diff --git a/Pipfile b/Pipfile
deleted file mode 100644
index a28028a..0000000
--- a/Pipfile
+++ /dev/null
@@ -1,17 +0,0 @@
-[[source]]
-name = "pypi"
-url = "https://pypi.org/simple"
-verify_ssl = true
-
-[dev-packages]
-
-[packages]
-jupyter = "*"
-numpy = "*"
-scipy = "*"
-matplotlib = "*"
-pandas = "*"
-sklearn = "*"
-
-[requires]
-python_version = "3.6"
diff --git a/Pipfile.lock b/Pipfile.lock
deleted file mode 100644
index d706f1a..0000000
--- a/Pipfile.lock
+++ /dev/null
@@ -1,573 +0,0 @@
-{
- "_meta": {
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- },
- "pipfile-spec": 6,
- "requires": {
- "python_version": "3.6"
- },
- "sources": [
- {
- "name": "pypi",
- "url": "https://pypi.org/simple",
- "verify_ssl": true
- }
- ]
- },
- "default": {
- "backcall": {
- "hashes": [
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- "version": "==0.1.0"
- },
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- "version": "==3.0.2"
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- "cycler": {
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diff --git a/intro_to_machine_learning.ipynb b/intro_to_machine_learning.ipynb
index 36aa661..6787a44 100644
--- a/intro_to_machine_learning.ipynb
+++ b/intro_to_machine_learning.ipynb
@@ -20,7 +20,7 @@
"\n",
"Central to machine learning is the concept of **automating decision making** from data **without the user specifying explicit rules** how this decision should be made.\n",
"\n",
- ""
+ ""
]
},
{
@@ -29,7 +29,7 @@
"source": [
"## Examples\n",
"\n",
- ""
+ ""
]
},
{
@@ -38,7 +38,7 @@
"source": [
"## 3 Types of Machine Learning\n",
"\n",
- "\n",
+ "\n",
"\n",
"- **Supervised** (focus of this notebook): Each entry in the dataset comes with a \"label\". Examples are a list of emails where spam mail is already marked as such or a sample of handwritten digits. The goal is to use the historic data to make predictions.\n",
"\n",
@@ -53,7 +53,7 @@
"source": [
"## 2 Types of Supervised Learning\n",
"\n",
- "\n",
+ "\n",
"\n",
"- **In classification, the label is discrete**, such as \"spam\" or \"no spam\" for emails.\n",
"Furthermore, labels are nominal (e.g., colors of something), not ordinal (e.g., T-shirt sizes in S, M, or L).\n",
@@ -68,7 +68,7 @@
"source": [
"## Case study: Iris flower classification\n",
"\n",
- ""
+ ""
]
},
{
@@ -341,6 +341,7 @@
"\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
"\u001b[0;31mValueError\u001b[0m Traceback (most recent call last)",
"\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m\u001b[0m\n\u001b[0;32m----> 1\u001b[0;31m \u001b[0mnp\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mdot\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mv1\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mm1\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m",
+ "\u001b[0;32m<__array_function__ internals>\u001b[0m in \u001b[0;36mdot\u001b[0;34m(*args, **kwargs)\u001b[0m\n",
"\u001b[0;31mValueError\u001b[0m: shapes (3,) and (2,3) not aligned: 3 (dim 0) != 2 (dim 0)"
]
}
@@ -537,7 +538,7 @@
{
"data": {
"text/plain": [
- "[]"
+ "[]"
]
},
"execution_count": 16,
@@ -546,7 +547,7 @@
},
{
"data": {
- "image/png": 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\n",
+ "image/png": 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\n",
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