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Full Abstraction for HOPLA Mikkel Nygaard1 and Glynn Winskel2 ...
https://www.cl.cam.ac.uk/~gw104/CONCUR03.pdf8 Sep 2003: Tk = Tk, in which the expressions T1,. , Tk may contain the Tj’s.We shall write µ T. ... µj T. T : tabs a t′. Tj [µ T. T/ T ] : rep ta t′. -
VP0300L/LS, VQ2001J/PVishay Siliconix Document Number:…
https://www.cl.cam.ac.uk/teaching/2004/Hardware/datasheets/vp0300l.pdf2 Oct 2003: VDS = 0 V, VGS = 16 V 100. Gate-Body Leakage IGSS TJ = 125C 500 nA. ... TJ = –55C 25C. 125C. –4 V. –9 V. Source-Drain Diode Forward Voltage. -
Domain Theory for Concurrency Mikkel Nygaard Glynn WinskelBRICS∗…
https://www.cl.cam.ac.uk/~gw104/DomThy.pdf25 Sep 2003: T. Γ t Tj [µ T. T/ T ]Γ t Tj [µ T. ... abs a t′µj T. T : t. abs a t′Tj [µ T. -
VP0300L/LS, VQ2001J/PVishay Siliconix Document Number:…
https://www.cl.cam.ac.uk/teaching/2003/Hardware/datasheets/vp0300l.pdf2 Oct 2003: VDS = 0 V, VGS = 16 V 100. Gate-Body Leakage IGSS TJ = 125C 500 nA. ... TJ = –55C 25C. 125C. –4 V. –9 V. Source-Drain Diode Forward Voltage. -
Global abstraction-safe marshalling with hash types
https://www.cl.cam.ac.uk/techreports/UCAM-CL-TR-569.pdf26 Jun 2003: Technical ReportNumber 569. Computer Laboratory. UCAM-CL-TR-569ISSN 1476-2986. Global abstraction-safe marshallingwith hash types. James J. Leifer, Gilles Peskine, Peter Sewell,Keith Wansbrough. June 2003. 15 JJ Thomson AvenueCambridge CB3 0FDUnited -
Global abstraction-safe marshalling with hash types
https://www.cl.cam.ac.uk/~pes20/hashtypes-tr-cam.pdf26 Jun 2003: Technical ReportNumber 569. Computer Laboratory. UCAM-CL-TR-569ISSN 1476-2986. Global abstraction-safe marshallingwith hash types. James J. Leifer, Gilles Peskine, Peter Sewell,Keith Wansbrough. June 2003. 15 JJ Thomson AvenueCambridge CB3 0FDUnited -
An evolutionary approach to (logistic-like)language change Ted…
https://www.cl.cam.ac.uk/~ejb1/susx-paper-slides.pdf4 Dec 2003: rately). • Selectivity – P (LA(UG,tn) gt) > 1 whereP (ti L(gt)) > K.P (tj L(gt)) and ti tj LFk(i.e. ... assimilation). • Sensitivity – P (LA(UG,tn) gtgt′) > 1 whereP (ti L(gt)) > K.P (tj L(gt′)) and titj LFkand P (tj | C) > P (ti | C) (i.e. -
https://people.ast.cam.ac.uk/~wfcam/docs/minutes/minutes_030924.txt
https://people.ast.cam.ac.uk/~wfcam/docs/minutes/minutes_030924.txt26 Sep 2003: Further discussions with JAC staff will be continued at ADASS, where JRL, FE and TJ will all be present. -
1 Linearity and nonlinearity indistributed computation Glynn…
https://www.cl.cam.ac.uk/~gw104/LLch.pdf31 Jul 2003: Recursive path orders:. Γ t : Tj [µP. T /P ]. Γ t : µjP. T. ,Γ t : µj. P. T. ... Γ t : Tj [µP. T /P ]. where the premise and conclusion of each rule are interpreted as thesame map because µj. -
Officer's Number 2003
https://www.reporter.admin.cam.ac.uk/reporter/2003-04/special/06/i.pdf21 Nov 2003: MASON, 2005H. P. C. ROBINSON, TJ. H. ROGERS, TC. J. SCHWIENING, CHUI. ... DENYER, TJ. R. PATTERSON, M. University LecturersW. FITZGERALD, GE. J. GOWERS, JN, 2005.
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