<section9 name="foreword">Foreword</section9>
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The formal systems of the λδ (\lambda\delta) family are typed λ-calculi aiming to support
- the foundational frameworks for Mathematics that require an underlying specification language
- (for example the <link to="http://www.math.unipd.it/~maietti/">Minimalist Foundation</link>
- and its predecessors).
+ the foundational frameworks for Mathematics that require an underlying specification language,
+ for example the
+ <link to="http://www.math.unipd.it/~maietti/">Minimalist Foundation (MF)</link>
+ and its predecessors.
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The λδ family is developed within the
- <link to="http://helm.cs.unibo.it/">Hypertextual Electronic Library of Mathematics</link>
- as a set of machine-checked digital specifications.
+ <link to="http://helm.cs.unibo.it/">Hypertextual Electronic Library of Mathematics (HELM)</link>
+ as a set of machine-checked <rlink to="html/specification.html">digital specifications</rlink>.
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+ <topitem name="current">
+ <notice class="alpha" text="Current version: "/>
+ <rlink to="download/lambdadelta_2B.tar.bz2">λδ-2B for for Matita 0.99.4</rlink>
+ (released: <notice class="gamma" notice="2019-11"/>).
+ <rlink to="html/documentation.html#ldJ2a">Documentation (J2a)</rlink>.
+ </topitem>
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This is the family logo: <rlink to="images/crux_177.png">crux_177.png</rlink>
(revised <notice class="alpha" text="2012-09"/>).
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<!-- ===================================================================== -->
This is a list of publications citing λδ documentation.
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+ <topitem name="C10">
+ M. Weber:
+ <notice class="alpha">An extended type system with lambda-typed lambda-expressions</notice>
+ (2018). Technical report. Faculty of Computer Science, Technical University of Berlin.
+ </topitem>
+
+ <topitem name="C9">
+ M. Weber:
+ <notice class="alpha">An extended type system with lambda-typed lambda-expressions (extended version)</notice>
+ (2018). Technical report. Faculty of Computer Science, Technical University of Berlin.
+ </topitem>
+
+ <topitem name="C8">
+ M.E. Maietti, S. Maschio:
+ <notice class="alpha">An extensional Kleene realizability semantics for the Minimalist Foundation</notice>
+ (2015). In Leibniz International Proceedings in Informatics, 39, pp 162-186. Schloss Dagstuhl, Leibniz-Zentrum für Informatik.
+ </topitem>
+
<topitem name="C7">
C. Dunchev, F. Guidi, C. Sacerdoti Coen, E. Tassi:
<notice class="alpha">ELPI: Fast, Embeddable, λProlog Interpreter</notice>
<link to="https://it.wikipedia.org/wiki/Umineko_no_naku_koro_ni">Umineko no Naku Koro ni</link>.
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+<!-- ===================================================================== -->
+
+ <section15 name="info">lambdadelta.info</section15>
+
+ <body>
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