ORDER="15"/><mets:div ID="log3904033" TYPE="section" LABEL="5.2.16 Fitness for purpose" ORDER="16"/></mets:div><mets:div ID="log3904037" TYPE="section" LABEL="5.3 Establishing inter-orthogonality" ORDER="3"><mets:div ID="log3904039" TYPE="section" LABEL="5.3.1 Intermediate orthogonalization" ORDER="1"/><mets:div ID="log3904045" TYPE="section" LABEL="5.3.2 Post-iteration and retention of orthogonality" ORDER="2"/><mets:div ID="log3904048" TYPE="section" LABEL="5.3.3 Overlapping intervals" ORDER="3"/><mets:div ID="log3904050" TYPE="section" LABEL="5.3.4 Orthogonalization sequences" ORDER="4"/><mets:div ID="log3904051" TYPE="section" LABEL="5.3.5 Block Gram-Schmidt" ORDER="5"><mets:div ID="log3904052" TYPE="section" LABEL="5.3.5.1 Parallel application" ORDER="1"/></mets:div><mets:div ID="log3904055" TYPE="section" LABEL="5.3.6 Residual" ORDER="6"/><mets:div ID="log3904057" TYPE="section" LABEL="5.3.7 Orthogonalization order" ORDER="7"/><mets:div ID="log3904062" TYPE="section" LABEL="5.3.8 A posteriori orthogonalization" ORDER="8"/><mets:div ID="log3904068" TYPE="section" LABEL="5.3.9 Detection and removal of duplicates" ORDER="9"/><mets:div ID="log3904075" TYPE="section" LABEL="5.3.10 Butterfly orthogonalization" ORDER="10"/><mets:div ID="log3904078" TYPE="section" LABEL="5.3.11 Block weak Gram-Schmidt" ORDER="11"/><mets:div ID="log3904080" TYPE="section" LABEL="5.3.12 Butterfly results" ORDER="12"/><mets:div ID="log3904084" TYPE="section" LABEL="5.3.13 Regular residual updates" ORDER="13"/><mets:div ID="log3904086" TYPE="section" LABEL="5.3.14 Skipping intra-orthogonalization" ORDER="14"/><mets:div ID="log3904090" TYPE="section" LABEL="5.3.15 Reduction of interaction distance" ORDER="15"/><mets:div ID="log3904093" TYPE="section" LABEL="5.3.16 Large examples" ORDER="16"/><mets:div ID="log3904096" TYPE="section" LABEL="5.3.17 Shifting scheme" ORDER="17"/><mets:div ID="log3904098" TYPE="section" LABEL="5.3.18 Application-specific requirements" ORDER="18"/><mets:div ID="log3904103" TYPE="section" LABEL="5.3.19 Performance" ORDER="19"/></mets:div><mets:div ID="log3904106" TYPE="section" LABEL="5.4 Upshot" ORDER="4"/></mets:div><mets:div ID="log3904109" TYPE="section" LABEL="Conclusion and outlook" ORDER="10"><mets:div ID="log3904110" TYPE="section" LABEL="Conclusion" ORDER="1"/><mets:div ID="log3904113" TYPE="section" LABEL="Outlook" ORDER="2"/></mets:div><mets:div ID="log3904116" TYPE="section" LABEL="A Algorithms for elliptic functions" ORDER="11"><mets:div ID="log3904117" TYPE="section" LABEL="A.1 Computation of Jacobi's elliptic functions" ORDER="1"><mets:div ID="log3904119" TYPE="section" LABEL="A.1.1 The Algebraic-Geometric Mean" ORDER="1"/></mets:div><mets:div ID="log3904123" TYPE="section" LABEL="A.2 Computation of inverse elliptic functions" ORDER="2"/></mets:div><mets:div ID="log3904126" TYPE="section" LABEL="Index" ORDER="12"/><mets:div ID="log3904131" TYPE="section" LABEL="List of Algorithms" ORDER="13"/><mets:div ID="log3904134" TYPE="section" LABEL="List of Experiments" ORDER="14"/><mets:div ID="log3904137" TYPE="section" LABEL="List of Figures" ORDER="15"/><mets:div ID="log3904142" TYPE="section" LABEL="List of Tables" ORDER="16"/><mets:div ID="log3904145" TYPE="section" LABEL="Bibliography" ORDER="17"/></mets:div></mets:structMap><mets:structLink><mets:smLink xlink:from="log3552813" xlink:to="physroot"/><mets:smLink xlink:from="log3552813" xlink:to="phys3903640"/><mets:smLink xlink:from="log3552813" xlink:to="phys3903641"/><mets:smLink xlink:from="log3903642" xlink:to="phys3903643"/><mets:smLink xlink:from="log3903642" xlink:to="phys3903644"/><mets:smLink xlink:from="log3903645" xlink:to="phys3903646"/><mets:smLink xlink:from="log3903645" xlink:to="phys3903647"/><mets:smLink xlink:from="log3903648" xlink:to="phys3903649"/><mets:smLink xlink:from="log3903648" xlink:to="phys3903650"/><mets:smLink xlink:from="log3903648" xlink:to="phys3903651"/><mets:smLink xlink:from="log3903648" xlink:to="phys3903652"/><mets:smLink xlink:from="log3903648" 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