Hashing and Hash Tables, Trees & Binary Tree
HASHING
merupakan metode untuk menyimpan data dalam sebuah array agar penyimpanan data, pencarian data, penambahan data, dan penghapusan data dapat dilakukan dengan cepat. Ide dasarnya adalah menghitung posisi recordyang dicari dalam array, bukan membandingkan record dengan isi pada array. Fungsi yang mengembalikan nilai atau kunci disebut fungsi hash (hashfunction) dan array yang digunakan disebut tabel hash (hash table). Hash tablemenggunakan struktur data array asosiatif yang mengasosiasikan recorddengan sebuah field kunci unik berupa bilangan (hash) yang merupakan representasi dari record tersebut.
Function-function yang terdapat pada hash :
TREE & BINARY TREE
Tree merupakan struktur data non-linear yang mewakili hubungan hierarkis di antara objek data, dan dode di tree tidak perlu disimpan secara berdekatan dan dapat disimpan di mana saja dan dihubungkan oleh pointer.
![binary tree](https://upload.wikimedia.org/wikipedia/commons/thumb/f/f7/Binary_tree.svg/1200px-Binary_tree.svg.png)
Sedangkan, Binary tree adalah suatu tree dengan syarat bahawa tiap node (simpul) hanya boleh memiliki maksimal dua subtree dan kedua subtree tersebut harus terpisah. Tiap node dalam binary tree boleh memiliki paling banyak dua child (anak simpul), secara khusus anaknya dinamakan kiri dan kanan. Binary tree dapat juga disimpan sebagai struktur data implisit dalam array, dan jika pohon tersebut merupakan sebuah pohon biner lengkap, metode ini tidak boros tempat.
Jenis-jenis Binary tree :
Kunjungan pada Binary tree (Prefix, Infix, Postfix)
1. Kunjungan secara preorder (Depth First Order) -> Prefix, mempunyai urutan :
a. Cetak isi simpul yang dikunjungi ( simpul akar ),
b. Kunjungi cabang kiri,
c. Kunjungi cabang kanan.
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iAx+N5vzOxYFHHM/P4MbC2BkuWAAgCBgazR2POztDQkI2NzbJlyyAI0tLSeixOaRfj4+Pu7u5sKUtJSRE5DULEn0Udz8DwMDhzBqxYASAIaGgAAc7OGBsb8/LyWrVqFQRBioqKTPELynn58qWjo+NE2QAVFQaDIeoW8cyijmfAzw+sXAkgCCgq8n0aCJuQkBC2iI8cOSK2VU7Ybwy2lHV0dCTuFPVFHU9jfBxcugSWLwcQBA4dAgIcNTA+Pn7t2rW1a9dCELRnz54G8S45NTAwYGRkNFE5wMjoqcAnUy0kizr+N+PjICoKrFsHIAjs2gUEW1hNSkravHkzBEFff/11LV8xcQsMi8XS1taenIwODg6KukXcsqjjf5OYCDZtmojGFEzEhYWF27ZtgyBo+/btlZWVwmrgfEOn09mLg0uWLLG1tZUUKS/qeAp5eWDrVgBB4JtvgGDlU8vLy9kxQJ9++mlxcbGwGrgw0Ol0eXl5CIKWLVvm4eHx7NkzUbdobhZ1/DcIBPjoo4loTMHK6ty/f3/Hjh0QBL333nvJycnCauBCgsfjZWVl2VVgfH19xT97b1HHAAAAKivBp58CCAIffACysgS5UlNT048//ghB0Pr1669Lcoxva2vroUOHIAhaunRpUFCQqJszB2+qjkdH/9lhrq0FX30FIAi89RZIShLkqjgc7o8//oAgaPXq1eHh4UJop0ipq6vbs2cPu1cW89t5U3VMJgMXF5CXB+rqJqIx160DN24Ickk6nS4jIwNB0IoVK3x8fITVUtHS0NDw/fffs6PzoqKiRN2cGXlTdQyDgU2bwNat4IsvAASBDRtAZKQg1xsYGNDQ0GBP852cnF6+fCmsloqcBw8e7Ny5E4Kgt99+Oy4uTtTN4cybquOgILB06T/H6zo4CHKx58+fT+4gmJqaSsQEnycqKyvZM9etW7dmZGSIujkceCN1PDoKDAz+dUz011+D3FzA16x86o6upqbmwMCA0NsrDmAwmE8//RSCoA8++CAvL0/UzXmVN1LHHR1g795/RLxkCdi9G4SEAN4HAy9fvjx37hw7hFdeXp5Op89He8WE4uLiDz/8EIKgbdu2iVuO6hup48xMsH49gCDw/vvA2BikpwMSib8rhYWFrV+/HoKgQ4cOSW7wLvdkZ2dv3boVgqD/+7//QyKRom7OP7yROg4IAF9/DSIjQUMDEKBYamxsLFvEe/fubWpqEmIDxZn09PSNGzdCELRjxw7xSbd+83Q8OgqoVCDwACApKWnTpk3slONqAUoKSSIJCQnsP+CffvpJTO79zdOxMCgoKPjoo4/Yr1csFivq5oiA69evs3vlvXv3ikM86qKOeaa8vHz79u3iOd1ZMMbGxiIiItatWwdB0K+//touQJS2UFjUMW88ePDgm2++gSDoww8/TElJEXVzRMnw8LCfnx97reavv/7q6OgQYWMWdcwDzc3NP//8MwRBGzduFOdN2gWDvezIzlE9fPiwCItgvKE6Hh8bYzIYHe3tjx4+vHunqgKLrcBiq6uqHj140N7ayqDRRqcVl8DhcH/99RcEQcuXLw8ODhZJs8WQ8fFxDw+P1atXL1u2LCgo6PHAAIlAaG5srK2pqaqoqMBiKsvLa+7ebayvx/f0DM7bJtGbpWMikZifl3f1yuUL/v5O7u6GVtYq+vpy2jryunoKuvpyWtoq+gZ6Fpb2rm6+Fy5cjojIyc7q7uoCALBYLHYdoGXLlnl5eYn6PsSL58+eKcrLb9282cHe3ueC/ylHJy0TUyU9PTltXUU9fXkdXQVtXQ0jYws7O3dPz+Dg4LjY2Iry8idCzTR5I3T8/NmzrKwsJycns1OntSyt9RycnC6Fh2Rmx2EqMh7Wl3ThMDQWlt5b2o3PrGu8VV4Zmp3rGn7ZwMnlhJW16clTDg4Ohw4eZAeyubm5jY2NifqGxIWuzs5LwcGnbWwtHBxMXc+c9PHzunHzanFZYvW93OZWOJFSzuhDUegFrZ0pNQ+uw5F+8Umn/Py1TtvqWZ+0OnXK28vrnmB5N5O85jqmUalhYWGq6hrG9o5OoZGXC4vzWzoqewcqWf0YGpNdGQ2OJ7FrWsLxJASRgiLTMFRGBau/qvdxYXtXVCncNij4vY//C0HQt99809rSIup7Ej3jY2PVd6qtrKyUtbQsz533unk7vrIaSaZW9T0uZ/SiKXQkiYogkNn1FGE44t8F6ehYOquqdwBDY6befxiUmn7az/+EiamOrm5uTs6wALWawGus4/6+vri4OFklZWNn14j8wtymViydhaExEUQeTl9EEMgYGhNLZyXduWcfGGR9zlNJUzMyMpIpgZVKhEVDfb2dg72Uiqpb5JVb5VVlOGIFsw9NoXNfSR+GI6JItHJGL4pMS7n/0C8+SUnfQFdfHwGHv3jBQ0WvqbyeOq7AYnUNDdXNzKNKYWU9BDSVwZN8OfidTEMSKXACOQ5drnXytNoJrZKiojGxz1oTLr29vRFhYUflFWz9AzPrGxEkKk/yncmxKDK9sL3bNy7+qLKKk5NTJ1/rd6+bjoeGhkJDLh2UlnW/EgXDEVEUOpdn3nPjdBiexB6K+MUnHZKTP3v2LIP+pnTMdY8eGRoZKRoYxmHKURQ6gkjh5hB2rkuOkzE0ZnZDi6GLq5ySYl5uLq/Ne610TCIS7ezt5XX04rCVFYy+eTozBoYjVjD7Uu8/UDezMDA0bmluFvV9zzsFBQUyioqnLwTA8CTuT2Dn1RBECpbe65+UclRBITIycvrS5yy8Pjpub2vTMzDQtbUvaOvE0lnz5Ou/DY+lMWF4kpn7WTklpfuvxdEEM3H79u2D0tJ+txOwdJYgwzPu+4ib6HJpdU1vb2/uh8uviY57erp19fRMzriX4Yjz12H8y7rx7KLwtv6B8kpKdY8eitoH80L87dtH5ORCs/PK5/VMtH8bhsZMvf9AUVeP+9IZr4OOB/r7raytDZ1d2edoLIyv2YYgkDFUxkkfXy1tbbJkVg6ehbLSkqNyciGZOeWMPmFNM7g0NIWecq9WSlU99NIlbpoq8Toefv7cy9tb0dC47O8D7DkaHE+axWBs43SEzJwGx5NQZLqBo/MpG5shiapROTuNDQ3H5eTOXY+tYPZx6xYcccpqMQ1Fpk0uJPPhWDSFHovC7peWyeKiMo7E6zgnO3uftHTGwzokiTqTR2A4IpJImcNI1Enj9QWKIJCL2ruOqKjGxMS8Hrt9vSyWhYWFoYsbmsrgxhswHJG9hYQk0Uq6cMnVNdfL4NeKSm9jKwta2lFkGopEQ/K4xAHDEdFURkBSipSs7JxxoZKtYyKBcPDYscDkVMwMhzOz/XutqPT7vXt37t79v19/nW7f/7r3pz/+3HvkqJSmls2FgDhMObtHKeXl4HI0mRYNQ/x+4EBTY6OovSIEoqOipDQ081s6uJlswPEk9jFnfnG3ZbR1t3+38z///b+tH364+YMP3t/28Sc7duyTlT8bFZ3T2IymMOAzvzM5dhBwAsni7HlLS8uZzrZiI8E6Hhsb8/Hx0bW1Yw8MZuyJSdTA5FSIO5YuW7blww8tznkWd/bM0sFz+iISnEA+7XfB6uSpEQkvwtLY0KCqpRWQlFLO7JtbxAQyikwLy8zdc/DwylWrZnLs8hUr/vfrr0HJqSgyfZbh33TDUBm3K+4oaGnPXjdDgnXc1dn55+HDidX3kDPP7dg6vpiavmTJEi6lDEHQipUrjV3deF3qRxApGY8aDsrISPQJoSMvX4aHhcnrG2BprDlvH4Ynocl098tXtv7nP9w4duO7m92vXJuIaeF6dFHO6LULDjEwNJxl+iHBOvbx8bH0OFvSjZ9lKj1dx0uXLv35z7+0Tp1WNTNXNTNXNTVTNjaR09H74bff2fHgbN776KNLGdnlDB7WoWE4YhmO6HHlmoGRkah9wz/NTU0a+vqXC4q4GVFg6b3eN+Le2bx5qli/37tX+9TpU96+J718VE1Mt3322dSfbn7//atFJUheTs9GUejJd+9rmVvO0iVLqo4H+vv/2Lc/ugw++9t/uo6Xr1jheDGk9tkLNJWBpjLQFDqKTIMTyBkP641cXKd63PLc+eqBJ9y7u6yHgCLTbpdX/XXocGdnp6g9xCcZaWlH1dQxdCZXb/zyyq9/+mnSY2vWrTdz90ivfVjB6rv7+Ondx08xNGYMDPnrocNTHXtYSSW/tZ2nFdJK1oCFp7e9nd1MzZZUHRcXFyvrG2TVN80yqJhJx3b+gdUDT6auuyEI5Dv9g8nVNVs/+HDS3UZOztUDT3nSMYJAzmtuM3F24XhwtPjTy2I5u7k5XAzB0uZ4EcFwxApGr7n72akDNhO3MwgCGUtjTg5I4ARyZe9AHKZ8+87/QRC0ctWqt97Z9PVPP6XXPuJp+lHO6A3JyDIwM2+cITdbUnV82tbWNTyypAs3+0iLo47tAy/ee/Js6kIbmkK/+/hpDAz59rvvTn7M+VJYVd9jnnTM/rqAxGRlZWVRe4gfGurrjioqpty7P+eqAopCT6999NuRo5Mi/vSrr5Lu3OUYEVDO6HUMDpHV1nEKDo0uheU2tfLkVfbfQ2F7l5qZRWxMDMeWS6SOx0ZHDx05Ep5bgJprDMdBx8tXWHt6I4iU3KaW3MaWnIbm7PqmtPsPglPS/5SWmXwqv/y1P63mAYrEwzCObRgaM7oMcVRKqpfFErWfeAZeVvbH8eNoKmPOGV45oy80K+eDjz+e9JiKqVlhW8dMr0cUmYahMSdC7Pnac73T/0Tb1s7z/HmOLZdIHRMIBBlFxTh0+Zxzkek6XrJk6f99uePXQ4d/2bf/l337fv7rr5/+/PO7Xbs2bdk6+Ui++uHHy3mFWNrcY8TphiTTEqrunjA2wYhNzSguGR0djYuL07I+iaLQy+bScVXv4/PRMUuXLZt0mo1fAIIw80IEX1t6U62C2e8YcsnFzfUJpwOSJVLHaDRay9Qs6e79OcdYfKy7ff7Nt6GZORXM/tlH3jMZgkjJrGs0cXK5deuWqP3EG0+fPPH197cLDOJm5FrdP+gSGj7Vbx5XrmK46Mj5NiyNGZCUctLevpPT3p5E6jg1NVXfxib9Yd2cUuNDx6vXrv1kxw7Lc55FHV0oXpaHJnRMIOe3tluf9woIDBC1n3ijr7fX6cwZ79hb3Lz3qweeOFwMmeq3s1ejMFNmeEI3NIV+tbjUzMbuQe396Y2XSB1HRUdbuHvkNDbP6XFO44olP+z9Tc3cUtHASNHASNHAUFZb94iyyq79+9//aNvUB6Nra1fajedp86mshwDHk4o6uh2Dgr28Jaw8AI1KNbGyCknP4kbHd/oH3cIjp7rLOeQSkkzjrONuPIJIQZKogqgcRaHHINC65pYV2PLpjZdIHV+9evW0t09uc9ucIuO4XuEcEvro5Vg5o5dtFcy+StYAlsYMz877/te9kw/m7U2b/G8nVvUO8K7jHueQMC9vb1H7iTcoZLKOkXFoVg43Oq7qHfC+cXPl6n82og2dXEq6cByfCBxPynrUkF77CEtjVjD7+XjLTepYy9SM48RDInV848YNMxe3rAZ++uPlK1bYXgiYvqAGJ5Dv9A/6xydOHYEYOjmjqQyeQm/ZK0R2/oESp2M6jWZ52vZiajo3OsbSWVeLSj796qtJX/129FhmXQPHmXdV3+OT3j7f/vzLEVU1W//A62WI4s4eXvtmNIUeA0fpW1lXVVRMb7xE6jg3J0fP+lQaF2vp3Ou4rIdwp3/wakHx0uX/zMHVzS3LumcLa55uCCIlt6nVwuNcaGiYqP3EG/19fe7nz5+9Fs2NjhFESkFrx1E19anzipD0zApW/ytLFlg6K6uu8fu9e//2/8pPv/46hYs5+iuGoTIi8got7R0a6uqmN14idVx7/766vkFC1d0531AzjitGxiuYfZNWyeqv7n+CJFJMXM9AUyaEpmc8sHQWT/0xkkhJq31kZGefmZEpaj/xxvNnz0JCQ63OnUeSqHOuu5X1ECpZAx5Xrq1eu2bSXT/s3RuLQJt8/A4AACAASURBVFf2DrCrsWCojKreAQSBrGlpPfUt95e0TF5TK6/LQVh6r3dsnI2jI4lT3o1E6pjJZB4+diwGgZkp7HgWHS9bvlzd3CKquOxSRtaljKxL6Vkh6ZkXU9K8Y+NUTc3Wbdgw6e4NG9/xT0iuZPXz5G4UhX4LW6mirf3ooaRl7I2Pp6elKerpc7l8hiBSCts6pTQ1p872dvzve4eLIddLYcnV9xIqqy+lZ0ppnli+YsXkB9a99VZ4di6KTIPx4tWyHkJV32NrH193D48XnI7CkEgdAwDkFRUDU9IRfK0fr1m/7p3NWza+u3nju5vffvfdtzdtWrfhLWgaSkbGxZ09vK5XYKjMy4UlR44dey5YoSeRUFFevvfwERieuz2LbjyWxky6c+/nP/e94rr/fPLJd7t2f/XDj+vfevuVH5m7n2X/DfDkVXYetbrVSX8/P44tl1QdBwQGnvT0KWzr5Ca+IiglbbpMZ+cvGdm0+w+xNCZPWSEwHLGsh+hxNcrIxETUHuKHjvZ2VR2dqyVlSCJ3g9duPJbGSq6uOaSoPHVvjyOr1641dHQu7cLzOjIu6yEgSdTU+w9PmFlkzRC6Kak6flBbe1xRac6pHlvHIemZa9auXb1mzTRbu3rt2jVr165Zt27t+vXr3377nc1bvt2129Y/ILexmY/6AUgiJauuUd3YJCs7W9Qe4odnQ0MXg4MNnV24yQSZ8gpiFLR2eFy59v2vezds3Lh8+fKp8l2xcuVb77yz9/DhgMRkBJEy5yuUo1Wy+j1jYs2srKgUCseWS6qOX754IS0rG5KeNWdkFhxPSq99dO5a9NmrUeeuRU+181HXPaNjvGNifeNuByYmh+fkJVfXFHd0sxft+XA3kkSNKoXvO3Bw8PFjUXuIT2ClZYcUFMt6CLzNbklUFJlW2N55tbD4pLePmpmFtOYJKU1NNXMLW/+A6zBESRcOTeEto2nqE0RRGEbOrp7nzs3UbEnVMQAgKSlJSd+wiIshLLsuGzeGJFERBD4rl8HxpJIunKmLm88MYziJgEalWpw85RIeWcnibQMIhiMiCGR2ECyaysBQGZi/MxWmlpHlw8oZvZEFRRp6erPUbZJgHfeymFJy8mE5eQtce4XzU+whIEnUGyjMviNHCRJ+sGlKYuJxdY2i9i7+uk92aNukcbOEN3vvACOQTdzc7e1sZ2mzeOt4eBg0NYGZK0JkZ2cfUlAsbOvk0+PCMzieVNpDUDUxDQuTsO2P6fQymZZWVqd8L1TyuCc/H1bO6A3NzpNXUWlqmq2ggnjrODwcbNkCrK1Bby/Hnz8eGDAyMbHy8kFT5jFicE5jVwxxvxqloKz8epT4LispkVZRjYYhyxm9Zbys2AjXUGRadmOzmqnZnNWxxFjHiYlgwwYAQeCnn8DMJ2Y2NTYelpa+lJGNZfSKyt0YKuMWpmL/cSmOW/8SSlBAgJyObn5LO5pC52nxUViGIJARRMpJb19dXd05T10QVx0XFIAtWwAEgc8/B1VVs382Jzv7iJx8QmU1hq8MDkH7DAo9u67xqIpqTMwNnkr2ijm9LJapqYm+oxMMT+Jv9UYQYxda9o69deT48ba2tjlbK5Y6rqoCn30GIAh8+CEoK5vz4y9fvoyIiJDWPJFW+wg91061kEVMpuU0tijoG3h6ekriBt7s9HR3q2loWvtegC+slOF4EopMu5iWcUROjsv0MPHTcWMj+P57AEFg0yaQns7lLw0PD/t4ex9RVUuoustrZA+fHQaOiKUxs+oaZbR07O3tnw0NzatXREVHW5uyqtpJP//SHgJ/ccO8GrveYWBK2gEpqZKiIi7bKWY6xuPBn38CCAKrVwMeD74dGRkJvhh0SFEpIr8QS2MhiZT5m6DACeRyOisWXS6lrul57tzrVC52Ol2dnVo6urr2TjmNLdwUyxLEUBQ6nEB2ibh8VFYWxssZ9OKkYwoFSEsDCAJLlgBfXzBrfcWZSIiPPyAl5RgSCieQeSjcy4uhKXQ0he554+ZBGZkrly+/HoViZ4dOo1laWsrq6l2HISuY/fOxysmOBMqqa9R3dFZUUa3h8XxIsdFxby/Q1QUQBCAIODgAAUpWlmOxOnr6WtYnLxcUYagM1ExJY7w7GkEgY+mstPsPdWzslNU1SktKhOgAMefF8HB4WNhxJSXH4Esl3TgBTxx7xbEoMg1FoQcmpx5XU7d3cCASCLw2Tzx0PDwM7O3BsmUAgoCJCXj2TMDr9fX1Odjbf/zZ54dVVG+X32EPufg9KouIIJDZv55V32TjH3hUXiHQ3x/X0yOMO5cw7lRVWVpZHVFRDUxOLe7CscMq+BM0O4SL3ctEl8GVjU3UNDWzMjNH+FrzEQMdj48DHx+wfDmAIKCmBuh0wS9JpVCOHTvGjrf6/cAB2wsBUTBETlMrmkLH0lko0tyuZ8/QsTQWhsrMa2mPr7xz7mqUnJqGk4trzd27/I15Xg8eP36cm5Ojo28gp6XtffN2QnVNSTe+nM7CUBnc9BQIAhlNoZczeuFEStqDR5cyc7SsTymoqsbExFBIJL5bJWodj42B8HCwciWAILB/P+DrLMtXYDAYUlJSEAQtW7bM18enpbnJ399fXllZ7+Rpl/DI0Oy8pLv3YXjSnb7Bqr7HFcy+ckZvOf1vY/ZV9T2+0z8IJ1JSah6E5+a7Rl4xd3Y9cOTIvv3779fcG38DRsPc8GxoqKSkxMDIWE5N3dzjrNfNW9FliOyGZiyddad/sJLV/y+vMnormP13+gYrWf0FbZ030eUXEpNPX/BX1dNX09SMi4sTvIaYqHWclAQ2bQIQBH74AQjjRAI6na6qqsruiZ2cnIaHJw5ge/rkSXZWlr29vYmFheGp0wYOjsZnPE77B56Nuu57K8EvPtEvPtHvdsK56Bgb/yDjMx4GDs4Gp06ZWVra2dldvHjx+LFjG9av9/DwELyFrxmdHR0hISEWFpam1tb6NrZGrmfMznk6hYZ73bg54dX4RO+bt90ir1h6+Ri7uevb2hmfPG1uYXH+/PnqO3eE1QyR6ri0FGzbBiAIfPUVqK4W/Hp9fX2mpqYT+TPm5kOc1nSfDA5WVVTE3bwZHBR4wc/v7PnzbmfPOrm5Obm5uZ09e/b8eV8fn6CAgNiYG1g0ur+vDwDQ29t74MABCIKWLl3q4+MjeDtfS/A9PQX5+VcuRwb4+3v7+LifPefq4eHo6uri7n7G46ynt3eA/4Xw0NCM9PTmpiahf7vodFxdDT79FEAQ+OQTwPVy9yw8e/bM2dmZXVNeV1f3MXeR7C9fvHgyOPh4oP/xwMCTwcEXw5wP0Ozu7t67dy8EQcuXL/f39xe8ta89z4aGBh8/HujvH3w8MPT06XyPx0Sk48ZG8L//TWza3b4t+PXGxsa8vLyWLVsGQZCKigqZTBb8mq/Q1ta2Z88eCILWrVsXEhIy+/FBiywwotAxHg/++GNi004YddvHx8dDQkLYaWGHDh2a86w1vmloaPjxxx8hCNq0aVN0dPQ8fcsifLDgOmaxgIICgCCwfDnw9RXKJaOjo9etWwdB0C+//NI4z8fXPXz48Ntvv4UgaMuWLfHx8fP6XYtwz8LqeGgIGBhM7Dzb2gJOBTV4JS0t7Z133oEgaOfOnQ8ePBD8gnNSWVn5zTffQBC0devW2Q91W2TBWEAdj48DG5uJnWcdHSCM2JrS0tL33nsPgqAvv/yyvJxDOdF5AgaDffrpp2wp5+bmLtj3igUkEigoAGK2nblQOh4dBZ6eYMUKAEFAVhYwmYJfsry8/JNPPoEgaNu2bQUFBYJfkCcKCgo++OAD9rcXFhYu8LeLgCdPQG0tcHcH27aBX34BYpa+tVA6vnwZvP02gCCwbx/gVGeOV+7fv79jxw72lCs1NVXwC/JBfn4++23wxRdfIJFIkbRh3hkZAZ2dIDERaGiAdesmXqcKCqJu1qssiI5TUyeSlH74AQhjDbypqennn39mL4HFxsYKfkG+SU9PZ/fKX3/99R3h7U6JEa2t4OjRCfmybdUqIH4r6POv45IS8N57AILA9u1zZtpxQ1dX18GDByEIWrFiRXh4uOAXFJCbN29u3boVgqBvv/320aNHom6OsOnrA6mp4Isv/tHxe+8BBELUzXqV+dFxVxewtQVNTQCLBTt2AAgC778PhDGEpdFo8vLyEAQtWbLE19dXHGLYx8fHr169+vbbb0MQ9OOPP9bX14u6RcLm4cN/6fjLL0F/v6jb9Crzo+PKSgBBYNu2CRFv2QKSkwW/6sDAgObf1XYdHR3FKq8zODh45cqVEATt2bOHm/xeiaGlBezeDSAIvPsuMDEBH38Mjh8XdZs4MA86Hh8HUVH/GlEJI7amv7/fyMiILWJTU9PBwUHBrylcAgICVqxYAUHQ77//3iNmy1J8gseDv/4CEATWrgWxsWB8HNy7B8RynXEedPzkCTAy+peO9+wB2dmCpCo9ffrU0dGRHQN04sSJvr4+IbZXWIyPj/v4+LAbefz4cbyEV3kDZDJQUgIQBJYuBQEBs1QnEwfmQccUCti58x8RL1kCtm8Ht26B0VH+rjcyMuLr68t+aysqKtKFkTAyT4yOjrq5ubFfGkpKSlQqVdQt4peBAWBuPvEEXVwE6YMWhnnQcW3txP1v3QoUFEBuLmAygQCFdsLCwtgiPnbsWGdnpxBbOh8MDQ3Z2dmxpayurt4vflOiuRkZAc7OYMkSAEHAwgJwOs9Z3BC2jsfGQHIy2LkT2NkBYSxCxcTErF27FoKgXbt2Scqq1uDgoIWFBVvK2traEiblsTFw4cJET6SmBmao/y5uCFvHIyOgrU1YN5+amrpp0yYIgr766quamWs4iyH9/f16enpsKRsaGvbOUC9U7GDP0deunUiX7OoSdYO4RdT5eTNTUlLy/vvvQxD0+eefL2QMkLDo6+ubXCW0sbHhMj9FxGRkgHffBRAEfv4ZtLSIujU8IKY6rqysZAeUbdu2rUgYWU8igclkamhosDO3XVxcnglcl2N+QSLBf/4DIAh8/bVQ0iUXEnHU8WSs+ubNm5OFsYEiQnA4nIKCAnsD0tPTc5TfRZt5p6ZmYtNu2zah7LwuMGKn47a2tp9++gmCoDVr1kTxWKpQPGlvbz98+DBbyn5+fuKY2NfWBn74AUAQeOstkJgo6tbwg3jpuKura9++fey05EtzldKXIFpaWtjp1itXrgwKChJ1c/4NkQgOHZpIl7xyRdSt4RMx0jGZTGbHAEEQ5O3tLermCJnW1tZdu3ZBELRq1arIyEhRN+dv+vqAigqAILBsGZDk49LERccDAwPa2trT6wC9TtTX17PTrd96660bN26IujkADA8DY+OJpWI7O6GkS4oKsdDx06dPp9YBkowlKr6oqalh56hu2rQpUbQj0efPgYPDP+mS4hd3xROi1/HTp0/t7e0nN3KZwkjdE2fKy8u3b9/OrhyQnJwsmhWMkRFw4cLEfoecnLgl2/GBiHX85MkTLy8vdviEjIyMBAfW8AIcDv/Pf/7DDlYWzcvnxg2wcSOAIPDXX0DS4/IAAPOk4/GxsZcvXrArfPUymQQ8HtfTQ6VQBgcGnj19+mL4+djfnRAcDl+/fj0EQYcPH8bhcPPRGPGkoKBAV1f33r17AIDx8XG2u54ODrIYDCIej+vpoVOpjwcGhp4+HX7+XMjHmWVmTtQ4/flnUFcnzCuLDmHqmE6jNTU05OXlBQYFWdnYKqipHZKSklZWVjqhpXRCS05V7aCUtKySsqGZmZevb0py8qMHDxrq652dnTU0NFokahdUKOBxOFx3d2lJScilSydtbZU1TxySkpZSVFTS0lI6oSWvpn5YRkZKQUHfxPSsp2dCQsL9e/fwPT0vBZyNlZRM1Dj97DOAQgnnTsQAIej42dAQBoUOj4gwtLA4oqh4wtLa5VJYRG5+fGV1dkNzdmNLTlNrblNrTmNLdkNzSs2DK0WlntdjDewdjqmoahsb+/j6ZqWn0+k0wVsiEQw/f15VUREddc3SxkZKRVXNxNQ5ODQ0Myeh6m5WfdO/3NXYnFb7KKoE5h0bZ+zoIqWmrqKl7enllZOZ1c1fBM+9e+C77wAEgc2bJXHTbhYE0vGzoaHkxMSTNjYK2jp6Dk7hufkl3XgUhY4kURFECoJIQRDI8CmGYBuRgiRR0RQ6gkSJw1Sc9PZV1Nc3MDULDw3F4XqEdF/iyIsXLzIz0m1sbeW1dLRO24ZkZBV1dKMpjKnuQszgLhSZhiBRE6ru2gYEyenq6xobB1+82MbTS6yjA+zZM5Fpl5Awb3cpGvjU8fjYWFpqqq6+gbqp+Zkr1/KaWit7B9BUBk8HMLJPOqnqfQzDk4JSM3Rs7FQ0NUOCg/v7JCpglzsKCvL1DQyUDYxcwiPTa+sqewcwVAZPJ8TAcEQkkVLJ6kcQqeF5BXr2jqonTvj5+dJpXLzKKBRw5AiAILBhAwgJef3ON+FHx02NjZaWlvJa2t5xtwvbOitY/QIe2grHkyqYfXACKSKvUN/OQUVdo6SoSBzjEPiiu6vLzs5WRl3T41p0TmNLBbNfwINBYXgSls5CkmlXi8v07B0UVVQyMjJmmwuSyUBZeSLT7swZid7vmAnedDwyMhIfH39cQdEuIDCnqRVDYyKJFEEeyStqxtKYxV04/6SU4yoqfr6+EhN+PgNjY2M52dmyiormZ89lPGrAUBlCPKUZjidhqMwyHDEkI0tWQ9PFzY1K5ZS+MDYGLl2a2O+wtBT/TDv+4EHHz54NnT93br+s3JXCYhSFjhCegv/1eAhkNIWe9uCRqrGpjp6++CfkzcSzoaGLFy/ul5a5mJqGpjKQJOp8HK4KJ5AxNGZWfZO2ja2iikpTQwOHpuDxwMQE6OuD13ejlFsdPx4YsLG1kdXRS615gKYy5vWQ4bIeAopMK+nGm7qfVVZXf/Tw4by6YD4YHHzsdsZN5oRWQsWdckbvArgLhifZBAQdk5OrnCl35rU+BJsrHQ8NDVlZWauaWeQ2taIo9Hl9JJOGJFGRZJqNf4CKunpz0/xWmRcuT588OeN+RlHfMLu+CUtjzt9x7VMNQaRgaUzn8Igj0tKVFZKXBiYgc+t4dHTUzt5e3cJyIUU8KWUUmWbjH6CppdXT3b0A7hCc0ZGRAH9/2RNaOY0tGCqjdEFEPCFlAhlDZbhGXFaSzJeYIMyt4/DwMCl19bTahxgqg6P7YDgiDE+Cz2ACvlKRJCoMTzJwdrGwsByUhOFdSkrKAVnZlHu16Fn/5mdyl4BuhBPIWDrLzOOcnr4eTUJS9oXCHDrGYjBH5eWvFpdhqMyZXAnHk1BkGopMQ1Po062c0VfdP3inf7Cc3gsnkPmQMopMy2tqU9A3vBQSsjBO4Zvm5uaDx6Ui84vYx3/PdEcwHBFF5uCrmQxFpiGI5FLu3MXeQ5HXN/QPCBCrUo7zymw6ZrFYqmpqLuGRKAp9pg0OJIkamZOvZGR8TF3j+HTT0JTV1lUxNjFycvGNu13Y1omhMXlWcze+gtF/tahUTk29AotdMNfwyujIiIGhkfOlMASRMpO7YDgiHE+Or7gjq6PLwV0z2DF1DY+rUVgak9uXGJmWVvtwv7QMEg4XtVcWiNl0HBQQoG5mkdfcPsu6PYbOcgq+tGz5cmgu3nrnne9273YNjyjrxqN4X0atZPWbnT3n4Og4MDCwYN7hiYyMDNkTWln1TUjijHcHwxGRRGpYdt6c7noFBX2D6v5B7t1VTme5hkfqGxn1sl7zeG42M+q4s7NTXUv7QkJSBbNvFn9haMwzEZfffvddLp/HqjVrVEzMClo7eF1+RpGoOQ3NR5SUcrOzF9JBXPL8+XMpaemApBQUmVY264gCSaRG5hWuWrOGJx0rGhrxpGMYnlTagz8oL5+fn/fa7IzOwow6DgoM1LSyLu7oRsw6DHhFx0uXLvu/L7/84bfff/jt9+/37v1u9+4d33//3kcfTX0kS5cu1bG1LcMReQrGKOshVLIGrDy9HZ2c+sRvny8xIeGEuUXmo4bZd+ym63jJkiX/+eSTn//864fffpvFbP0DKxi9POgYR0SSqH634jW0tcX2DSZEOOu4v6/PwtrqzJVrVb0Ds/vrFR2vXrPWMzqmsneggtmHoTERREpec9vVwmLt0zZvb9o0KeV1GzYEJafyukmLIFIyHzUclleowGAW2E1zoqmp6X3z1uydMUcdL1u23NrL5+GL0XJG7yyGItN4XcKDE8gFbZ37paTvS1RpPP7grOOc7Gwtc4uUe7VI0hwRLdN1fCbyCoJIYS8VwfEkBIGMpTErmH22/gHr3357Usq/Hj7C/gBPz6aC1a9kZHzjRsyYOBXmaW5qVNfVvYFEY6hzTMU46tjM/WxV32MYjjiL8eSlye8qwxHtLgR4enuPvKZhFZNw1rGfj7e61cnKuTpjzjqOuAwnkF9xPYJAhhNIuw8emtTx5vc/iCop4zXMCEWhe8bEnnJwpIlTJl/IpRBzd4/cptbZx2Az6djyvFfN0+fstcvphhYglAVBpNxAog8cPSoRS++CwEHHT588cXU7YxcUPOeggnsdw3BENJVhee785PNbu369rX/AnC/iVwxOIGc8rD+qqFQnTrWQ9fX1XCOuYGnMOe+Fo4717ByK2rsyah9xtLT7D3Iam/nrkhFESlZD04Hjx1uam0XtpPmFg44b6+vNT9uEZueiZ9jA40PHZX9PO/6ZES5bpmFphabQeXpCMBwRQ2P+KSUtPgvJw8PDOnp6FxKTy2dd2JlJx0uWLPnw449/+O33/+3Zw9G+/vEnHRtbLC+TvKl/9vkt7XqnTmdnZYnaT/MLBx3Dy8q0zM0T79zjZh7GrY57CAgiJTw799333pscWkhraWN4DZ3DEdEUurKhcXpampgsJ3V2dJhYWV8uKJ5p3352HXPD3sNHuBnjcfg6PKmoo9vWz/9icLCo/TS/cNBxZkaGupl5QVsHNxtvPOn4Sn7h5vffn3w8x9Q1ZtnunknHKDLNyNE5KjpaTOYuWAzG0PrUDRRm9oAKQXT829FjfOoYRyzpIZyPjnFydR0X7wOXBISDjm/dvKloYDR7hAB/Og7NzN60devk41HQM+CjP0aSaZbnzodFRIhJ8EB+Xp6xnUPCnbvcZCtxHFf8b8+vJ6xPqZqaczRFA0PnkDBuxngcv64MR/S5ecvE3Fwczn6dPzjoOCY6WkZbB0vjqqfkYXxMpHrFxE6uIi9bvlzntC2awnNIPpJEPe3jFxoW9nxoaOH9NZ2szExjO/uk6vv86Zi97lbJ6i/rxnM0QSI/2Tr2jo0zMDZ+43Qcf/u2spExkkiB4eZe3OVpvcLQ2WXFqlXsT27YuPFM+GUUicrTegW7Pzb3OBsRGTksHv1xQUGBoY1dfGU13zo29zh3Z+AJ/N81EqYarxufr+r45i0zS8s3Tsc52dkaZua5za1CGx/jiOx14h9//2NyUPHhf/8vufrenAuu03WMItMN7Byux8QIuVrUK3A9+K6qrDS0to5BoPkbH0/0x3wNf7n5upJuvMfVKDcPDzE/kFRAOOgYhUBom1vcKq/ib73i3LVoLJ2FoTLQFDqawkBP/Afd6rzXqtWrp07yEEQKr4MKdr8ur6ObnZU1v0UYHj4E1tbg1i0w1+gFh8MZW1hE5BVguIirnHEfZGh4thBkKoPL6corBseTijq6T3r5hIaFzaOvxAAOOm5vbbW2swtKTefmwbyi41Wr15zy8UuteZBy935ydU1ydU1C5Z2g5FRpTa01a9dNinjLBx9El8L5SIKH4YgoCv23o0erKipebffoKHj6FDx5IgR7+hQUFID33wdr1oDdu8Hly4BInMmDo6Oj2jo6PrfjZw8MnEXH2qdtc5ta2e7iaIl37qY/eFTc2cOrlOEEcl5L+wkz88LXqwrWdDjo+MXwsNsZN2sf3ztcBAq+ouMlS5as3bBh4+bNbNuwceOq1auXLls2dRVpzbp1DkEXZwk2n8UQBHLinbsyauqN0xPcHzwAampAVhbIywtqSkrg998nygOz7fPPgbs7wGIBp8NJTUxMnELDudnT4bjutnrt2ne2bJl02nRbu2H9rgMHbpdX8VrABUGkZNY1/nHwYJfElk/gEs7xFYH+/qoWlhj63EsWbB2/NSWWbXa2ff65fVAwgkDmNUKIbWgqwzU8wuWMey+T9Wqjc3L+kd08mYYG4FTcNvp6tImzS2Zd45zhIpM6XjlliMUN23f+Lw6F5VXHcAL5SmGJlJz80Gud9A9m0jEcBtM2M7+JxqIpcyxbYmhM19DwNevXz/4Ylq9Y+c3PP+va2kWXwflJbfrbypl9xzU0E+Pjx8enzVo6OsCFC8DLSwgWEACMjCYqXUMQWLkSKCqCxMSZRhcEPF5JXf1aCWzO1CO2jiNy8pcsWcKTjr/49jtedQzHk0p7CKauZ0LDwuZ3TiwGcNbx8PCwlbW13cW5Q4XgRMptbKVbxGWHoGDHiyGvWnDImYjLfrfiI3MLkqtr0BQ6ls7iO4MaRabdLq88rqRcc/fuvDumqgp88glYtw4YGgIUCswViq6vr3/m8lVuBktwPCn9QZ1zaBhnj3Ey+6CLPrFxOQ3NPL3E4ARyTmPL3oOHmpua5t1dombGfJDoa9fUzcyzG5rnnI1N5ktzDjukMsoZvRXMPjSFzt9YYtIqewf07B3Pe3ouxFuyrg6EhoKaGi6r+pWWlirp6KbUPOByFXkWj3E0Xstqsb/CJTTc8tSpJ0+ezLe3RM6MOqbT6Se0ddyvRXM5DRduDPh0w1DoCVV3pZRVkAhxzAEeHx9XUVU9F3Wdy/nr7B4T3I1wAjm/tePPo8ew4pc7Mx/Mli8de+OGgrZu6v0H/G3uC9FgOBKWztQ8efrcubPPxfW08XIs9rCsXPK9WiEW1eTbsIxeM49zNnZ2TyT8QDEumU3Hz58/NzA0tPD0hhHIPG+8CdUqWQN+8YkqmpqNLzrASQAABLVJREFUjZzqSYoNTk5Opm7uZbznawnX0FRGVCnsiKxs7RuQmcdmjnpCra2tx+RkA5JSMDQm37v8gnYtNGbinXvH1dTib91aGKfwDYVMOS4r5xV7i9f8AKFZNx5FpuW1tB9UULxx48brHVMxlbnru2Wkpx+Wk4tFYTBc5O0Iv2uh0PNbO5RNTDzc3SXiqWDQqAPHj0eXwbF01sKLGEmiwglkDUtrB3v7x29Auv8kXNWNvXTp0lEV1eS79xd4oIym0Eu68bo2dhbm5v19ffPtC2GRkJBwQEY2vrIaS2eVdS+cu9jn5Ri7nNEzMCC8Fqc7cg9XOh4fH/f09DysrJJ4twa1UG9MFJle1NGt7+BkbGJCJpPn2xFCZGRkJDwi/LCi0i1sBZbOWpiXGDuQyOSMh7K6Wltrq6h9sNBwW49+ZGQkKDDwkILCtVI4ikKf12kfDE/CUBmZdY1q5hZGJsYUCax/OjIyEhkRcVBOLjQ7F0tjzdMZFBPuwhExVEZOU6uOrb2mlhauRzIKRQsXHs4HGR8fj79166CMzNnomJJuPIa7hBE++hUUiRZZUCSjoXnmzJl+TnE5EsH4+HhqauoxeQXH4EvFnT0YOms+JsooEhVDY0aVIeR19axPnmTS6aK+b9HA87ljWAxGRUNT55RNLBrLrtckrEcCJ5ArWP2ZdY2n/PxlFJXibt58DVIj79+v0dXXVzUxvVJShqUx54xX4cld5Yy+3MYW+4vBMkrKEeHhYpJ4KxL4OT+vl8UKDAiQU1W39PLNfNRQyRoQ8DAi9vl5pd0Ej2vRSnr6p06fbmqUpANBZufp06eR4eFyqmomZ9yT79VWMPv4C4qf6i4snQUnkL1v3pLX0TO3sHgTKrjNDv/n8t6rrnZ2cZFR1zDzOJt45y6CRGXPl9n5ZLNXY4fhSXACmX0YLYpCz21uOxN5RfrECRNzM/EsCys4dY8eebi7y6ipG7u43USXT7qLHcI6h7twxEl3Icm0/NYOr5hYOR09AxOT1JTUN7kbnkSg86XHxsbuVFYFBQUpampqmJl5xsQmVN3NaWot6uyB40loCh1DY2Ko7NQmBprKYP8TQaSUdOHyW9tTax+FZGTp2ztKq6g6u7oW5Of1Sc7iGn/cv3cvJCRETVdX1cj43LXoW+VVOU2tRR3dsNncRS3pxue3dqQ9qAvLzjN1c5NRU7ext8/LyeHqRN43A4F0zGZ8bIxEJBQXFTm6usooKmoYGp328jkfHXMxLSM0Jy+yoPhqcdnV4rLLhSVhOfkX07O8Y285+AfqWVlLKyqZWlklJye3t7Y+E48k/oVgfJxKJsNhsDNnzyqoqKrp6Z887+lxLTooJSMkK/df7sotCM7I8rkV73gx2ODUaRklZX1jk7i4uJbmpte+7iCvCEHHk4yPjT1/9qy+ri4xMdHT29vA0FBFVVVLV9fQ1NTYzFxHT19VTf2Etrazq+v1mJg7VVUD/f2vfXz3LIyPj794/ry1pSUlNdXb19fI2FhFVVVLW9vQxNTIzEzP0FBNXV1TU9PB0fHK1atYDKavt/dNdtfsCFPHMyMWhdgkh0V38czC6HiRReaXRR0v8jqwqONFXgcWdbzI68D/AzW8+YM2++a0AAAAAElFTkSuQmCC)
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)
2. Kunjungan secara inorder ( symetric order) -> Infix, mempunyai urutan :
a. Kunjungi cabang kiri,
b. Cetak isi simpul yang dikunjungi (simpul akar),
c. Kunjungi cabang kanan.
![](data:image/png;base64,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)
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)
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)
merupakan metode untuk menyimpan data dalam sebuah array agar penyimpanan data, pencarian data, penambahan data, dan penghapusan data dapat dilakukan dengan cepat. Ide dasarnya adalah menghitung posisi recordyang dicari dalam array, bukan membandingkan record dengan isi pada array. Fungsi yang mengembalikan nilai atau kunci disebut fungsi hash (hashfunction) dan array yang digunakan disebut tabel hash (hash table). Hash tablemenggunakan struktur data array asosiatif yang mengasosiasikan recorddengan sebuah field kunci unik berupa bilangan (hash) yang merupakan representasi dari record tersebut.
Function-function yang terdapat pada hash :
- Mid-square
merupakan teknik hashing yang di mana kunci unik dihasilkan. Dalam teknik ini, nilai benih diambil dan dikuadratkan. Kemudian, beberapa digit dari tengah diekstraksi. Angka-angka yang diekstrak ini membentuk angka yang diambil sebagai benih baru. Teknik ini dapat menghasilkan kunci dengan keacakan tinggi jika nilai benih yang cukup besar diambil. Namun, itu memiliki batasan.
contoh : key=4765, dikuadratkan = 22705225, mid= 7052. - DivisionInti dari fungsi ini adalah membagi dan sisa pembagian nilai key field dijadikan alamat relatifnya. Tujuan dari fungsi ini adalah agar alamat yang akan digunakan bisa berbeda sekecil mungkin (menghemat memori) dan menghindari benturan yang bakal terjadi.Ada juga perhitungan faktor muat (load factor) yaitu jika kita memiliki record yang akan disimpan ke dalam memori, maka setidaknya kita menyediakan memori yang kapasitasnya lebih dari jumlah record tersebut.
contoh : ukuran tabel= 11, nilai 68 -> (68 mod 11) + 1 = 2 + 1 = 3 ; simpan 68 dilokasi 3. - Folding
Teknik ini digunakan untuk mendapatkan alamat relatif, nilai key dibagi menjadi beberapa bagian, setiap bagian (kecuali bagian terakhir) mempunyai jumlah digit yang sama dengan alamat relatif. Bagian-bagian ini kemudian dilipat (seperti kertas) dan dijumlah. Hasilnya, digit yang tertinggi dibuang (bila diperlukan).
contoh : 123456 -> 123+456 = 777; simpan 123456 dilokasi 777 - Digit Extraction
Teknik ini digunakan untuk memilih digit untuk diestrak dari key, yang akan digunakan sebagi alamat.
Contoh 14568 -> ambil digit ke 1,3,5 -> alamat = 158. - Rotating Hash
Teknik hashing yang membaca nilai asli dari belakang untuk dijadikan sebagai alamatnya.
contoh : 123456 -> alamat = 654321.
Collision
Merupakan peristiwa yang terjadi ketika ada 2 atau lebih kunci yang menghasilkan hash code yang sama (berebut dalam satu sel yang sama).
Merupakan peristiwa yang terjadi ketika ada 2 atau lebih kunci yang menghasilkan hash code yang sama (berebut dalam satu sel yang sama).
cara-cara yang dapat digunakan untuk mengatasi Collision :
Hashing benar-benar mendasar dalam penciptaan teknologi blockchain. Jika seseorang ingin memahami apa itu blockchain, mereka pasti harus mengerti apa artinya hashing. Karena hashing dapat menghasilkan proses perhitungan sebuah data secara konkret dan unik.
contoh salah satu implementasi Hash pada Blockchain adalah SHA256, karena dalam kasus SHA-256 , tidak peduli seberapa besar atau kecil input Anda, output akan selalu memiliki panjang 256-bit tetap. Ini menjadi penting ketika Anda berurusan dengan sejumlah besar data dan transaksi. Jadi pada dasarnya, alih-alih mengingat input data yang bisa jadi besar, Anda bisa mengingat hash dan terus melacak. Sebelum kita melangkah lebih jauh, kita perlu terlebih dahulu melihat berbagai properti fungsi hashing dan bagaimana mereka diimplementasikan di blockchain.4
- Linear Probing
metode yang digunakan untuk mencari sel yang kosong di bawah tempat terjadinya Collision. - Chaining
metode yang membuat rantai pada masing-masing sel, jadi ketika terjadi Collision pada salah satu sel, maka sel tersebut akan ditinggalkan.
contoh salah satu implementasi Hash pada Blockchain adalah SHA256, karena dalam kasus SHA-256 , tidak peduli seberapa besar atau kecil input Anda, output akan selalu memiliki panjang 256-bit tetap. Ini menjadi penting ketika Anda berurusan dengan sejumlah besar data dan transaksi. Jadi pada dasarnya, alih-alih mengingat input data yang bisa jadi besar, Anda bisa mengingat hash dan terus melacak. Sebelum kita melangkah lebih jauh, kita perlu terlebih dahulu melihat berbagai properti fungsi hashing dan bagaimana mereka diimplementasikan di blockchain.4
TREE & BINARY TREE
Tree merupakan struktur data non-linear yang mewakili hubungan hierarkis di antara objek data, dan dode di tree tidak perlu disimpan secara berdekatan dan dapat disimpan di mana saja dan dihubungkan oleh pointer.
![binary tree](https://upload.wikimedia.org/wikipedia/commons/thumb/f/f7/Binary_tree.svg/1200px-Binary_tree.svg.png)
Sedangkan, Binary tree adalah suatu tree dengan syarat bahawa tiap node (simpul) hanya boleh memiliki maksimal dua subtree dan kedua subtree tersebut harus terpisah. Tiap node dalam binary tree boleh memiliki paling banyak dua child (anak simpul), secara khusus anaknya dinamakan kiri dan kanan. Binary tree dapat juga disimpan sebagai struktur data implisit dalam array, dan jika pohon tersebut merupakan sebuah pohon biner lengkap, metode ini tidak boros tempat.
Jenis-jenis Binary tree :
- Full Binary Tree
Binary Tree yang tiap nodenya (kecuali leaf) memiliki dua child dan tiap subtree harus mempunyai panjang path yang sama. - Complete Binary Tree
Setiap subtree boleh memiliki panjang path yang berbeda. Node kecuali leaf memiliki 0 atau 2 child. - Skewed Binary Tree
Binary Tree yang semua nodenya (kecuali leaf) hanya memiliki satu child. - Similer Binary Tree
Dua pohon yang memiliki struktur yang sama tetapi informasinya berbeda. - Ekuivalent Binary Tree
Dua pohon yang memiliki struktur dan informasi yang sama.
1. Kunjungan secara preorder (Depth First Order) -> Prefix, mempunyai urutan :
a. Cetak isi simpul yang dikunjungi ( simpul akar ),
b. Kunjungi cabang kiri,
c. Kunjungi cabang kanan.
2. Kunjungan secara inorder ( symetric order) -> Infix, mempunyai urutan :
a. Kunjungi cabang kiri,
b. Cetak isi simpul yang dikunjungi (simpul akar),
c. Kunjungi cabang kanan.
3. Kunjungan secara postorder, mempunyai urutan :
a. Kunjungi cabang kiri,
b. Kunjungi cabang kanan,
c. Cetak isi simpul yang dikunjungi ( simpul akar ).
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)
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)
a. Kunjungi cabang kiri,
b. Kunjungi cabang kanan,
c. Cetak isi simpul yang dikunjungi ( simpul akar ).
Sumber : https://arisistemberkas.blogspot.com/2018/10/teknik-hashing.html
https://www.ilmuhacking.com/web-security/hashtable-collision-dos/
https://selembardigital.com/apa-itu-hashing-di-bawah-tudung-blockchain/
http://new-funday.blogspot.com/2012/12/struktur-data-tree-dan-penjelasaanya.html
http://firmanatduhri.blogspot.com/2015/03/pengertian-tree-dalam-bahasa-pemrograman.html
PPT Bimay
https://www.ilmuhacking.com/web-security/hashtable-collision-dos/
https://selembardigital.com/apa-itu-hashing-di-bawah-tudung-blockchain/
http://new-funday.blogspot.com/2012/12/struktur-data-tree-dan-penjelasaanya.html
http://firmanatduhri.blogspot.com/2015/03/pengertian-tree-dalam-bahasa-pemrograman.html
PPT Bimay
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