Unilibrary. Oliy ta'lim muassasalarining yagona elektron kutubxona axborot tizimi.

Fundamentals of Geometry

Geometry is the branch of mathematics that deals with shapes, angles, dimensions and sizes of a variety of things we see in everyday life. Geometry is derived from Ancient Greek words – ‘Geo’ means ‘Earth’ and ‘metron’ means ‘measurement’. In Euclidean geometry, there are two-dimensional shapes and three-dimensional shapes. In a plane geometry, 2d shapes such as triangles, squares, rectangles, circles are also called flat shapes. In solid geometry, 3d shapes such as a cube, cuboid, cone, etc. are also called solids. The basic geometry is based on points, lines and planes explained in coordinate geometry.

Umumiy pedagogika. Pedagogik mahorat

Mazkur darslik umumiy pedagogika fani mazmuniga bag`ishlangan bo`lib, oliy o`quv yurtlarining umumiy pedagogika dasturida ko`zda tutilgan talablar asosida tuzilgan.

Materiallar qarshiligi

Muhandislik fanlarining asosi hisoblanmish materiallar qarshiligi fani vazifalari va muammolarini yoritishga, ulaming yechimini bayon etishga bag'ishlangan ushbu darsIikda predmetning asosiy mavzulari ham klassik, hamda zamonaviy uslublarda yoritilgan. Mazkur darslik orqali talaba mashina va inshoot qismlarini mustahkamlikka, bikrIikka va ustuvorlikka hisoblash usullari bilan tanishadi. Mashina va mexanizmlar.

Fundamentals of Mathematics

Fundamentals of Mathematics is a work text that covers the traditional topics studied in a modern prealgebra course, as well as the topics of estimation, elementary analytic geometry, and introductory algebra. It is intended for students who. have had a previous course in prealgebra, wish to meet the prerequisite of a higher level course such as elementary algebra, and need to review fundamental mathematical concepts and techniques.

Anatomiya 1-jild

Ushbu darslik O‘zbekiston Respublikasi Oliy va o‘rta maxsus ta’lim vazirligi hamda Sog‘Iiqni saqlash vazirligi tomonidan tasdiqlangan umumiy amaliyot shifokori tayyorlash o‘quv dasturi asosida yozildi. Darslik tibbiyot institutlarining barcha yo`nalishi talabalari uchun mo`ljallangan. Unga kattalar anatomiyasi bilan birga a ’zo va tizimlaming taraqqiyoti, bolalikning turli davrlarida kuzatiladigan yoshga xos o‘zgarishlari haqidagi ma’lumotlar ham kiritilgan. Lotin atamalari xalqaro anatomik terminologiyaga mos.

Fundamentals of Matrix Algebra

A college (or advanced high school) level text dealing with the basic principles of matrix and linear algebra. It covers solving systems of linear equations, matrix arithmetic, the determinant, eigenvalues, and linear transformations. Numerous examples are given within the easy to read text. This third edition corrects several errors in the text and updates the font faces.

Maxsus fanlarni o’qitish metodikasi

Darslikda maxsus fanlarni o’qitish metodikasi fanining maqsad va vazifalari, oily ta’limning o’quv-me’yoriy xujjatlari, ta’lim tamoyillari, maxsus fanlardan ma’ruza, tajriba va amaliy mashg’ulotlarini tashkil etish hamda o’tkazish metodikasi bo’yicha o’quv materiallar o’z aksini topgan. Shuningdek, darslikda talabalar bilim, ko’nikma va malakalarini nazorat qilish va baholash hamda modulli va masofaviy ta’lim texnologiyalariga oid materiallar ham berilgan.

Yangi O'zbekistonning iste'dodli yoshlari.

O'zbekiston Respublikasi Oliy va o'rta maxsus ta'lim vazirligi, O'zbekiston Yoshlar ittfoqi, O'zbekiston Respublikasi iste'dodli yoshlarni qullab quvvatlash Ulug'bek jamg'armasi, Tuzuvchi va nashr uchun mas'uldir.

Game Theory. Penn State Math 486 Lecture Notes

The lecture notes are loosely based on Luce and Raiffa's Games and Decisions: Introduction and Critical Survey. This is the same book Nash used when he taught (or so I've heard). There are elements from Myerson's book on Game Theory (more appropriate for economists) as well as Morris' book on Game Theory. Naturally, I've also included elements from Von Neuman and Morgenstern's classic tome. Most of these books are reasonably good, but each has some thing that I didn't like. Luce and Raiffa is not as rigorous as one would like for a math course; Myerson's book is not written for mathematicians; Morris' book has a host of problems, not the least of which is that it does not include a modern treatment of general sum games; Von Neumann's book is excellent but too thick and frightening for a first course{also it's old. If you choose any collection of books, you can find something wrong with them, I've picked on these only because I had them at hand when writing these notes. I also draw on other books referenced in the bibliography.

Yuridik shaxslarni soliqqa tortish

Ushbu yuridik shaxslarni soliqqa tortish darsligi yuridik shaxslardan olinadigan soliqlar va boshqa majburiy to`lovlarning iqtisodiy mohiyati, hisoblash va byudjetga to`lash tartibini yoritishga bag`ishlangan. Shuningdek, darslikda yuridik shaxslar to`laydigan soliqlar va boshqa majburiy to`lovlarga umumiy tavsifnoma, ularning davlat byudjeti daromadlarida tutgan o`rni keltirilgan bo`lib, amaldagi siliqqa tortish mexanizmi tahlil qilingan.

Основы банковского аудита

В учебнике рассматриваются теоретические и практические основы внутреннего аудита банков. Материал базируется на отечественном опыте проведения внутреннего аудита банков, содержит примеры, расчеты и задания для самостоятельного решения.

Game Theory. An open access textbook with 165 solved exercises

After teaching game theory (at both the undergraduate and graduate level) at the University of California, Davis for 25 years, the author decided to organize all his teaching material in a textbook. There are many excellent textbooks in game theory and there is hardly any need for a new one. However, there are two distinguishing features of this textbook: (1) it is open access and thus free, and (2) it contains an unusually large number of exercises (a total of 165) with complete and detailed answers. Game theory provides a formal language for the representation and analysis of interactive situations, that is, situations where several “entities”, called players, take actions that affect each other. The nature of the players varies depending on the context in which the game theoretic language is invoked: in evolutionary biology.

Tilshunoslik nazariyasi

Mazkur darslik fanning zamonaviy yutuqlari, xorijiy mabalar asosida tayyorlangan bo'lib, undan tilning ijtimoiy, fiziologik, psixik, tabiatini, tilshunoslikka oir masalalarini tadqiq qiluvchi izlanuvchilar, jumladan, magistrantlar, mustaqil tadqiqotchilar ham foydalanishi mumkin.

QISHLOQ XO‘JALIGINING BIOLOGIK ASOSLARI

Darslik “Tuproqshunoslik”, “Dehqonchilik”, ”Sabzavodchilik”, ”O‘simlikshunoslik” deb nomlangan to‘rtta bo‘limni o‘z ichiga oladi. So‘ngi yillarda aholi sonining ortishi bilan oziq-ovqat xavfsizligi masalalari dolzarb bo‘lib qolmoqda.

Buxgalteriya hisobi

Darslik Davlat ta'lm standarti talablariga muvofiq tayyorlangan bo'lib, unda buxgalteriya hisobining predmeti va usullari, pul mablag'lari va hisob-kitoblar hisobi, asosiy vositalar va nomoddiy aktivlar hisobi, investitsiyalar hisobi, moliyaviy hisobot, budjetlashtirish va amaliy jihatdan keng yoritib berilgan.

O'zbek tili (Oliy ta’lim muassasalari rus guruhlari uchun darslik)

Mazkur darslik Oliy va o'rta maxsus ta'lim vazirligi qoshidagi Muvofiqlashtiruvchi kengash tomonidan oliy ta'lim muassasalarining rus guruhlari talabalari uchun tavsiya qilingan va 2006-yilda chop etilgan. ,,O'zbek tili” darsligining takomillashtirilgan 2-nashridir. Darslikning ushbu nashri ОTM o’quv rejasida o’zbek tili fani uchun ajratilgan soat hajmiga moslashtirildi. Unda rus guruhlari talabalarining umumiy o’rta ta’lim va o'rta maxsus ta'lim tizimida o’zbek tilidan olgan bilim va malakalarini mustahkamlash ularning o’zbek tilidagi og’zaki va yozma bog’lanishi nutqini va turli nutq uslublarida matn tuza olish malakalarini takomillashtirish nazarda tutilgan. Darsliklar biri bir qancha mavzularni qamrab olgan 8 bo‘limga: 1. O'tilganlarni takrorlash. 2. Subyektni ifodalash. 3. Predikatni ifodalash. 4. Obyektni ifodalash. 5. Belgini ifodalash. 6. Holatni ifo­dalash. 7. Fikrni bog’lanishli ifodalash. 8. Fikrni turli nutq uslubida ifodalash bo’limlariga bo’lib berilgan. Darslikka, shuningdek, bog’lanishli nutq, matn turlari, nutq uslublari va ularning lisoniy xususiyatlari bo’yicha nazariy ma'lumotlar va shular yuzasidan maxsus mashqlar ham kiritildi.