Page 60 - Reclaim YOUR DIGITAL GOLD (without audio)
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RECLAIM YOUR DIGITAL GOLD



          learning. During this stage of the process, we will use the
          data we have gathered to gradually improve our model’s
          ability to determine whether a specific beverage is beer
          or wine.

          This is similar to how a person feels when they first obtain
          their driver’s license. At first, they have no idea how to
          use any of the pedals, knobs, or switches, let alone the
          proper context in which to apply any of these controls.
          A licensed  driver, on the  other hand,  develops  after a
          significant amount of experience and the correction of
          their  errors. Furthermore, after  a  year of driving, they
          have developed a higher level of expertise. Their driving
          abilities have evolved as a result of driving and reacting
          to  real-world  data,  which  has  assisted  them  in  honing
          their skills.

          This will be done on a smaller scale with our beverages.
          To be more specific, y=m*x+b is the equation for a straight
          line, where x is the input, m is the slope of the line, b is
          the y-intercept, and y is the value of the line at x. The
          values that we can use for “training” or “adjustment” are
          m and b. There is no other way to influence the position
          of the line because the only other variables are x, which
          represents our input, and y, which represents our output.

          There are many different m’s in machine learning because
          there could be many different features. The sum of these
          m values  is  commonly  organized  into a matrix, which
          we will refer to as the “weights” matrix and denote with
          the letter W. Similarly, we will group b and refer to the
          resulting structure as the biases.

          The training procedure starts with the selection of some
          random values for W and b, and then attempts to predict



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