Foundation of Algorithms in C++11, Volume 1(Revised Edition): Using and Extending C++11, Boost And Beyond (Algocoders Series)

Computers & Technology

Kumar, Chandra Shekhar

Sharma, Aditya Kant

Programming Languages

CreateSpace Independent Publishing Platform

Drink Air Therapy is an ancient practice for Self-Realization. This book is written for preparing common mass to embrace a very simple but powerful self-help mechanism of drinking air(not breathing air) to eradicate Diabetes(both Type 1 and 2) from root and foster longevity with healthy body and mind. It came out as a result of numerous requests received from people across the Globe, primarily from USA. Ancient Kriya Yoga Mission is engaged in disseminating simple techniques of ancient science of living. These simple techniques are meant to be practiced by anyone without any external assistance and guidance.

Drink Air Therapy To Kill Diabetes: A Path To Self-Cure And Immortality

Health, Fitness & Dieting

Mission, Ancient Kriya Yoga

Exercise & Fitness

Low Price Edition is available at www.amazon.com/Upanishads-Light-Kriya-Yoga-Price/dp/1496096746/. This is a scriptural commentary of Lahiri Mahasaya on The Upanishads. If we scan the word Upanisad, we see that Upa means sitting and nisad means near. Thus, the very word Upanisad specifies personal relationship: the Guru-param-para, Master to Disciple learning from the living lips of a Guru. In ancient times, the disciples sat near the Guru to learn the spiritual discipline from the living lips of their Guru to realize the supreme Self. They practiced strictly in accordance with the instructor they received personally from the living lips of their Guru. This is a Kriya Yoga book intended to be read and practiced by everyone, with/without initiation. Please note that the Guru here means the Kutastha, i.e., the place between the eyebrows, also known as The Third Eye. Every word uttered by a Yogi has a special meaning that is totally unintelligible to even the highly intellectual people. This book is written in such a way that everyone can follow it up while trading the path of Kriya. People think that they are very intelligent, but if they try to understand very seriously, they realize perfectly that nothing is happening according to their intellect. Only those whose breath is not blowing in the left or right nostril are intelligent in this world. When breathing is faster, then in one day and one night respiration can flow up to 113,680 times. Normally during the same time, the figure is 21,600 times. During a day and night, if respiration is faster than usual, the breath can flow in and out 113,680 times. Normally, in the course of a day and night, there are 21,600 breaths. This figure is reduced by Kriya practice to 2,000 times. So, breathing 1,000 times in the day and 1,000 times in the night, in a normal course, provides greater Tranquility to a Yogi. One of his breaths takes about 44 seconds. Such a Yogi is matured in Kriya practice. Thoughts are inseparably related to breathing. So, when the number of breaths is reduced, thoughts are reduced proportionately. Eventually, with the tranquilization of breath, thoughts are dissolved. Thereby, the seeker can attain the After-effect-poise of Kriya, or eternal Tranquility, which is Amrita, nectar proper.

The Upanishads: In The Light of Kriya Yoga

Religion & Spirituality

Mahasaya, Lahiri

Hinduism

This is a a scriptural commentary of Lahiri Mahasaya on The Guru Gita in the Light of Kriya. Lahiri Mahasaya is a polestar of Kriya Yoga, a direct disciple of Mahavataar Babaji. In previous birth, he was Kabir. He is the Sadguru of Saint Shirdi Sai Baba. Guru Gita is a part of Biswasar Tantra. Divine Mother, Parvati, was sitting with Lord Siva, her divine husband, on Kailas Mountain in the Himalayas when she requested him to impart the great teaching of Guru Gita to her. This important scripture will help the seekers of Truth to better understand and clarify the Kriya path in their pursuit of Truth: <ul> <li>Who is Guru ?</li> <li>What is Guruseva (service to Guru) ?</li> <li>How does one meditate upon Guru ?</li> <li>Who is qualified to have Kriya ?</li> </ul>

The Guru Gita: In The Light of Kriya

This book is not an introduction to C++. It assumes that the reader is aware of the basics of C++98 and C++03 and is keen to expand her horizon to latest and greatest in the present and future of C++, including C++11 and C++1y(aka C++14). It contains selected fundamental problems with detailed solutions to all of these which will help the reader to hone her skills to solve a particular problem.   Algorithms 1.1 Efficient Insertion in Vector  1.2 reverse algorithm for forward iterators  1.3 swapping equal length sections  1.4 swapping unequal sections  1.5 rotate algorithm  1.6 rotate vs. swap ranges  1.7 Generic Slide Function  1.8 Generic Gather Function  1.9 Avoid Raw Loops  1.10 rotation for bidirectional iterators  1.11 rotation for forward iterators  1.12 Implementation of std::rotate algorithm  1.13 better algorithm than std::rotate  1.14 reverse algorithm for bidirectional iterators  1.15 reverse algorithm for bidirectional and random iterators  1.16 reverse algorithm dispatch  1.17 Efficient Algorithm for reverse  1.18 Definition : Partition Algorithm  1.19 Taxonomy : Permutation  1.20 Partition Structure Validation  1.21 is partitioned algorithm  1.22 Bisection Algorithm  1.23 Group Partition  1.24 Quantifier Algorithm : All 1.25 advance and next  1.26 custom iota 1.27 Quantifier Algorithm : None  Utilities 2.1 std::move is rvalue cast  2.2 std::move if noexcept  2.3 std::forward  2.4 constraint class HasEqual  2.5 EqualityComparable  2.6 is same  Templates 3.1 alias template  3.2 template parameter pack  3.3 override virtual and template  3.4 virtual member function template  3.5 explicit specialization and static member  3.6 template argument and type-id  3.7 template and template-id  .  .  .   Classes Namespaces Type Specifiers Constant Expression C++14 8.1 Contextual Conversion  8.2 Single quotation mark as digit separator  8.3 Binary Literals  8.4 auto return type in function declaration  8.5 return type deduction for function  8.6 return type deduction for lambdas  8.7 decltype(auto)  8.8 return type deduction for function templates  8.9 explicit instantiation and auto  8.10 return type deduction and virtual  8.11 deduce return type  8.12 generalized lambda capture  8.13 generic lambda and product vector  8.14 generic lambda  8.15 generic lambda definition  8.16 conversion function of generic lambda  8.17 generic lambda quiz  8.18C++14 Compiler   Miscellaneous   Books In Print  Advanced C++ FAQs: Volume 1 : Fundamentals Advanced C++ FAQs: Volume 2 : Generic Programming Advanced C++ FAQs: Volumes 1 & 2 C++14 FAQs

Advanced C++ Faqs: Fundamentals

Createspace Independent Pub

This book is a combination of the following two books :
<ol>
<li>Advanced C++ FAQs: Volume 1 : Fundamentals</li>
<li>Advanced C++ FAQs: Volume 2 : Generic Programming</li>
 Advanced C++ FAQs: Volume 1 : Fundamentals This book is not an introduction to C++. It assumes that the reader is aware of the basics of C++98 and C++03 and is keen to expand her horizon to latest and greatest in the present and future of C++, including C++11 and C++1y(aka C++14). It contains selected fundamental problems with detailed solutions to all of these which will help the reader to hone her skills to solve a particular problem. Advanced C++ FAQs: Volume 2 : Generic Programming This book is sequel to the first volume Advanced C++ FAQs : Volume 1 : Fundamentals. It contains selected generic programming problems with detailed solutions. <ol>
<li>Algorithms</li>1.1 Efficient Insertion in Vector 1.2 reverse algorithm for forward iterators ... 1.4 swapping unequal sections 1.5 rotate algorithm ... 1.9 Avoid Raw Loops ... 1.13 better algorithm than std::rotate ... 1.16 reverse algorithm dispatch 1.17 Efficient Algorithm for reverse ... 1.21 is partitioned algorithm 1.22 Bisection Algorithm ... 1.25 advance and next 1.26 custom iota ... <li>Utilities</li>2.1 std::move is rvalue cast 2.2 std::move if noexcept 2.3 std::forward ... 2.6 is same <li>Templates</li>3.1 alias template 3.2 template parameter pack 3.3 override virtual and template ... <li>Classes</li>
<li>Namespaces</li>
<li>Type Specifiers</li>
<li>Constant Expression</li>
<li>C++14</li>... 8.4 auto return type in function declaration ... 8.6 return type deduction for lambdas 8.7 decltype(auto) ... 8.9 explicit instantiation and auto 8.10 return type deduction and virtual ... 8.12 generalized lambda capture 8.13 generic lambda and product vector ... <li>Miscellaneous</li>
<li>More C++14</li>10.1 variable templates ... 10.5 static data member template ... 10.7 default argument and specialization of variable template10.8 lambda and variable template ... 10.15 auto variable template and generic lambda 10.16 constexpr member functions and implicit const 10.17 constexpr constructor and initialization ... 10.23 deprecated attribute 10.24 Member initializers and aggregate class ... 10.31 Type Transformation Aliases ... 10.33 make unique as perfect forwarding guy ... 10.37 make unique and default initialization 10.38 make unique and array T[n] ... 10.43 Extend make unique : T[N] 10.44 allocate unique 10.45 Compile-time integer sequences ... 10.47 std::index sequence 10.48 Custom Sequence : Addition ... 10.55 sfinae and represent type of function 10.56 metafunction : check presence of type member 10.57 std::common type and sfinae <li>Foundation</li>11.1 private cast 11.2 Value Type Deduction Framework ... 11.5 Template Alias and Rebind Template 11.6 Template Alias and Non Deducible Context ... 11.8 Template Alias and Specialization ... 11.13 std::copy backward ... 11.18 iota n : iota for writing n items 11.19 Reverse iota ... 11.24 Preventing Name Hijacking ... 11.29 Move Constructor and unique pointer 11.30 Find First Null Pointer in a Container 11.31 Average of variable number of arguments .... 11.33 Exchange Utility 11.34 Addressing Tuple By Type 11.35 Quoted manipulators 11.36 Null Iterator 
</ol>
</ol>

Advanced C++ FAQs: Volumes 1 & 2

This book contains selected questions related to C++14 with detailed solutions to all of these which will help the reader to hone her skills to solve a particular problem. Primary sources of this collection are: <ul> <li>Advanced C++ FAQs: Volume 1 : Fundamentals</li> <li>Advanced C++ FAQs: Volume 2 : Generic Programming</li> <li>Advanced C++ FAQs: Volumes 1 & 2</li> <li style="list-style: none">This book is not an introduction to C++. It assumes that the reader isaware of the basics of C++98 and C++03 and wants to expand her horizonto latest and greatest in C++14(aka C++1y). The problems are marked ona scale of one(*)(simplest) to five stars(*****)(hardest).Forthcoming volumes will strengthen this particular approach spanningvarious areas of C++. </li> </ul> <ul> <li>variable templates</li> <li>Constexpr static data members of class templates</li> <li>constexpr function templates</li> <li style="list-style: none">.... </li> <li>static data member template</li> <li>specialization of variable template</li> <li>default argument and specialization of variable template</li> <li>lambda and variable template</li> <li>variable templates variables vary</li> <li>auto variable templates</li> <li>valid specialization but error ?</li> <li>variable templates and lambda revisited</li> <li>Incremental improvement to integral constant</li> <li>is same musings</li> <li>auto variable template and generic lambda</li> <li>constexpr member functions and implicit const</li> <li style="list-style: none">.... </li> <li>constexpr vs static vs uninitialized</li> <li>constexpr vs member function revisited</li> <li>deprecated attribute</li> <li>Member initializers and aggregate class</li> <li style="list-style: none">.... </li> <li>Data Member initializers</li> <li>time duration literals</li> <li style="list-style: none">... </li> <li>Compile Time binary Literal Operator</li> <li>Square Literal Operator</li> <li>Type Transformation Aliases</li> <li>unique ptr vs make unique as function argument</li> <li>make unique as perfect forwarding guy</li> <li>make unique and new</li> <li style="list-style: none">.... </li> <li>make unique and default initialization with T[]</li> <li>Extend make unique : Support list initialization T[]</li> <li>Extend make unique : Value Initialize T[]</li> <li>Extend make unique : T[N]</li> <li>allocate unique</li> <li>Compile-time integer sequences</li> <li>Simplified Creation of std::integer sequence</li> <li>std::index sequence</li> <li>Custom Sequence : Addition</li> <li style="list-style: none">.... </li> <li>Custom Sequence : Split</li> <li>Extract from tuple</li> <li>convert std::array to std::tuple</li> <li>Piecewise construction of std::pair</li> <li>Compile Time Integer Sequence Simplified</li> <li>sfinae and represent type of function</li> <li>metafunction : check presence of type member</li> <li>std::common type and sfinae</li> <li>Contextual Conversion</li> <li>Single quotation mark as digit separator</li> <li>Binary Literals</li> <li>auto return type in function declaration</li> <li>return type deduction for function</li> <li>return type deduction for lambdas</li> <li style="list-style: none">.... </li> <li>decltype(auto)</li> <li>return type deduction for function templates</li> <li>explicit instantiation and auto</li> <li>return type deduction and virtual</li> <li>deduce return type</li> <li>generalized lambda capture</li> <li>generic lambda and product vector</li> <li>generic lambda</li> <li>generic lambda definition</li> <li>conversion function of generic lambda</li> <li>generic lambda quiz</li> <li>Preventing Name Hijacking</li> <li>Find First Null Pointer in a Container</li> <li>Generic Operator Functors</li> <li>Exchange Utility</li> <li>Addressing Tuple By Type</li> <li>Quoted manipulators</li> <li>Null Iterator</li> <li>std::move is rvalue cast</li> <li>C++14 Compiler</li> </ul>

C++14 FAQs

LaTeX Edition This work forms a Key or Companion to the Higher Algebra, and contains full solutions of nearly all the Examples. In many cases more than one solution is given, while throughout the book frequent reference is made to the text and illustrative Examples in the Algebra. The work has been undertaken at the request of many teachers who have introduced the Algebra into their classes, and for such readers it is mainly intended; but it is hoped that, if judiciously used, the solutions may also be found serviceable by that large and increasing class of students who read Mathematics without the assistance of a teacher. In this edition, the entire manuscript was typeset using the LaTeX document processing system originally developed by Leslie Lamport, based on TeX typesetting system created by Donald Knuth. The typesetting software used the XeLaTeX distribution. We are grateful for this opportunity to put the materials into a consistent format, and to correct errors in the original publication that have come to our attention. Most of the hard work of preparing this edition was accomplished by Neeru Singh, who expertly keyboarded and edited the text of the original manuscript. She helped us put hundreds of pages of typographically difficult material into a consistent digital format. We are highly indebted to Pratham Kumar Singh for the fruitful discussions which led to the idea of masterminding this entire project. The process of compiling this book has given us an incentive to improve the layout, to doublecheck almost all of the mathematical rendering, to correct all known errors, to improve the original illustrations by redrawing them with Till Tantau's marvelous TikZ. Thus the book now appears in a form that we hope will remain useful for at least another generation. Table of Contents EXAMPLES I : Ratio EXAMPLES II : Proportion EXAMPLES III : Variation EXAMPLES IV : Arithmetical Progression EXAMPLES V : Geometrical Progression EXAMPLES VI : Harmonical Progression EXAMPLES VII : Scales of Notation EXAMPLES VIII : Surds and Imaginary Quantities EXAMPLES IX : The Theory of Quadratic EXAMPLES X : Miscellaneous Equations EXAMPLES XI : Permutations and Combinations EXAMPLES XIII : Binomial Theorem Positive Integral Index EXAMPLES XIV : Binomial Theorem. Any Index EXAMPLES XV : Multinomial Theorem EXAMPLES XVI : Logarithms EXAMPLES XVII : Exponential and Logarithmic Series EXAMPLES XVIII : Interest and Annuities EXAMPLES XIX : Inequalities EXAMPLES XX : Limiting Values and Vanishing Fractions EXAMPLES XXI : Convergency and Divergency of Series EXAMPLES XXII : Undetermined Coefficients EXAMPLES XXIII : Partial Fractions EXAMPLES XXIV : Recurring Series EXAMPLES XXV : Continued Fractions EXAMPLES XXVI : Indeterminate Equations of the First Degree EXAMPLES XXVII : Recurring Continued Fractions EXAMPLES XXVIII : Indeterminate Equations of the Second Degree EXAMPLES XXIX : Summation of Series EXAMPLES XXX : Theory of Numbers EXAMPLES XXXI : The General Theory of Continued Fractions EXAMPLES XXXII : Probability EXAMPLES XXXIII : Determinants EXAMPLES XXXIV : Miscellaneous Theorems and Examples EXAMPLES XXXV : Theory of Equations MISCELLANEOUS EXAMPLES

Solutions of the Examples in Higher Algebra (LaTeX Edition)

Science & Math

Hall, H.S.

Knight, S. R.

Mathematics

This work forms a Key or Companion to the Higher Algebra, and contains full solutions of nearly all the Examples. In many cases more than one solution is given, while throughout the book frequent reference is made to the text and illustrative Examples in the Algebra. The work has been undertaken at the request of many teachers who have introduced the Algebra into their classes, and for such readers it is mainly intended; but it is hoped that, if judiciously used, the solutions may also be found serviceable by that large and increasing class of students who read Mathematics without the assistance of a teacher.  In this edition, the entire manuscript was typeset in a bigger size font [10 pt : `DejaVu Serif'] (honoring readers' suggestions) using the LaTeX document processing system originally developed by Leslie Lamport, based on TeX typesetting system created by Donald Knuth. The typesetting software used the XeLaTeX distribution.  We are grateful for this opportunity to put the materials into a consistent format, and to correct errors in the original publication that have come to our attention. Most of the hard work of preparing this edition was accomplished by Neeru Singh, who expertly keyboarded and edited the text of the original manuscript. She helped us put hundreds of pages of typographically difficult material into a consistent digital format.  The process of compiling this book has given us an incentive to improve the layout, to doublecheck almost all of the mathematical rendering, to correct all known errors, to improve the original illustrations by redrawing them with Till Tantau's marvelous TikZ. Thus the book now appears in a form that we hope will remain useful for at least another generation.  Table of Contents  EXAMPLES I : Ratio  EXAMPLES II : Proportion  EXAMPLES III : Variation  EXAMPLES IV : Arithmetical Progression  EXAMPLES V : Geometrical Progression  EXAMPLES VI : Harmonical Progression  EXAMPLES VII : Scales of Notation  EXAMPLES VIII : Surds and Imaginary Quantities  EXAMPLES IX : The Theory of Quadratic  EXAMPLES X : Miscellaneous Equations  EXAMPLES XI : Permutations and Combinations  EXAMPLES XIII : Binomial Theorem Positive Integral Index  EXAMPLES XIV : Binomial Theorem. Any Index  EXAMPLES XV : Multinomial Theorem  EXAMPLES XVI : Logarithms  EXAMPLES XVII : Exponential and Logarithmic Series  EXAMPLES XVIII : Interest and Annuities  EXAMPLES XIX : Inequalities  EXAMPLES XX : Limiting Values and Vanishing Fractions  EXAMPLES XXI : Convergency and Divergency of Series  EXAMPLES XXII : Undetermined Coefficients  EXAMPLES XXIII : Partial Fractions  EXAMPLES XXIV : Recurring Series  EXAMPLES XXV : Continued Fractions  EXAMPLES XXVI : Indeterminate Equations of the First Degree  EXAMPLES XXVII : Recurring Continued Fractions  EXAMPLES XXVIII : Indeterminate Equations of the Second Degree  EXAMPLES XXIX : Summation of Series  EXAMPLES XXX : Theory of Numbers  EXAMPLES XXXI : The General Theory of Continued Fractions  EXAMPLES XXXII : Probability  EXAMPLES XXXIII : Determinants  EXAMPLES XXXIV : Miscellaneous Theorems and Examples  EXAMPLES XXXV : Theory of Equations  MISCELLANEOUS EXAMPLES

Solutions of the Examples in Higher Algebra (LaTeX Enlarged Edition)

Singh, Neeru

Conceptual Kinematics: A Companion to I. E. Irodov's Problems in General Physics. This work contains several variations of problems, solutions, methods, approaches related to Kinematics of I. E. Irodov's Problems in General Physics. These solutions strengthen and enliven the inherent multi-concepts including (but not limited to) analytics, graphical geometry, calculus, trigonometric geometry, scalar/vector algebra, differential equations, extrema without calculus to enrich the heritage set forth by I. E. Irodov. The present work will serve as a complete guide to private students reading the subject with few or no opportunities of instruction. This will save the time and lighten the work of Teachers as well. This book helps in acquiring a better understanding of the basic principles of Kinematics and in revising a large amount of the subject matter quickly. Care has been taken, as in the forthcoming ones, to present the solutions with multi-concepts and beyond in a simple natural manner, in order to meet the difficulties which are most likely to arise, and to render the work intelligible and instructive.

Conceptual Kinematics: A Companion to I. E. Irodov's Problems in General Physics

Physics

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