emacs --daemon
to run in the background.
emacsclient.emacs24 <filename/dirname>
to open in terminal
NOTE: "M-m and SPC can be used interchangeably".
- Undo -
C-/
- Redo -
C-?
- Change case: 1. Camel Case :
M-c
2. Upper Case :M-u
- Lower Case :
M-l
emacs --daemon
to run in the background.
emacsclient.emacs24 <filename/dirname>
to open in terminal
NOTE: "M-m and SPC can be used interchangeably".
C-/
C-?
M-c
2. Upper Case : M-u
M-l
def comb[T](l: List[T]): List[List[T]] = l match { | |
case Nil => List(Nil) | |
case x::xs => { | |
val prevResult = comb(xs) | |
prevResult ++ prevResult.map(y => x::y) | |
} | |
} |
""" | |
LRUCache | |
""" | |
class LRUCache: | |
""" | |
Least Recently Used Cache | |
Implemented with a dictionary and a linked list | |
""" | |
def __init__(self, capacity): |
import time | |
import threading | |
""" | |
Threads defined by a class | |
""" | |
class CountdownThread(threading.Thread): | |
def __init__(self,count): | |
threading.Thread.__init__(self) |
class TrieNode: | |
def __init__(self): | |
"""Node objects within trie | |
""" | |
self.children = {} | |
self.is_word = False | |
class Trie: |
class Trie: | |
""" | |
Trie object will try to optimize by keeping unseen suffixes in a single node, | |
and then unravels those suffixes when the letters in the suffix are encountered | |
""" | |
class Node: | |
"""Each trie node""" | |
def __init__(self): | |
self.children = {} | |
self.count = 1 |
class MinHeap: | |
"""Min Heap | |
""" | |
def __init__(self): | |
self.N = 0 | |
self.vals = [] | |
self.val2pos = {} | |
self.pos2key = {} | |
@property |
import Text.Printf | |
import Control.Exception | |
import System.CPUTime | |
time :: IO t -> IO t | |
time a = do | |
start <- getCPUTime | |
v <- a | |
end <- getCPUTime | |
let diff = (fromIntegral (end - start)) / (10^12) |
# Edit distance problem | |
class Solution(object): | |
def minDistance_recursive(self, word1, word2): | |
""" | |
Recursive solution | |
:type word1: str | |
:type word2: str | |
:rtype: int |
''' | |
Sieve is good for pre-generating list of primes, so that you can check quickly if a number is prime or not. | |
If you're checking if a single number is a prime or not, use the looping method | |
''' | |
import math | |
def generate_primes_sieve(n): | |
non_primes = set() |