Pierre Navaro pnavaro

## test_loadsave.jl
using JLD

abstract type AbstractSolver end

struct RK4 <: AbstractSolver
    param
end

struct Problem

## coordinate_descent.jl
# # Algorithm
#
# $$
# \mathbf{x}^{(0)} = (x_1^0,...,x_n^0)
# $$
#
# $$
# \mathbf{x}_i^{(k+1)} = argmin_{\omega} f(x_1^{(k+1)}, ..., x_{i-1}^{(k+1)}, \omega, x_{i+1}^{(k)}, ..., x_n^{(k)})
# $$
#

## polyglot-ds-prep.ipynb

      
        
          
            
              
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                pnavaro
                / polyglot-ds-prep.ipynb
            
            
              Created
              April 22, 2018 06:15
                — forked from fperez/README.md
            
              
                Polyglot Data Science with IPython
              
          
        
      
        
  
    
    

          
    
      
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	using JLD

	abstract type AbstractSolver end

	struct RK4 <: AbstractSolver
	param
	end

	struct Problem
	# # Algorithm
	#
	# $$
	# \mathbf{x}^{(0)} = (x_1^0,...,x_n^0)
	# $$
	#
	# $$
	# \mathbf{x}_i^{(k+1)} = argmin_{\omega} f(x_1^{(k+1)}, ..., x_{i-1}^{(k+1)}, \omega, x_{i+1}^{(k)}, ..., x_n^{(k)})
	# $$
	#