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#1
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| Online now at http://www.vector.org.uk/ — About polynomials. Gianluigi Quario discovers new ways to handle polynomials. First of two parts. — Classes as a Tool of Thought. Paul Graham famously said programming languages are not pens but pencils, for thinking your way through problems. Simon Marsden shows how the class/instance structures in APLX 4 offer new ways to think. And OO programmers chained to compilers and object-relational interfaces might enjoy seeing classes interpreted and redefined on-the-fly. — Fire from heaven. Adrian Smith tries “q for Mortals”, Jeffry Borror’s new tutorial for the q programming language. A gift from the gods? Stephen Taylor editor@vector.org.uk http://www.vector.org.uk http://aplwiki.aplteam.com |
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#2
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| "Stephen Taylor <editor@vector.org.uk>" <StephenTaylorFRSA@googlemail.com> wrote in message news:55f2a72b-b7dd-422f-872d-3c6089b58e21@f36g2000hsa.googlegroups.com... Online now at http://www.vector.org.uk/ [...] > — Fire from heaven. Adrian Smith tries “q for Mortals”, Jeffry > Borror’s new tutorial for the q programming language. A gift from the > gods? Splendid qualification Stephen! ^\jk |
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#3
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| "Stephen Taylor <editor@vector.org.uk>" <StephenTaylorFRSA@googlemail.com> wrote in message news:55f2a72b-b7dd-422f-872d-3c6089b58e21@f36g2000hsa.googlegroups.com... Online now at http://www.vector.org.uk/ [...] > — Fire from heaven. Adrian Smith tries “q for Mortals”, Jeffry > Borror’s new tutorial for the q programming language. A gift from the > gods? q = ^\k kdb 1 |
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#4
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| Online now at http://www.vector.org.uk/ — Parallel thinking. The repeal of Moore’s Law has left manufacturers unable to push processors any faster. So they push more of them into machines. But pulling more speed out is hard work. Can array languages help? David Liebtag introduces APL2’s parallel-processing operators. — First experiences with Unicode in Dyalog 12. Adrian Smith tries migrating Dyalog programs to Version 12 Unicode and winds up with less than he started with. Less code, that is. But he’s not complaining… — If you think J is complex try j. In his 50th J-ottings column Norman Thomson finds a few simple diagrams clarify how J handles complex numbers. Stephen Taylor editor@vector.org.uk http://www.vector.org.uk http://aplwiki.aplteam.com |
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