APL 1993: Toronto, Ontario, Canad

• Jake Ansell, Mulhim Al-Doori:
  ARDA: Expert System for Reliability Data Analysis. 1-5
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• Robert Bernecky:
  Array Morphology. 6-16
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• Robert Bernecky:
  The Role of APL and J in High-Performance Computation. 17-32
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• Hanspeter Bieri, Felix Grimm:
  Approaching Classical Algorithms in APL2. 33-40
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• James A. Brown, Brent Hawks, Ray Trimble:
  Extending the APL Character Set. 41-46
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• Tien Chi Chen:
  SCARFS, an Efficient Polynomial Zero-Finder System. 47-54
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• Wai-Mee Ching, Alexander Katz:
  The Testing of an APL Compiler. 55-62
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• Pierre Deslauriers:
  APL Helps the Deaf to Hear Again. 63-68
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• David S. Eastwood:
  Structuring Functions with Operators. 69-77
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• Murray Eisenberg, Howard A. Peelle:
  Confessions of two APL Educators Learning J. 78-87
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• Richard R. N. Eller:
  A Modern APL Windows User Interface with DOS Downwards Compatibility: the Solution for two Years Onwards. 88-96
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• Jochen Frey, Dinu Scheppelmann, Gerald-P. Glombitza, Hans-Peter Meinzer:
  A Parallel Topological Feature Map in APL. 97-103
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• Steven J. Halasz, Andrei V. Kondrashev:
  Talking with an APL via DDE: Teaching an Old Dog New Tricks. 104-111
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• Dennis Holmes, John E. Howland:
  APROL: a Hybrid Language. 112-123
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• Thomas Kolarik:
  Extending the Two-Partner Shared Variable Protocol to n Partners. 124-133
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• Gérard A. Langlet:
  Building the APL atlas of natural shapes. 134-147
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• Pavel Luksha:
  Modern Algebra Self-Taught Through APL. 148-153
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• Stephen M. Mansour:
  Using Defined Operators and Function Arrays to Solve Non-Linear Equations in APL2. 154-158
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• Duncan McArthur:
  An Introduction to log-linear Analysis and Implementing the Newton-Raphson Algorithm in APL2. 159-163
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• Johann Mitlöhner:
  Distributed Computing in the Workstation Environment. 164-169
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• Trenchard More Jr.:
  Transfinite Nesting in Array-Theoretic Figures, Changes, Rigs, and Arms, Part I. 170-184
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• Peter Naeve, Bernhard Strohmeier, Hans Peter Wolf:
  APL Programming without Tears: It is Time for a Change. 185-189
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• Frank C. Ripley:
  Efficient Maximum Likelihood Estimation of Linear Models with APL. 190-199
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• Jack G. Rudd:
  Roles of APL in Satellite Surveillance. 200-208
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• David Selby:
  Extending APL2 to Include Program Control Structures. 209-213
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• R. G. Selfridge:
  Solving Two or Three Polynomials in Two or Three Variables. 214-218
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• Alexander O. Skomorokhov:
  Adaptive Learning Networks in APL2. 219-229
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• Alexei N. Skurikhin, Alvin J. Surkan:
  Identification of Parallelism in Neural Networks by Simulation with Language J.. 230-237
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• Keith Smillie:
  Rolling Dice: Some Notes on J and Teaching Probability. 238-243
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• Adrian Smith:
  Co-operative Programming with Windows DDE. 244-250
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• David G. Smith, Joey K. Tuttle:
  JVOX. 251-258
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• Walter G. Spunde:
  Point-Wise Calculus. 259-266
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• David Steinbrook, Eugene E. McDonnell:
  From Trees into Boxes. 267-276
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• Thomas W. Stroud, Alan M. Sykes, Alan D. Mayer:
  Bayesian Methods in APL. 277-285
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• Rexford H. Swain, Daniel F. Jonusz:
  The Workspace Manager: A Change Control System for APL. 286-294
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• Norman D. Thomson:
  Understanding ANOVA the APL way. 295-303
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• Robert G. Willhoft:
  Structured APL: A Proposal for Block Structured Control Flow in APL. 304-315
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• Richard M. Levine:
  Recent Work on the Toronto Toolkit. 316
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