2 citations · 2 across the 3 of their papers we have counts for
3 papers
math.LO2009
RCF4: Inconsistent Quantification
Michael Pfender
We exhibit canonical middle-inverse Choice maps within categorical (Free-Variable) Theory of Primitive Recursion as well as in Theory of partial PR maps over the Theory of Primitiv…
math.CT2008★ 2 cited
RCF3: Map-Code Interpretation via Closure
Michael Pfender
For a (minimal) Arithmetical theory with higher Order Objects, i.e. a (minimal) Cartesian closed arithmetical theory -- coming as such with the corresponding closed evaluation -- w…
math.CT2008
RCF1: Theories of PR Maps and Partial PR Maps
Michael Pfender
We give to the categorical theory PR of Primitive Recursion a logically simple, algebraic presentation, via equations between maps, plus one genuine Horner type schema, namely Frey…