137 lines
		
	
	
		
			10 KiB
		
	
	
	
		
			Markdown
		
	
	
	
	
	
			
		
		
	
	
			137 lines
		
	
	
		
			10 KiB
		
	
	
	
		
			Markdown
		
	
	
	
	
	
| ---
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| aliases:
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|   - surjective
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|   - surjectives
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|   - surjectif
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| excalidraw-plugin: parsed
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| excalidraw-open-md: true
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| up:
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|   - "[[application]]"
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| sibling:
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|   - "[[injection]]"
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| tags:
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|   - excalidraw
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|   - s/maths/analyse
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| ---
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| 
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| > [!definition] Définition
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| > Soit $f: E\mapsto F$ une [[application]].
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| > 
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| > On dit que $f$ est une *surjection*, ou qu'elle est _surjective_, si et seulement si 
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| > $\forall y\in F, \exists x\in E, f(x) = y$
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| > 
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| > Une surjection est une [[application]] pour laquelle il existe au moins un antécédent à chaque élément de $F$.
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| ^definition
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| 
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| `$= "![[" + dv.current().file.name + ".svg|700]]" `
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| 
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| %%
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| # Excalidraw Data
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| ## Text Elements
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| x ^AQWnj2xh
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| 
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| x ^lmG3QZlj
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| 
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| x ^VjNwpdtg
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| 
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| x ^NfhszZvO
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| 
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| x ^ZSeU04rP
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| 
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| x ^RVfGDL0v
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| 
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| x ^mPBEMTbw
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| 
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| x ^rS8NRpE4
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| 
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| x ^bDBRPymi
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| 
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| x ^lHudAric
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| 
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| x ^tcSPvAjV
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| 
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| x ^tPjQjIp3
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| 
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| interdit ^0Ve7RUL8
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| 
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| ## Drawing
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| ```compressed-json
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| 
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| rSVODIyUZsICAFvRYSXMjg+gZEHkQC6ZS1R0MjGZlH7DYyEZBvcpjwPylZp0ZIgEmdjMJhdITOaM4mVjIyC4y3CPkzwXTLZk4zAmfk3wrTMxnbtsZusTkegSFn0yMgwIKziFMKCSzeZhME1GtIs4KyRZGQJWctMGA5E1ZUAUmRkEMQtiWZPM9WXzK37/cSO1dXWfrP0BHhd+bLffl3jI7GzhZes7GayzeCf5JoaM5gNgBxCIgvgeaBLqck6iJtUm
 | |
| 
 | |
| 0M32f7PwDJVZI5eXYXhF3RUlRhpQIwGwAMDAz6gBAE2PMTBbWzRZUktYN7OhlRgSASmJnMXPoLEBkQCAX5tCgvqVyHgbAFYHbNwCaBgg9kyiiQE7wOwjoXoTbsoHDAAAKEiNQFLSkQx5o86yPEAACUoYfWMoHnAbiJApAAebgGHmF5R51/TeRvIlAJBZ5QtXWRzPxAyyBYnAYcFTmUF/Z9Y5Eeghn2b5OY25yMd6ZAGwDVAeanBJzGDOCGjiHM2s
 | |
| 
 | |
| SJO/IPl2AIQCAbADkFBBOY4Ajc5uQ/Pbkp9jIoCwgIwDeBpz8AGcj0iJHSAILc0zibejrH0CeywsDXMsVuPwA4M2ICCpBSgtERQRwAwWfGAiHCDf1voO4IAA
 | |
| ```
 | |
| %% |