Green Space

A G-Space provides local notions of harmonic, hyperharmonic, and superharmonic functions. When there exists anonconstant superharmonic function greater than 0, it is a called a Green space. Examples are (for ) andany bounded domain of .

• Squeezing Theorem
• s-Run
• S-Signature
• SSS Theorem
• Stability
• Stability Matrix
• Stabilization
• Stable Equivalence
• Stable Improper Node
• Stable Node
• Stable Spiral Point
• Stable Star
• Stable Type
• Stack
• Stamp Folding
• Standard Deviation
• Standard Error
• Standardized Moment
• Standardized Score
• Standard Map
• Standard Normal Distribution
• Standard Space
• Standard Tori
• Stanley's Theorem
• Star