listoffigures

Mathematical Methods by Moor n Stiling.

	   -- from Matlab (ifsfig1.m)
	   Referenced in iterpart/newton.tex
14.4   Illustration of $g(x)=f(f(x))$ when $\lambda=3.2$
	   logistic2.eps -- from Matlab (ifs4.m)
	   Referenced in iterpart/newton.tex
14.5   Iterations of an affine transformations acting on a square
	   affine1.eps  -- from Matlab (ifs2.m)
	   Referenced in iterpart/newton.tex
14.6   Example function for Newton's method
	   newt1.eps -- from Matlab (newt1.m)
	   Referenced in iterpart/newton.tex
14.7   Contour plots of Rosenbrock's function and Newton's method
	   rosenbrock1.eps -- from Matlab (newt2.m)
	   Referenced in iterpart/newton.tex
14.8   A function with local and global minima
	   gmin1.tex, gmin1.ps -- from xfig
	   Referenced in iterpart/newton.tex
14.9   Convergence of steepest descent on a quadratic function.
	   steepest1a.eps, steepest1b.eps --x from Matlab (ellipse.m)
	   Referenced in iterpart/newton.te
14.10  Error components in principal coordinates for steepest descent
	   steepest2a.eps, steepest2b.eps -- from Matlab (steeperrplto.m)
	   Referenced in iterpart/newton.tex
14.11  Error in the LMS algorithm for $\mu=0.075$ and $\mu=0.0075$...
	   lms1err.eps -- from Matlab (testlms.m)
	   Referenced in iterpart/lms.tex
14.12  Optimal equalizer coefficients and adaptive equalizer coefficients
	   lmsfiltcoeff.eps -- from Matlab (testlms.m)
	   Referenced in iterpart/lms.tex
14.13  Representation of the layers of an artificial neural network
	   nn1.tex, nn1.ps -- from xfig
	   Referenced in iterpart/nn.tex
14.14  An artificial neuron
	   nn3.tex, nn3.ps -- from xfig
	   Referenced in iterpart/nn.tex
14.15  Notation for a multi-layer neural network
	   nn4.tex, nn4.ps -- from xfig
	   Referenced in iterpart/nn.tex
14.16  The sigmoidal nonlinearity
	   sigmoid.eps -- from Matlab (sigmoid.m)
	   Referenced in iterpart/nn.tex
14.17  Pattern recognition problem for a neural network
	   nn1.out.eps, nn3out.eps, nn2out.eps, nn5out.eps -- from Matlab  (testnn2.m)
	   Referenced in iterpart/nn.tex
14.18  Desired output (solid line) and neural network output (dashed line)
	   nn4out.eps -- from Matlab (testnn2.m)
	   Referenced in iterpart/nn.tex
14.19  Effect of convergence rate on $\mu$ and $\alpha$.
	   nnp1.eps, nnp2.eps, nnp3.eps, nnp4.eps -- from Matlab
	   (testnn3.m)
	   Referenced in iterpart/nn.tex
14.20  The blind-source separation problem
	   ica1.tex, ica1.ps -- from xfig
	   Referenced in iterpart/ica.tex
14.21  The binary entropy function $H(p)$
	   entplot.eps -- from Matlab (entplot.m)
	   Referenced in iterpart/ica.tex

15.1   Illustration of projection on a set
	   pocs.tex, pocs.ps, nonconv.tex, nonconv.ps -- from xfig
	   Referenced in iterpart/compmap.tex
15.2   Projection on convex sets in two dimensions
	   pocs1.tex, pocs1.ps, pocs2.tex, pocs2.ps -- from xfig
	   Referenced in iterpart/compmap.tex
15.3   Results of the bandlimited reconstruction algorithm
	   bliter1.eps, bliter2.eps -- from Matlab (bliter1.m)
	   Referenced in iterpart/compmap.tex
15.4   Property sets in $X$ and their intersection $\Pc$
	   compmap1.tex, compmap1.ps -- from xfig
	   Referenced in iterpart/compmap.tex
15.5   Illustration of composition of point-to-set mappings
	   compmap2.tex, compmap2.ps -- from xfig
	   Referenced in iterpart/compmap.tex
15.6   Projection onto a non-convex
	   compmap3.tex, compmap3.ps -- from xfig
	   Referenced in iterpart/compmap.tex
15.7   Producing a positive sequence from the Hamming window
	   comppos1a.eps, comppos1b.eps -- from Matlab (compmap3.m)
	   Referenced in iterpart/compmap.tex
15.8   Applying a composite mapping algorithm to sinusoidal data
	   compmap31.eps, compmap32.eps, compmap33.eps, compmap34.eps --
	   from Matlab (expmod.m)
	   Referenced in iterpart/compmap.tex
15.9   Geometric properties of convex sets
	   pocs3.tex, pocs3.ps -- from xfig
	   Referenced in iterpart/compmap.tex
15.10  Projection onto two convex sets
	   pocs4.tex, pocs4.ps -- from xfig
	   Referenced in iterpart/compmap.tex

16.1   Demonstration of clustering
	   vq1a.eps, vq1b.eps --- from Matlab (vq1.m)
	   Referenced in iterpart/cluster.tex
16.2   Clusters for a pattern recognition problem
	   patrec1.ps, patrec2.eps -- from Matlab (patrec1.m)
	   Referenced in iterpart/cluster.tex
16.3   Illustration of iterative inverse computation
	   mi1.eps, mi2.eps, mi3.eps, mi4.eps -- from Matlab (moveiter.m)
	   Referenced in iterpart/iterinv.tex
16.4   Residual error in the ART algorithm as a function of iteration
	   art1.eps -- from Matlab (arttest.m)
	   Referenced in iterpart/iterinv.tex
16.5   Convergence of conjugate gradient on a quadratic function
	   conjgrad1.eps  -- from Matlab (ellipsecg.m)
	   Referenced in iterpart/conjgrad.tex

17.1   An overview of the EM algorithm
	   emblock.tex, emblock.ps -- from xfig
	   Referenced in iterpart/emalg.tex
17.2   Illustration of many-to-one mapping from ${\cal X}$ to ${\cal Y}$
	   mapfig.tex, mapfig.ps -- from xfig
	   Referenced in iterpart/emalg.tex
17.3   Representation of emission computed tomography
	   et.ps  -- from idraw
	   Referenced in iterpart/emalg.tex
17.4   Detector arrangement for tomographic reconstruction example
	   etd.tex, etd.ps -- from xfig
	   Referenced in iterpart/emalg.tex
17.5   Example emission computed tomography reconstruction
	   et1.eps, et2.eps, et3.eps, et4.eps -- Matlab function (makeim.m)
	   Referenced in iterpart/emalg.tex
17.6   Single-microphone ANC system
	   ancblock.tex -- pure latex figure
	   Referenced in iterpart/emalg.tex
17.7   Processor block diagram of the ANC system
	   ancproc.tex -- pure latex figure
	   Referenced in iterpart/emalg.tex
17.8   Illustration of a four-state HMM
	   hmm.tex, hmm.ps -- from xfig	   
	   Referenced in iterpart/emalg.tex
17.9   P(\ybf_1^T|\thetabf^{[k]}) for a HMM
	   hmmconv.eps -- from Matlab (hmmtest21.m, hmmtet22.m,
	   hmmtest23.m, hmmtest24.m in succession)
	   Referenced in iterpart/emalg.tex
17.10  Representation of signals in a SSMA system
	   ssmasys.tex -- pure latex
	   Referenced in iterpart/emalg.tex
17.11  Multiple-access receiver matched-filter bank
	   ssmarecv.tex -- pure latex
	   Referenced in iterpart/emalg.tex

18.1   Examples of minimizing points
	   minex.tex, minex.ps -- from xfig
	   Referenced in optpart/optbasic.tex
18.2   Contours of
	   $f(x_1,x_2)\protect$, showing minimum and  constrained minimum
	   min1.eps -- from matlab (min1.m)
	   Referenced in optpart/optbasic.tex
18.3   Relationships between variables in composite functions
	   diffdep0.tex, diffdep0.ps -- from xfig
	   Referenced in optpart/optbasic.tex
18.4   Illustration of functional dependencies
	   diffdep.tex, diffdep.ps -- from xfig
	   Referenced in optpart/optbasic.tex
18.5   Surface and contour plots of $f(x_1,x_2)$.
	   min2.eps, min3.eps -- from Matlab (min2.m)
	   Referenced in optpart/optbasic.tex
18.6   Tangent plane to a surface
	   tanplane.tex, tanplane.ps -- from xfig
	   Referenced in optpart/optbasic.tex
18.7   Curves on a surface
	   tanplane2.tex, tanplane2.ps -- from xfig
	   Referenced in optpart/optbasic.tex
18.8   Minimize the distance to an ellipse	   
	   el1.tex, el1.ps -- from xfig
	   Referenced in optpart/optbasic.tex
18.9   The projection of $\Lbf\ybf$ into $P$ to form $L_P$	   
	   tansubfig.tex, tansubfig.ps -- from xfig
	   Referenced in optpart/optbasic.tex
18.10  Duality: nearest point to $K$ is maximum distance to separating hyperplane
	   duality2.tex, duality2.ps -- from xfig
	   Referenced in optpart/duality.tex
18.11  The dual function $g(\lambda)$
	   duality1.eps -- from Matlab (duality1.m)
	   Referenced in optpart/duality.tex
18.12  Saddle surface for minimax optimization
	   saddle1.eps -- from Matlab (saddle1.m)
	   Referenced in optpart/duality.tex
18.13  Illustration of the Kuhn-Tucker condition in a single dimension
	   kt1.tex, kt1.ps,  kt2.tex, kt2.ps -- from xfig
	   Referenced in optpart/optbasic.tex
18.14  Illustration of ``waterfilling'' solution
	   waterfill1.tex, waterfill1.ps -- from xfig
	   Referenced in optpart/optbasic.tex

19.1   Graph examples
	   graph1.tex, graph2.tex -- pure latex
	   Referenced in optpart/pathalg.tex
19.2   A multistage graph
	   graph3.latex -- pure latex
	   Referenced in optpart/pathalg.tex
19.3   A trellis diagram
	   trellis2.tex -- pure latex
	   Referenced in optpart/pathalg.tex
19.4   State machine corresponding to a trellis
	   statemach1.tex, statemach1.ps -- from xfig
	   Referenced in optpart/pathalg.tex
19.5   State machine output observed after passing through a noisy channel
	   statechan.tex, statechan.ps -- from xfig
	   Referenced in optpart/pathalg.tex
19.6   Steps in the Viterbi algorithm
	   vitrun.tex -- pure latex picture
	   Referenced in optpart/pathalg.tex
19.7   A trellis with irregular branches
	   trellis3.tex -- pure latex
	   Referenced in optpart/pathalg.tex
19.8   A trellis with multiple outputs
	   trellis4.tex -- pure latex
	   Referenced in optpart/pathalg.tex
(graph) graph in example 19.4.4
		graph4.tex, graph4.ps -- from xfig
	   Referenced in optpart/pathalg.tex
19.9   MLSE detection in ISI
	   comsig1.tex, comsig1.ps, comsig3.tex, comsig3.ps, comsig2.tex,
	   comsig2.ps -- from xfig
	   Referenced in optpart/pathalg.tex
19.10  Trellis diagram and detector structure for ISI detection
	   trellis5.tex, trellis5.ps, comsig5.tex, comsig.ps -- from xfig
	   Referenced in optpart/pathalg.tex
19.11  CDMA signal model
	   ssmasys2.tex -- pure latex
	   cdmasig.tex, cdmasig.ps -- from xfig
	   Referenced in optpart/pathalg.tex
19.12  CDMA detection
	   trellis6.tex, trellis6.ps, ssmarecv2.tex, ssmarecv2.ps  -- from xfig
	   Referenced in optpart/pathalg.tex
19.13  Convolutional coding
	   conv1.tex, conv1.ps, statemach2.tex, statemach2.ps,
	   trellis7.tex, trellis7.ps -- from xfig
	   Referenced in optpart/pathalg.tex
19.14  Comparing HMM training algorithms
	   hmmcmp.eps -- from Matlab (hmmtest2v.m)
	   Referenced in optpart/pathalg.tex
19.15  Illustration of the warping alignment process
	   warp.ps -- from Idraw
	   Referenced in optpart/pathalg.tex
19.16  Probability of failure of network links
	   pe1.tex, pe1.ps -- from xfig
	   

20.1   An example of a linear programming problem
	   lp1.tex, lp1.ps -- from xfig
	   Referenced in optpart/linprog.tex
20.2   Illustration of Karmarker's algorithm
	   klp1.tex, klp1.ps, klp2.tex, klp2.ps, klp3.tex, klp3.ps,
	   klp4.tex, klp4.ps -- from xfig
	   Referenced in optpart/karmarker.tex
20.3   Filter design constraints
	   filtspec.tex, filtspec.ps -- from xfig
	   Referenced in optpart/linprog.tex
20.4   Frequency and impulse response of a filter designed using linear programming
	   lpfilt.eps -- from Matlab (lpfilttest.m)
	   Referenced in optpart/linprog.tex

A.1	   Illustration of convex and non-convex sets
	   convex.tex, convex.ps -- from xfig
	   Referenced in intropart/basicappdx.tex
A.2	   Indicator functions for some simple sets
	   set1.tex, set1.ps -- from xfig
	   Referenced in intropart/basicappdx.tex
A.3	   Illustration of a convex function
	   convexfunct.tex, convexfunct.ps -- fromx fig
	   Referenced in intropart/basicappdx.tex
A.4	   Illustration of the definition of continuity
	   contin1.tex, contin1.ps -- from xfig	   
	   Referenced in intropart/basicappdx.tex
A.5	   A constrained optimization problem
	   river.tex, river.ps -- from xfig
	   Referenced in intropart/basicappdx.tex
A.6	   The indicator function for a fuzzy number ``near 10''
	   fuzzy1.tex, fuzzy1.ps -- from xfig
	   Referenced in intropart/basicappdx.tex
A.7	   The set sum
	   setsum.tex, setsum.ps -- from xfig
	   Referenced in intropart/basicappdx.tex