'Lhs rhs' diaporamas de présentation

Comp 110 State

849 views • 72 slides

Advanced Programming Andrew Black and Tim Sheard

Advanced Programming Andrew Black and Tim Sheard. Lecture 10 Grammars NFAs. Grammars 1. Grammar A set of tokens (terminals): T A set of non-terminals: N A set of productions { lhs -> rhs , ... } lhs in N rhs is a sequence of N U T A Start symbol: S ( in N). In Haskell.

523 views • 40 slides

Data mining: some basic ideas

Data mining: some basic ideas. Francisco Moreno Excerpts from Fundamentals of DB Systems, Elmasri & Navathe and other sources. Data mining. For many years, organizations have generated a large amount of data in the form of files and databases

400 views • 35 slides

Data mining: some basic ideas

Data mining: some basic ideas. Francisco Moreno Excerpts from Fundamentals of DB Systems, Elmasri & Navathe and other sources. Data mining. For many years, organizations have generated a large amount of data in the form of files and databases

471 views • 35 slides

Dilemmas in Comparing Observations and Calculations of Satellite Radiances

Dilemmas in Comparing Observations and Calculations of Satellite Radiances (in the MODIS CO 2 -slicing algorithm). Rich Frey, Hong Zhang, Kathy Strabala, and Paul Menzel January 5, 2005 MODIS Science Team Meeting. Aqua Collection 5 Cloud Top Pressure (MOD06CT):

401 views • 32 slides

Dilemmas in Comparing Observations and Calculations of Satellite Radiances

Dilemmas in Comparing Observations and Calculations of Satellite Radiances (in the MODIS CO 2 -slicing algorithm). Rich Frey, Hong Zhang, Kathy Strabala, and Paul Menzel January 5, 2005 MODIS Science Team Meeting. Aqua Collection 5 Cloud Top Pressure (MOD06CT):

323 views • 32 slides

ITF11006 .NET

ITF11006 .NET. The Basics. The Basics. Data Types Value Types Reference Types Flow Control Conditional Loop Miscellaneous Enumerations Namespaces Class / Struct Data Members Functional Mem Base Classes System.Object System.String. Variables/Constants.

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Lecture 15: Capillary motion

Lecture 15: Capillary motion. Capillary motion is any flow governed by forces associated with surface tension. Examples : paper towels, sponges, wicking fabrics. Their pores act as small capillaries, absorbing a comparatively large amount of liquid. Water absorption by paper towel.

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LING/C SC/PSYC 438/538 Computational Linguistics

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Mathematical Induction

Mathematical Induction. Consider the following statement. Any n squares can be cut into pieces and then pasted into one single square. Let us denote this statement by S(n). Of course n ? 2. First of all, let us consider S(2):. Conclusion.

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Extending Cognitive Architectures with Mental Imagery

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