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Copy file name to clipboardExpand all lines: docs/src/tutorials/ActiveSampling.jl
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# Alternatively, we can use "feature-wise" priors, which are considered when a readout for the specific feature is available for the new entity. # It is important to note here that the distance, which forms the basis of the probabilistic weights, is inherently computed only over the observed features.
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# To be more precise, for each experiment $e\in E$, we let $p^e_j$ denote the "prior" associated with that specific experiment.
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# If $S$ represents the set of experiments that have been performed for the new compound so far, we compute the reweighted probabilistic weight as $w'_{j} = \product_{e\in S} p^e_j \cdot w_j$.
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# If $S$ represents the set of experiments that have been performed for the new compound so far, we compute the reweighted probabilistic weight as $w'_{j} = \prod_{e\in S} p^e_j \cdot w_j$.
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# We remark that this method can be used to filter out certain rows by setting their weight to zero.
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using CEEDesigns, CEEDesigns.GenerativeDesigns
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# We create a synthetic dataset with continuous variables, `x1`, `x2`, and `y`. Both `x1` and `x2` are modeled as independent random variables that follow a normal distribution.
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# The target variable, `y`, is given as a weighted sum of `x1` and `x2`, with an additional noise component. The corrected version of your sentence should be: Consequently, if the value of `x2`, for example,
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# The target variable, `y`, is given as a weighted sum of `x1` and `x2`, with an additional noise component. Consequently, if the value of `x2`, for example,
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# falls into a "sparse" region, we want the algorithm to avoid overfitting and focus its attention more on the other variable.
Copy file name to clipboardExpand all lines: docs/src/tutorials/ActiveSampling.md
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@@ -45,7 +45,7 @@ If we denote the "prior" weights as $p_{j}$, then the final weights assigned to
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Alternatively, we can use "feature-wise" priors, which are considered when a readout for the specific feature is available for the new entity. # It is important to note here that the distance, which forms the basis of the probabilistic weights, is inherently computed only over the observed features.
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To be more precise, for each experiment $e\in E$, we let $p^e_j$ denote the "prior" associated with that specific experiment.
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-
If $S$ represents the set of experiments that have been performed for the new compound so far, we compute the reweighted probabilistic weight as $w'_{j} = \product_{e\in S} p^e_j \cdot w_j$.
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If $S$ represents the set of experiments that have been performed for the new compound so far, we compute the reweighted probabilistic weight as $w'_{j} = \prod_{e\in S} p^e_j \cdot w_j$.
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We remark that this method can be used to filter out certain rows by setting their weight to zero.
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@@ -65,7 +65,7 @@ using CEEDesigns, CEEDesigns.GenerativeDesigns
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````
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We create a synthetic dataset with continuous variables, `x1`, `x2`, and `y`. Both `x1` and `x2` are modeled as independent random variables that follow a normal distribution.
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The target variable, `y`, is given as a weighted sum of `x1` and `x2`, with an additional noise component. The corrected version of your sentence should be: Consequently, if the value of `x2`, for example,
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+
The target variable, `y`, is given as a weighted sum of `x1` and `x2`, with an additional noise component. Consequently, if the value of `x2`, for example,
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falls into a "sparse" region, we want the algorithm to avoid overfitting and focus its attention more on the other variable.
Copy file name to clipboardExpand all lines: tutorials/ActiveSampling.jl
+2-2Lines changed: 2 additions & 2 deletions
Original file line number
Diff line number
Diff line change
@@ -41,7 +41,7 @@
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# Alternatively, we can use "feature-wise" priors, which are considered when a readout for the specific feature is available for the new entity. # It is important to note here that the distance, which forms the basis of the probabilistic weights, is inherently computed only over the observed features.
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# To be more precise, for each experiment $e\in E$, we let $p^e_j$ denote the "prior" associated with that specific experiment.
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-
# If $S$ represents the set of experiments that have been performed for the new compound so far, we compute the reweighted probabilistic weight as $w'_{j} = \product_{e\in S} p^e_j \cdot w_j$.
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+
# If $S$ represents the set of experiments that have been performed for the new compound so far, we compute the reweighted probabilistic weight as $w'_{j} = \prod_{e\in S} p^e_j \cdot w_j$.
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# We remark that this method can be used to filter out certain rows by setting their weight to zero.
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@@ -59,7 +59,7 @@
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using CEEDesigns, CEEDesigns.GenerativeDesigns
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# We create a synthetic dataset with continuous variables, `x1`, `x2`, and `y`. Both `x1` and `x2` are modeled as independent random variables that follow a normal distribution.
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-
# The target variable, `y`, is given as a weighted sum of `x1` and `x2`, with an additional noise component. The corrected version of your sentence should be: Consequently, if the value of `x2`, for example,
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+
# The target variable, `y`, is given as a weighted sum of `x1` and `x2`, with an additional noise component. Consequently, if the value of `x2`, for example,
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# falls into a "sparse" region, we want the algorithm to avoid overfitting and focus its attention more on the other variable.
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