Fractional Calculus

On Monday, April 4, 2016 at 6:34:07 PM UTC-4, radam...@gmail.com wrote:
> In a pinch you can make a half-integrator with a full integrator and a hammer. 
> 

what if you whack it a little too hard.  do you get 4 quarter-integrators?

r b-j

On Mon, 4 Apr 2016 23:17:22 -0700 (PDT), robert bristow-johnson
<rbj@audioimagination.com> wrote:

>On Monday, April 4, 2016 at 6:34:07 PM UTC-4, radam...@gmail.com wrote:
>> In a pinch you can make a half-integrator with a full integrator and a hammer. 
>> 
>
>what if you whack it a little too hard.  do you get 4 quarter-integrators?

Is a 4-quarter integrator a buck integrator?

Or a gallon integrator?




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On Friday, April 1, 2016 at 2:55:46 PM UTC-5, gyans...@gmail.com wrote:
> Why do we need it?
> 
> http://mathhandbook.com/

Do a google search on "Fractional Calculus: History, Definitions and Applications for the Engineer. From the abstract:

This report is aimed at the engineering and/or scientific professional who wishes to learn about Fractional Calculus and its possible applications in
 his/her field(s) of study. The intent is to first expose the
reader to the concepts, applicable definitions, and execution of fractional
calculus (including a discussion of notation, operators, and fractional order differential equations), and second to show how these may be
used to solve several modern problems. Also included within is a list of applicable references that may
provide the reader with a library of information for the further study and use of fractional calculus."

Good luck in your search.

On Wed, 06 Apr 2016 11:23:30 -0700, maury001 wrote:

> On Friday, April 1, 2016 at 2:55:46 PM UTC-5, gyans...@gmail.com wrote:
>> Why do we need it?
>> 
>> http://mathhandbook.com/
> 
> Do a google search on "Fractional Calculus: History, Definitions and Applications for the Engineer. From the abstract:
> 
> This report is aimed at the engineering and/or scientific professional who wishes to learn about Fractional Calculus and its possible applications in
>  his/her field(s) of study. The intent is to first expose the
> reader to the concepts, applicable definitions, and execution of fractional
> calculus (including a discussion of notation, operators, and fractional order differential equations), and second to show how these may be
> used to solve several modern problems. Also included within is a list of applicable references that may
> provide the reader with a library of information for the further study and use of fractional calculus."
> 
> Good luck in your search.

Fractional integral or differential terms occur in distributed systems,
as in certain electrochemical interfaces, and electromagnetic propagation
in lossy media.  It may seem april-foolish but there are areas of real
practical interest.

On Friday, April 1, 2016 at 3:55:46 PM UTC-4, gyans...@gmail.com wrote:
> Why do we need it?
> 
> http://mathhandbook.com/

Look up fractals and fractional integration. Fractals have many uses and one that commonly benefits most of us today are fractal antennas (they are frequency independent). Cell phones use them!

Clay

On Saturday, 2 April 2016 06:55:46 UTC+11, gyans...@gmail.com  wrote:
> Why do we need it?
> 
> http://mathhandbook.com/

more info on http://drhuang.com/science/mathematics/fractional_calculus/


reference math handbook
www.mathhandbook.com