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% $Header$ |
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% |
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%%Sets of real numbers. |
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\newcommand{\vworkrealset}{{\mathbb{R}}} |
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\newcommand{\vworkrealsetnonneg}{{\mathbb{R}^+}} |
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% |
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%%Sets of integers. |
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\newcommand{\vworkintset}{{\mathbb{Z}}} |
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\newcommand{\vworkintsetnonneg}{{\mathbb{Z}^+}} |
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\newcommand{\vworkintsetpos}{{\mathbb{N}}} |
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% |
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%%Sets of rational numbers. |
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\newcommand{\vworkratset}{{\mathbb{Q}}} |
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\newcommand{\vworkratsetnonneg}{{\mathbb{Q}^+}} |
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% |
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%%Sets of irrational numbers. |
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\newcommand{\vworkirratset}{{\mathbb{error}}} |
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\newcommand{\vworkirratsetnonneg}{{\mathbb{error}^+}} |
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% |
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%%"Divides" and "Not Divides". Am not able to find quite |
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%%the right symbol for "Not Divides" at this time. |
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\newcommand{\vworkdivides}{\mid} |
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\newcommand{\vworknotdivides}{\hspace{-0.125em}\not\hspace{0.245em}\mid\hspace{0.135em}} |
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%% |
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%%The implication operator, which may change throughout the work. Both a horizontal |
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%%and vertical form are defined. |
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\newcommand{\vworkhimp}{\to} |
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\newcommand{\vworkvimp}{\downarrow} |
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%% |
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%%The symbol for logical equivalence. There are three forms defined, the standard, |
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%%the long, and the short, which may be identical. |
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\newcommand{\vworkequiv}{\leftrightarrow} |
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\newcommand{\vworkshortequiv}{\leftrightarrow} |
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\newcommand{\vworklongequiv}{\longleftrightarrow} |
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\newcommand{\vworkvertequiv}{\updownarrow} |
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% |
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% End of WORKMDEF.TEX |
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