Integral pecahan lokal untuk fungsi kontinu holder dengan pangkat(0,1) AWAL

commit to user

     



   











 





        

  

     

  





commit to user



         

          

           

         

           

   

    

commit to user



     

   

           

             

  

commit to user

 

          

         

         

         



           

          

        

         

         



  



commit to user

            

                  

                            

   

  

        

                               

        

                         

        

                  

  

                                

                                    

  