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Because the down-sampler only retains one out of every M outputs from the low-pass filter H ( z ) , if M is large, most of the filter outputs will be discarded. Therefore, if H ( z ) is an FIR filter, it is not necessary to evaluate the discarded values, and efficient implementations of the decimator are possible.

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(a) Assume that H ( z ) is an FIR filter with h ( n ) = 0 for n < 0 and n 2 N. If H ( z ) is implemented in direct form, draw a flowgraph for the decimator, and determine how many multiplications and additions are necessary to compute each output value y(n).

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(b) Exploit the fact that only one out of every M values of w ( n )is saved by the down-sampler to derive a more efficient implementation of this system, and determine how many multiplications and additions are necessary to compute each value of y(n).

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public class TestUniversity { public static void main(String[] args) { University jsu = new University("JavaStateUniversity"); Professor adams = new Professor("Adams", Professor.Rank.ASSOC); Professor baker = new Professor("Baker", Professor.Rank.ASST); Professor cohen = new Professor("Cohen", Professor.Rank.PROF); Set<Professor> profs = new HashSet<Professor>(); Collections.addAll(profs, adams, baker, cohen); jsu.addDepartment("Computer Science", profs); Professor davis = new Professor("Davis", Professor.Rank.ASST); Professor evans = new Professor("Evans", Professor.Rank.INSTR); profs.clear(); Collections.addAll(profs, davis, evans, baker); jsu.addDepartment("Biology", profs); adams.setRank(Professor.Rank.PROF); } }

(c) If H ( z ) is an IIR filter, are efficient implementations of the decimator still possible If so, for which structures, and by what factor are they more efficient

public class University { private static class Department { final String name; Set<Professor> members; public Department(String name) { this.name = new String(name); this.members = new HashSet<Professor>(); } public void add(Professor professor) { members.add(professor); } } private final String name; private Map<String, Department> departments; public University(String name) { this.name = new String(name); this.departments = new TreeMap<String, Department>(); } public String getName() { return new String(name); }

It follows from the symmetry property of the z-transform that if h ( n )is real. H ( z ) = Ht(z*).Therefore,

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This test program creates the university with two departments, each containing three professors. Note that Prof. Baker is a member of both departments.

Without evaluating the inverse z-transform, determine which of the following z-transforms could be the system function of a causul hut not necessurily stable discrete-time linear shift-invariant system:

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(Z - I l3 (b) X(2) = - -

CHAP. 1]

(-. - 6 ) '

public void addDepartment(String name, Set<Professor> members) { Department dept = new Department(name); departments.put(name, dept); for (Professor prof : members) { dept.add(prof); } } public void add(Professor prof, String deptName) { Department dept = departments.get(deptName); if (dept == null) { throw new RuntimeException(deptName + " does not exist."); } else { dept.add(prof); } } public Set<String> departments() { return departments.keySet(); } }

(z (d) X (z) = ---(z -

The departments aggregation of professors is evidenced by two features of this program: A professor may belong to more than one department, and a professor s attributes may be changed independently of his or her department: Prof. Adams is promoted to Professor.Rank.PROF at line 15.

A causal sequence is one that is equal to zero for n < 0. Therefore, the z-transform of a causal sequence may be written as a one-sided summation:

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