Clause and Effect

A workbook for programmers who are new to Prolog and who wish to write useful Prolog programs, by the first author of the runaway bestseller "Programming in Prolog" (with C.S. Mellish).

A workbook for programmers in any language who wish to learn Prolog * Conforms to ISO Standard Prolog * Novel presentation using basic concepts, worksheets, and case studies

Inhalt
1. Getting Started.- 1.1 Syntax.- 1.2 Programs.- 1.3 Unification.- 1.4 Execution Model.- Worksheet 1: Party Pairs.- Worksheet 2: Drinking Pairs.- Worksheet 3: Affordable Journeys.- Worksheet 4: Acyclic Directed Graph.- 2. Data Structures.- 2.1 Square Bracket Notation.- Worksheet 5: Member.- 2.2 Arithmetic.- Worksheet 6: Length of a List.- Worksheet 7: Inner Product.- Worksheet 8: Maximum of a List.- Worksheet 9: Searching a Cyclic Graph.- 3. Mapping.- Worksheet 10: Full Maps.- Worksheet 11: Multiple Choices.- Worksheet 12: Partial Maps.- Worksheet 13: Removing Duplicates.- Worksheet 14: Partial Maps with a Parameter.- Worksheet 15: Multiple Disjoint Partial Maps.- Worksheet 16: Multiple Disjoint Partial Maps.- Worksheet 17: Full Maps with State.- Worksheet 18: Sequential Maps with State.- Worksheet 19: Scattered Maps with State.- 4. Choice and Commitment.- 4.1 The 'Cut'.- 4.2 A Disjoint Partial Map with Cut.- Worksheet 20: Multiple Choices with Cut.- Worksheet 22: Ordered Search Trees.- Worksheet 23: Frequency Distribution.- 4.3 Taming Cut.- 4.4 Cut and Negation-as-Failure.- 4.5 Negation-as-Failure Can Be Misleading.- Worksheet 24: Negation-as-Failure.- 5. Difference Structures.- Worksheet 25: Concatenating Lists.- Worksheet 26: Rotations of a List.- Worksheet 27: Linearising.- 5.1 Difference Lists.- Worksheet 28: Linearising Efficiently.- Worksheet 29: Linearising Trees.- Worksheet 30: Difference Structures.- Worksheet 31: Rotation Revisited.- Worksheet 32: Max Tree.- 5.2 Solution to Max Tree.- 6. Case Study: Term Rewriting.- 6.1 Symbolic Differentiation.- 6.2 Matrix Products by Symbolic Algebra.- 6.3 The Simplifier.- 7. Case Study: Manipulation of Combinational Circuits.- 7.1 Representing Circuits.- 7.2 Simulation of Circuits.- 7.3 Sums and Products.- 7.4 Simplifying SOP Expressions.- 7.5 Alternative Representation.- 8. Case Study: Clocked Sequential Circuits.- 8.1 Divide-by-Two Pulse Divider.- 8.2 Sequential Parity Checker.- 8.3 Four-Stage Shift Register.- 8.4 Gray Code Counter.- 8.5 Specification of Cascaded Components.- 9. Case Study: A Compiler forThree Model Computers.- 9.1 The Register Machine.- 9.2 The Single-Accumulator Machine.- 9.3 The Stack Machine.- 9.4 Optimisation: Preprocessing the Syntax Tree.- 9.5 Peephole Optimisation.- 10. Case Study: The Fast Fourier Transform in Prolog.- 10.1 Introduction.- 10.2 Notation for Polynomials.- 10.3 The DFT.- 10.4 Example: 8-point DFT.- 10.5 Naive Implementation of the DFT.- 10.6 From DFT to FFT.- 10.7 Merging Common Subexpressions.- 10.8 The Graph Generator.- 10.9 Example Run: 8-point FFT.- 10.10 Bibliographic Notes.- 11. Case Study: Higher-Order Functional Programming.- 11.1 Introduction.- 11.2 A Notation for Functions.- 11.3 The Evaluator.- 11.4 Using Higher-Order Functions.- 11.5 Discussion.- 11.6 Bibliographic Notes.

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