Vectors are a collection of a single kind of data
Creating Vectors
It is rather rare that we work with a single entity for any data type. The main syntax in R
used to make a collection of objects is to enclose them into the c()
function (c for combine and since we use it so often, making it as short as possible—anything we can do to type less is good for reducing the number of errors in our code).
Here is how we can get a vector of numeric
values.
x <- c(1,2,3,4,5,6,7)
x
[1] 1 2 3 4 5 6 7
The variable x
contains a number of numeric types and is a single object.
length( x )
[1] 7
Vectors from Sequences
It would really suck if we had to type in all the elements into every array we want. Say we want a vector of 100 numbers, it would be really likely if we had to type all the numbers 1, 2, 3, ... , 99, 100
(and quite boring 💤). The main way we will get data into R
is by loading it from files or databases, which we will get to later, but for now let’s look at how we can specifically create sequences of values with a little bit of code.
The first is the colon operator. The syntax is X:Y
which will produce the values from X
to Y
(inclusive on both ends). In R
we use it like this:
y <- 3:8
y
[1] 3 4 5 6 7 8
This is just a shortcut for the more general seq()
function (seq is short for sequence). This function takes a value to start at and one to end with (inclusive just like above).
y <- seq(3,8)
y
[1] 3 4 5 6 7 8
These are the required arguments. By default, the seq()
function counts by \(1.0\) (either up or down, depending upon the magnitude of the first and second argument).
seq(8,3)
[1] 8 7 6 5 4 3
If we want it to count by some other interval, we can tell it by passing the optional argument by=
.
y <- seq(3,8,by=0.25)
y
[1] 3.00 3.25 3.50 3.75 4.00 4.25 4.50 4.75 5.00 5.25 5.50 5.75 6.00 6.25 6.50
[16] 6.75 7.00 7.25 7.50 7.75 8.00
Another way we can use the seq()
function is to create a vector of values that are equally spaced. For example, consider the sampling locations below where I collected Sonoran desert bark beetles (Araptus attenuatus).
If I wanted an elevation profile along the Baja Califorinia Peninsula (the red line), I could ask for a sequence in latitude (the north-south dimension) with exactly 50 equally spaced entities starting at the southern site near Cabo San Lucas and finishing up just north of Nva. Chapala (n.b., the data are in longitude and latitude).
coords <- cbind( seq(-109.6487 , -114.2935 , length.out = 50),
seq( 23.07, 29.32, length.out = 50) )
coords[1:5,]
[,1] [,2]
[1,] -109.6487 23.07000
[2,] -109.7435 23.19755
[3,] -109.8383 23.32510
[4,] -109.9331 23.45265
[5,] -110.0279 23.58020
From these locals we, we can then quickly query an elevation raster to extract the values at those sites
![](data:image/png;base64,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)
Indexing
Since vector
objects contains collections of variables, we often need to get or set the value at a particular location or within a slice of the vector. For example, the object y
above has 21 entities in it. To get to these individual entities within the y
we use a square bracket notation to indicate that we want to get an item within the variable and must indicate which element (or elements) we are interested in getting. The numeric indices within the brackets are 1-based (e.g., the first element is 1, the second is 2, etc.). So the code
y[4]
[1] 3.75
returns the 4\(^{th}\) element in the vector. This notation can be used to get as well as set values within the vector.
y[2] <- 42
y
[1] 3.00 42.00 3.50 3.75 4.00 4.25 4.50 4.75 5.00 5.25 5.50 5.75
[13] 6.00 6.25 6.50 6.75 7.00 7.25 7.50 7.75 8.00
In addition to numbers, you can also do logical values.
x <- 1:5
x[ c(TRUE, FALSE, TRUE, FALSE, FALSE) ]
[1] 1 3
Slices
In addition to getting a single entity from a vector, we can also grab a sequence of values by using a sequence of indices within the square brackets. For example, if I wanted the first five entries of y
I could ask for it as:
y[1:5]
[1] 3.00 42.00 3.50 3.75 4.00
You can also grab the end parts of a vector using the head()
and tail()
functions. By default, they return 6 entries each, though you can customize it.
y
[1] 3.00 42.00 3.50 3.75 4.00 4.25 4.50 4.75 5.00 5.25 5.50 5.75
[13] 6.00 6.25 6.50 6.75 7.00 7.25 7.50 7.75 8.00
head(y, n=2)
[1] 3 42
tail(y, n=3)
[1] 7.50 7.75 8.00
The tail()
function is really convienent because you do not have to know how many elements are in the vector to grab the last few. If you were going to use indices, you’d have to figure out how many elements are in the vector.
to <- length(y)
from <- to - 6
y[from:to]
[1] 6.50 6.75 7.00 7.25 7.50 7.75 8.00
Dropping Values
While less often used, it is sometimes convienent to remove some values from a vector. We can do this by passing a negative index.
x <- 1:5
x[-3]
[1] 1 2 4 5
It works with slices as well:
x[-(2:4)]
[1] 1 5
However, unless you assign this back to x
, the values in x are not changed in any way.
x
[1] 1 2 3 4 5
If you want to change the values in x
then you would have to reassign the values back to x
x <- x[-(2:4)]
x
[1] 1 5
Concatenating Vectors
WE can concatenate vectors together (as well as vectors and individual elements)
x <- 1:5
y <- 6:10
z <- c(x,y, 12)
z
[1] 1 2 3 4 5 6 7 8 9 10 12
If you attempt to concatenate things with different data types, it will coerce them all (if possible) into the least common denominator. For example, if we look at the first five counting integers and the first five letters of the English alphabet, when they are concatenated, R
will coerce the letters into character
data types to enforce the requirement that all entities in a vector are the same data type.
a <- 1:5
b <- LETTERS[1:5]
c(a,b)
[1] "1" "2" "3" "4" "5" "A" "B" "C" "D" "E"
1
2
3
4
5
A
B
C
D
E
Vector Arithmatic
Just like we can use opertors to work on single entites (numeric, character, logical, etc.), you can apply the same operations on vectors of data types.
x <- 1:5
x * 12
[1] 12 24 36 48 60
b <- 6:10
x + b
[1] 7 9 11 13 15
Named Vectors
Thus far, we’ve seen individual elements in a vector
represented by only the numerical index.
x
[1] 1 2 3 4 5
There are several occasions where being more verbose in our data may increase interpretation and readability. One way to to this is to assign an actual name to one or more (or all) of the elements in a vector rather than just having them sitting in a row right next to each other (like above). By default, the names()
of elements in a vector are blank (which the total absence of anything in R
is NULL
.
names(x)
NULL
However, we can assign values to those name like this:
names(x) <- c("James", "Patuxent", "Potomac", "Rappahannock", "York")
x
James Patuxent Potomac Rappahannock York
1 2 3 4 5
Once you name these elements, you can similarily use the names as indice.
x[ c("James","Potomac")]
James Potomac
1 3
The Recycling Rule
Operations on vectors that expect a particular length are handled (somewhat gracefully) using the
Recycling Rule: The shorter of the two vectors will be stretched by reusing values from the start to equal the length of the larger vector.
x <- c(10,20,30)
y <- c(1,2,3,4,5,6,7,8,9)
x + y
[1] 11 22 33 14 25 36 17 28 39
If the shorter vector length is not a clean multiple of the larger one, it will issue a warning to let you know in case these dangling parts could cause problems.
y <- 1:10
x + y
Warning in x + y: longer object length is not a multiple of shorter object
length
[1] 11 22 33 14 25 36 17 28 39 20
---
title: "Vectors"
output: 
  html_notebook:
      css: "envs543-styles.css"
---

```{r startup, include=FALSE}
library(tidyverse)
library(raster)
library(leaflet)
library(emo)
theme_set( theme_minimal())
```

> Vectors are a collection of a single kind of data

## Creating Vectors

It is rather rare that we work with a single entity for any data type.   The main syntax in `R` used to make a collection of objects is to enclose them into the `c()` function (*c* for *c*ombine and since we use it so often, making it as short as possible—anything we can do to type less is good for reducing the number of errors in our code).  

Here is how we can get a vector of `numeric` values.

```{r}
x <- c(1,2,3,4,5,6,7)
x
```

The variable `x` contains a number of numeric types and is a single object.

```{r}
length( x )
```


## Vectors from Sequences

It would really suck if we had to type in all the elements into every array we want.  Say we want a vector of 100 numbers, it would be really likely if we had to type all the numbers `1, 2, 3, ... , 99, 100` (and quite boring `r emo::ji("zzz")`).  The main way we will get data into `R` is by loading it from files or databases, which we will get to later, but for now let's look at how we can specifically create sequences of values with a little bit of code.

The first is the colon operator.  The syntax is `X:Y` which will produce the values from `X` to `Y` (inclusive on both ends).  In `R` we use it like this:

```{r}
y <- 3:8 
y
```

This is just a shortcut for the more general `seq()` function (*seq* is short for *sequence*).  This function takes a value to start at and one to end with (inclusive just like above).

```{r}
y <- seq(3,8)
y
```

These are the *required* arguments.  By default, the `seq()` function counts by $1.0$ (either up or down, depending upon the magnitude of the first and second argument).

```{r}
seq(8,3)
```

If we want it to count by some other interval, we can tell it by passing the *optional argument* `by=`.

```{r}
y <- seq(3,8,by=0.25)
y
```


Another way we can use the `seq()` function is to create a vector of values that are equally spaced.  For example, consider the sampling locations below where I collected Sonoran desert bark beetles (*Araptus attenuatus*).  

```{r echo=FALSE, message=FALSE}
url <- "https://raw.githubusercontent.com/dyerlab/ENVS-Lectures/master/data/arapat.csv"
read_csv(url) %>%
  filter( Stratum %in% c("98","88")) %>%
  leaflet() %>%
  addProviderTiles("Stamen.TerrainBackground") %>%
  addPolylines(~Longitude, ~Latitude, color="#ff000088", weight = 3 ) %>%
  addMarkers( ~Longitude, ~Latitude, label = ~Stratum)
```
If I wanted an elevation profile along the Baja Califorinia Peninsula (the red line), I could ask for a sequence in latitude (the north-south dimension) with exactly 50 equally spaced entities starting at the southern site near Cabo San Lucas and finishing up just north of Nva. Chapala (n.b., the data are in longitude and latitude).

```{r}
coords <- cbind(  seq(-109.6487	, -114.2935	, length.out = 50), 
                  seq( 23.07, 29.32, length.out = 50) )

coords[1:5,]
```

From these locals we, we can then quickly query an elevation raster to extract the values at those sites

```{r echo=FALSE}
load("../../../data/alt.rda")
pts <- SpatialPoints( coords )
vals <- extract( alt, pts )
data.frame( Latitude=coords[,2], Elevation=vals) %>%
  ggplot( aes(Latitude,Elevation)) + 
  geom_line( color="red") + ylab("Elevation (m)")
```


## Indexing

Since `vector` objects contains collections of variables, we often need to *get* or *set* the value at a particular location or within a slice of the vector.  For example, the object `y` above has `r length(y)` entities in it.  To get to these individual entities within the `y` we use a square bracket notation to indicate that we want to get an item *within* the variable and must indicate which element (or elements) we are interested in getting.  The numeric indices within the brackets are 1-based (e.g., the first element is 1, the second is 2, etc.).  So the code

```{r}
y[4]
```

returns the 4$^{th}$ element in the vector.  This notation can be used to *get* as well as *set* values within the vector.

```{r}
y[2] <- 42
y
```

In addition to numbers, you can also do logical values.

```{r}
x <- 1:5
x[ c(TRUE, FALSE, TRUE, FALSE, FALSE) ]
```


## Slices

In addition to getting a single entity from a vector, we can also grab a sequence of values by using a sequence of indices within the square brackets.  For example, if I wanted the first five entries of `y` I could ask for it as:

```{r}
y[1:5]
```


You can also grab the end parts of a vector using the `head()` and `tail()` functions.  By default, they return 6 entries each, though you can customize it.

```{r}
y
head(y, n=2)
tail(y, n=3)
```

The `tail()` function is really convienent because you do not have to know how many elements are in the vector to grab the last few.  If you were going to use indices, you'd have to figure out how many elements are in the vector.

```{r}
to <- length(y)
from <- to - 6
y[from:to]
```




## Dropping Values 

While less often used, it is sometimes convienent to remove some values from a vector.  We can do this by passing a negative index.

```{r}
x <- 1:5
x[-3]
```

It works with slices as well:

```{r}
x[-(2:4)]
```

<div class="box-red">
However, unless you assign this back to `x`, the values in x are not changed in any way.  
```{r}
x
```

If you want to change the values in `x` then you would have to reassign the values back to x

```{r}
x <- x[-(2:4)]
x
```
</div>






## Concatenating Vectors

WE can concatenate vectors together (as well as vectors and individual elements)

```{r}
x <- 1:5
y <- 6:10
z <- c(x,y, 12)
z
```

If you attempt to concatenate things with different data types, it will coerce them all (if possible) into the least common denominator.  For example, if we look at the first five counting integers and the first five letters of the English alphabet, when they are concatenated, `R` will coerce the letters into `character` data types to enforce the requirement that all entities in a vector are the same data type.


```{r}
a <- 1:5
b <- LETTERS[1:5]
c(a,b)
```



## Vector Arithmatic

Just like we can use opertors to work on single entites (numeric, character, logical, etc.), you can apply the same operations on vectors of data types.

```{r}
x <- 1:5
x * 12   
```

```{r}
b <- 6:10
x + b 
```





## Named Vectors

Thus far, we've seen individual elements in a `vector` represented by only the numerical index.

```{r}
x 
```

There are several occasions where being more *verbose* in our data may increase interpretation and readability.  One way to to this is to assign an actual name to one or more (or all) of the elements in a vector rather than just having them sitting in a row right next to each other (like above).  By default, the `names()` of elements in a vector are blank (which the total absence of anything in `R` is `NULL`.

```{r}
names(x)
```

However, we can assign values to those name like this:

```{r}
names(x) <- c("James", "Patuxent", "Potomac", "Rappahannock", "York")
x
```




Once you name these elements, you can similarily use the names as indice.

```{r}
x[ c("James","Potomac")]
```

## The Recycling Rule

Operations on vectors that expect a particular length are handled (somewhat gracefully) using the 

<div class="box-green">*Recycling Rule*: The shorter of the two vectors will be stretched by reusing values from the start to equal the length of the larger vector.</div>


```{r}
x <- c(10,20,30)
y <- c(1,2,3,4,5,6,7,8,9) 
x + y
```

If the shorter vector length is not a clean multiple of the larger one, it will issue a warning to let you know in case these dangling parts could cause problems.

```{r}
y <- 1:10
x + y
```



---


