चरघातांकी फलन बाहरी कड़ियाँ दिक्चालन सूचीबढ़ाने मेंसंदिन दूनी रात चौगुनी वृद्धि का गणितComplex Exponential Function Module by John H. MathewsTaylor Series Expansions of Exponential Functionsefunda.comComplex exponential interactive graphic

सम्मिश्र विश्लेषण


गणितफलनअवकलज






गणित में चरघातांकी फलन एक ऐसा फलन है जिसका अवकलज उसी के बराबर होता है। अर्थात किसी बिन्दु पर इस फलन के वृद्धि की दर उस बिन्दु पर इस फलन के मान के बराबर होती है। इस फलन को exdisplaystyle e^x से निरुपित किया जाता है जहाँ e एक अपरिमेय संख्या है जिसका मान लगभग 2.718281828 के बराबर होता है। इस फलन को प्रायः exp(x) भी लिखते हैं



बाहरी कड़ियाँ


  • दिन दूनी रात चौगुनी वृद्धि का गणित

  • Complex Exponential Function Module by John H. Mathews


  • Taylor Series Expansions of Exponential Functions at efunda.com

  • Complex exponential interactive graphic


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