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CONSTRAINT PROGRAMMING

  • Constraint programming
  • Computer programming paradigm

    expressed in the form of constraint logic programming, which embeds constraints into a logic program. This variant of logic programming is due to Jaffar and

    Constraint programming

    Constraint_programming

  • Constraint logic programming
  • Logic programming with constraint satisfaction

    Constraint logic programming is a form of constraint programming, in which logic programming is extended to include concepts from constraint satisfaction

    Constraint logic programming

    Constraint_logic_programming

  • Constraint (mathematics)
  • Condition of an optimization problem which the solution must satisfy

    Francesca; Van Beek, Peter; Walsh, Toby (2006). "7". Handbook of constraint programming (1st ed.). Amsterdam: Elsevier. ISBN 9780080463643. OCLC 162587579

    Constraint (mathematics)

    Constraint_(mathematics)

  • Constraint satisfaction problem
  • Set of objects whose state must satisfy limits

    integer programming (MIP) and answer set programming (ASP) are all fields of research focusing on the resolution of particular forms of the constraint satisfaction

    Constraint satisfaction problem

    Constraint_satisfaction_problem

  • Concurrent constraint logic programming
  • Concurrent constraint logic programming is a version of constraint logic programming aimed primarily at programming concurrent processes rather than (or

    Concurrent constraint logic programming

    Concurrent_constraint_logic_programming

  • Constraint satisfaction
  • Process in artificial intelligence and operations research

    non-concurrent constraint logic programming in that they are aimed at programming concurrent processes that may not terminate. Constraint handling rules

    Constraint satisfaction

    Constraint_satisfaction

  • Sudoku solving algorithms
  • Algorithms to complete a sudoku

    Conference on Principles and Practice of Constraint Programming Multiple Authors. "Java Constraint Programming solver" (Java). JaCoP. Krzysztof Kuchcinski &

    Sudoku solving algorithms

    Sudoku solving algorithms

    Sudoku_solving_algorithms

  • Declarative programming
  • Programming paradigm based on modeling the logic of a computation

    of programming.[citation needed] Declarative programming is an umbrella term that includes a number of better-known programming paradigms. Constraint programming

    Declarative programming

    Declarative_programming

  • Distributed constraint optimization
  • Distributed constraint optimization (DCOP or DisCOP) is the distributed analogue to constraint optimization. A DCOP is a problem in which a group of agents

    Distributed constraint optimization

    Distributed_constraint_optimization

  • List of programming languages by type
  • List of programming languages types and the languages that meet its description

    XProc A constraint programming language is a declarative programming language where relationships between variables are expressed as constraints. Execution

    List of programming languages by type

    List_of_programming_languages_by_type

  • Comparison of multi-paradigm programming languages
  • or competitive behaviour) Constraint programming – relations between variables are expressed as constraints (or constraint networks), directing allowable

    Comparison of multi-paradigm programming languages

    Comparison_of_multi-paradigm_programming_languages

  • Logic programming
  • Programming paradigm based on formal logic

    Logic programming is a programming, database, and knowledge representation paradigm based on formal logic. A logic program is a set of sentences in logical

    Logic programming

    Logic_programming

  • Linear programming
  • Method to solve optimization problems

    Linear programming is a special case of mathematical programming (also known as mathematical optimization). More formally, linear programming is a technique

    Linear programming

    Linear programming

    Linear_programming

  • Fifth-generation programming language
  • Category of programming languages

    fifth-generation programming language (5GL) is a high-level programming language based on problem-solving using constraints given to the program, rather than

    Fifth-generation programming language

    Fifth-generation_programming_language

  • Janus (concurrent constraint programming language)
  • computer programming language partially described by K. Kahn and Vijay A. Saraswat in the paper "Actors as a special case of concurrent constraint (logic)

    Janus (concurrent constraint programming language)

    Janus_(concurrent_constraint_programming_language)

  • MiniZinc
  • Constraint modeling language

    combinatorial problems including constraint programming, integer programming, SAT, and SMT. Following the constraint programming paradigm, in MiniZinc a problem

    MiniZinc

    MiniZinc

    MiniZinc

  • Programming paradigm
  • High-level computer programming conceptualization

    or competitive behaviour) Constraint programming – relations between variables are expressed as constraints (or constraint networks), directing allowable

    Programming paradigm

    Programming_paradigm

  • Constraint
  • Topics referred to by the same term

    linear programming, economics and cost modeling Constrained writing, in literature Constraint algorithm, such as SHAKE, or LINCS Constraint programming Constraint

    Constraint

    Constraint

  • List of programming languages
  • plus) JADE Jai JAL Janus (concurrent constraint programming language) Janus (time-reversible computing programming language) JASS Java JavaFX Script JavaScript

    List of programming languages

    List_of_programming_languages

  • Constrained optimization
  • Optimizing objective functions that have constrained variables

    least squares Distributed constraint optimization Constraint satisfaction problem (CSP) Constraint programming Integer programming Metric projection Penalty

    Constrained optimization

    Constrained_optimization

  • AMPL
  • Algebraic modeling language

    convex quadratic constraints Mixed-integer nonlinear programming Second-order cone programming Global optimization Semidefinite programming problems with

    AMPL

    AMPL

  • Reactive programming
  • Programming paradigm based on asynchronous data streams

    In computing, reactive programming is a declarative programming paradigm concerned with data streams and the propagation of change. With this paradigm

    Reactive programming

    Reactive_programming

  • Geometric constraint solving
  • Constraint programming setting

    Geometric constraint solving is constraint satisfaction in a computational geometry setting, which has primary applications in computer aided design. A

    Geometric constraint solving

    Geometric_constraint_solving

  • Constraint graph
  • In constraint satisfaction research in artificial intelligence and operations research, constraint graphs and hypergraphs are used to represent relations

    Constraint graph

    Constraint_graph

  • Inductive programming
  • Area of automatic programming

    other (programming) language paradigms have also been used, such as constraint programming or probabilistic programming. Inductive programming incorporates

    Inductive programming

    Inductive_programming

  • SAT solver
  • Computer program for the Boolean satisfiability problem

    software and are built into some programming languages such as exposing SAT solvers as constraints in constraint logic programming. A Boolean formula is any

    SAT solver

    SAT_solver

  • Kaleidoscope (programming language)
  • Programming language

    The Kaleidoscope programming language is a constraint programming language embedding constraints into an imperative object-oriented language. It adds

    Kaleidoscope (programming language)

    Kaleidoscope_(programming_language)

  • Toby Walsh
  • British computer scientist

    artificial intelligence, especially in the areas of social choice, constraint programming and propositional satisfiability. He has served on the Executive

    Toby Walsh

    Toby Walsh

    Toby_Walsh

  • Constraint Handling Rules
  • Concurrent constraint logic programming language

    Constraint Handling Rules (CHR) is a declarative, rule-based programming language, introduced in 1991 by Thom Frühwirth at the time with European Computer-Industry

    Constraint Handling Rules

    Constraint_Handling_Rules

  • Answer set programming
  • Programming paradigm focused on difficult search problems

    Answer set programming (ASP) is a form of declarative programming oriented towards difficult (primarily NP-hard) search problems. It is based on the stable

    Answer set programming

    Answer_set_programming

  • Integer programming
  • Mathematical optimization problem restricted to integers

    linear programming (ILP), in which the objective function and the constraints (other than the integer constraints) are linear. Integer programming is NP-complete

    Integer programming

    Integer_programming

  • Alan H. Borning
  • American computer scientist

    interaction, object-oriented programming, programming languages, constraint programming languages and systems, and cooperating constraint languages and solvers

    Alan H. Borning

    Alan_H._Borning

  • Curry (programming language)
  • Programming language

    language. It merges elements of functional and logic programming, including constraint programming integration. It is nearly a superset of Haskell but

    Curry (programming language)

    Curry (programming language)

    Curry_(programming_language)

  • Nurse scheduling problem
  • Operations research problem, paradigm of constrained scheduling problems

    introductions of various then published solutions. Assignment problem Constraint programming Employee scheduling software Solos, Ioannis; Tassopoulos, Ioannis;

    Nurse scheduling problem

    Nurse_scheduling_problem

  • Competitive programming
  • Mind sport

    Competitive programming or sport programming is a mind sport involving participants trying to program according to provided specifications. The contests

    Competitive programming

    Competitive programming

    Competitive_programming

  • Pascal Van Hentenryck
  • Belgian computer scientist

    Engineering at Georgia Tech. He is credited with pioneering advances in constraint programming and stochastic optimization, bridging theory and practice to solve

    Pascal Van Hentenryck

    Pascal Van Hentenryck

    Pascal_Van_Hentenryck

  • Complexity of constraint satisfaction
  • The complexity of constraint satisfaction is the application of computational complexity theory to constraint satisfaction. It has mainly been studied

    Complexity of constraint satisfaction

    Complexity_of_constraint_satisfaction

  • Hierarchical constraint satisfaction
  • Borning, Alan (1993-07-01). "Hierarchical constraint logic programming". The Journal of Logic Programming. 16 (3–4): 277–318. doi:10.1016/0743-1066(93)90046-J

    Hierarchical constraint satisfaction

    Hierarchical_constraint_satisfaction

  • Oz (programming language)
  • Multiparadigm programming language

    distributed programming model. This model makes it easy to program open, fault-tolerant applications within the language. For constraint programming, Oz introduces

    Oz (programming language)

    Oz_(programming_language)

  • Alice (programming language)
  • Programming language

    (multithreading and distributed computing via remote procedure calls) and constraint programming. Alice extends Standard ML in a number of ways that distinguish

    Alice (programming language)

    Alice_(programming_language)

  • Regular constraint
  • artificial intelligence and operations research, a regular constraint is a kind of global constraint. It can be used to solve a particular type of puzzle called

    Regular constraint

    Regular_constraint

  • Basis pursuit
  • Optimization problem

    {\displaystyle x_{i}^{+},x_{i}^{-}\geq 0} . This construction is derived from the constraint x i = x i + − x i − {\displaystyle x_{i}=x_{i}^{+}-x_{i}^{-}} , where

    Basis pursuit

    Basis_pursuit

  • Algorithm selection
  • Meta-algorithmic technique to choose an algorithm

    Selection and Scheduling". In Lee, J. (ed.). Principles and Practice of Constraint Programming. Lecture Notes in Computer Science. Vol. 6876. pp. 454–469. CiteSeerX 10

    Algorithm selection

    Algorithm_selection

  • List of programming languages for artificial intelligence
  • artificial intelligence List of constraint programming languages List of computer algebra systems List of logic programming languages List of constructed

    List of programming languages for artificial intelligence

    List_of_programming_languages_for_artificial_intelligence

  • BNR Prolog
  • Constraint logic programming language

    BNR Prolog, also known as CLP(BNR), is a declarative constraint logic programming language based on relational interval arithmetic developed at Bell-Northern

    BNR Prolog

    BNR_Prolog

  • Constraint learning
  • constraint satisfaction backtracking algorithms, constraint learning is a technique for improving efficiency. It works by recording new constraints whenever

    Constraint learning

    Constraint_learning

  • OR-Tools
  • Open source software suite by Google

    developed by Google for solving linear programming (LP), mixed integer programming (MIP), constraint programming (CP), vehicle routing (VRP), and related

    OR-Tools

    OR-Tools

    OR-Tools

  • Constraint composite graph
  • Node-weighted undirected graph associated with a given combinatorial optimization problem

    Weighted Constraint Satisfaction Problems". Proceedings of the Fourteenth International Conference on Principles and Practice of Constraint Programming (CP)

    Constraint composite graph

    Constraint_composite_graph

  • Knowledge base
  • Information repository with multiple applications

    specific uses of any individual program; it needed to store data for years and decades rather than for the life of a program. The first knowledge-based systems

    Knowledge base

    Knowledge_base

  • Rina Dechter
  • Computer scientist

    Artificial Intelligence,. Dechter wrote a standard text in constraint programming called Constraint Processing published by Morgan Kaufmann Publishers in 2003

    Rina Dechter

    Rina Dechter

    Rina_Dechter

  • Theory of constraints
  • Management paradigm

    very small number of constraints. There is always at least one constraint, and TOC uses a focusing process to identify the constraint and restructure the

    Theory of constraints

    Theory_of_constraints

  • CHIP (programming language)
  • Constraint logic programming language

    CHIP (Constraint Handling in Prolog) is a constraint logic programming language developed by M. Dincbas, Pascal Van Hentenryck and colleagues in 1985 at

    CHIP (programming language)

    CHIP_(programming_language)

  • Ciao (programming language)
  • a general-purpose programming language which supports logic, constraint, functional, higher-order, and object-oriented programming styles. Its main design

    Ciao (programming language)

    Ciao_(programming_language)

  • Model-based testing
  • Application of model-based design

    disjunctive normal form. Constraint programming can be used to select test cases satisfying specific constraints by solving a set of constraints over a set of variables

    Model-based testing

    Model-based testing

    Model-based_testing

  • Binary constraint
  • to be true for more general linear programs. Marriott, Kim; Stuckey, Peter J. (1998), Programming with Constraints: An Introduction, MIT Press, p. 282

    Binary constraint

    Binary_constraint

  • SWI-Prolog
  • Implementation of the programming language Prolog

    the programming language Prolog, commonly used for teaching and semantic web applications. It has a rich set of features, libraries for constraint logic

    SWI-Prolog

    SWI-Prolog

  • Optimization Programming Language
  • Algebraic modeling language

    Linear programming Integer programming Quadratic programming Constraint programming Kevin Ruland (September 1999). "The OPL Optimization Programming Language"

    Optimization Programming Language

    Optimization_Programming_Language

  • Local search (constraint satisfaction)
  • In constraint satisfaction, local search is an incomplete method for finding a solution to a problem. It is based on iteratively improving an assignment

    Local search (constraint satisfaction)

    Local search (constraint satisfaction)

    Local_search_(constraint_satisfaction)

  • Francesca Rossi
  • Italian computer scientist (born 1962)

    the field of artificial intelligence, with a particular focus on constraint programming, combinatorial optimization, preference modeling, reasoning and

    Francesca Rossi

    Francesca Rossi

    Francesca_Rossi

  • Embarrassingly parallel
  • Problem easily dividable into parallel tasks

    Convolutional neural networks running on GPUs. Parallel search in constraint programming In R (programming language) – The Simple Network of Workstations (SNOW) package

    Embarrassingly parallel

    Embarrassingly_parallel

  • DPLL algorithm
  • Type of search algorithm

    Rossi, Francesca; Van Beek, Peter; Walsh, Toby (eds.). Handbook of constraint programming. Elsevier. p. 122. ISBN 978-0-444-52726-4. Malay Ganai; Aarti Gupta;

    DPLL algorithm

    DPLL algorithm

    DPLL_algorithm

  • ECLiPSe
  • Constraint logic programming system

    solving, e.g., problem modeling, constraint programming, mathematical programming, and search techniques. It contains constraint solver libraries, a high-level

    ECLiPSe

    ECLiPSe

  • Constraint (computer-aided design)
  • Imposed limitations in computer-aided design

    A constraint in computer-aided design (CAD) software is a limitation or restriction imposed by a designer or an engineer upon geometric properties of an

    Constraint (computer-aided design)

    Constraint (computer-aided design)

    Constraint_(computer-aided_design)

  • Constraint inference
  • Principles of constraint programming. Cambridge University Press. ISBN 0-521-82583-0 Marriott, Kim; Peter J. Stuckey (1998). Programming with constraints: An introduction

    Constraint inference

    Constraint_inference

  • Mathematical optimization
  • Study of mathematical algorithms for optimization problems

    Constraint programming is a programming paradigm wherein relations between variables are stated in the form of constraints. Disjunctive programming is

    Mathematical optimization

    Mathematical optimization

    Mathematical_optimization

  • Vehicle routing problem
  • Optimization problem

    (2018). "A Constraint Programming Approach for Solving Patient Transportation Problems". Principles and Practice of Constraint Programming. Lecture Notes

    Vehicle routing problem

    Vehicle routing problem

    Vehicle_routing_problem

  • Reasoning system
  • Type of software system

    and algorithms. Constraint solvers solve constraint satisfaction problems (CSPs). They support constraint programming. A constraint is a which must be

    Reasoning system

    Reasoning_system

  • Decomposition method (constraint satisfaction)
  • In constraint satisfaction, a decomposition method translates a constraint satisfaction problem into another constraint satisfaction problem that is binary

    Decomposition method (constraint satisfaction)

    Decomposition_method_(constraint_satisfaction)

  • Electromigration
  • Movement of ions in an electrical field

    rules improving the interconnect resistance to electromigration. Constraint programming can be used to produce a layout of a chip's power grid while satisfying

    Electromigration

    Electromigration

    Electromigration

  • Weighted constraint satisfaction problem
  • Weighted Constraint Satisfaction Problem (WCSP), also known as Valued Constraint Satisfaction Problem (VCSP), is a generalization of a constraint satisfaction

    Weighted constraint satisfaction problem

    Weighted_constraint_satisfaction_problem

  • Satisfiability modulo theories
  • Logical problem studied in computer science

    SMT can be thought of as a constraint satisfaction problem and thus a certain formalized approach to constraint programming. Formally speaking, an SMT

    Satisfiability modulo theories

    Satisfiability_modulo_theories

  • Narrowing of algebraic value sets
  • Logic programming is a form of relational programming that makes deductions about values. Constraint logic programming extends logic programming, by supporting

    Narrowing of algebraic value sets

    Narrowing_of_algebraic_value_sets

  • Local consistency
  • In constraint satisfaction, local consistency conditions are properties of constraint satisfaction problems related to the consistency of subsets of variables

    Local consistency

    Local_consistency

  • Backtracking
  • Algorithmic paradigm for constraint satisfaction or enumeration problems

    algorithms for finding solutions to some computational problems, notably constraint satisfaction or enumeration problems, that incrementally builds candidates

    Backtracking

    Backtracking

  • Still life (cellular automaton)
  • Type of pattern that does not change from one generation to the next

    maximally dense still life has attracted attention as a test case for constraint programming. In the limit of an infinitely large grid, no more than half of

    Still life (cellular automaton)

    Still_life_(cellular_automaton)

  • Minion (solver)
  • Software for solving constraint satisfaction problems

    satisfaction problems. Unlike constraint programming toolkits, which expect users to write programs in a traditional programming language like C++, Java or

    Minion (solver)

    Minion_(solver)

  • Constraints (journal)
  • Academic journal

    Constraints is a quarterly peer-reviewed, scientific journal, focused on constraint programming, constraint satisfaction and optimization. It is published

    Constraints (journal)

    Constraints_(journal)

  • Zebra Puzzle
  • Logic puzzle

    Bridge & Eugene Freuder. "Capturing Constraint Programming Experience: A Case-Based Approach" (PDF). Cork Constraint Computation Centre, University College

    Zebra Puzzle

    Zebra_Puzzle

  • Ian Gent
  • British computer scientist

    area of artificial intelligence and specialising in the area of constraint programming. He is a professor at the University of St Andrews. He (along with

    Ian Gent

    Ian_Gent

  • Karush–Kuhn–Tucker conditions
  • Concept in mathematical optimization

    solution in nonlinear programming to be optimal, provided that some regularity conditions are satisfied. Allowing inequality constraints, the KKT approach

    Karush–Kuhn–Tucker conditions

    Karush–Kuhn–Tucker_conditions

  • Schaefer's dichotomy theorem
  • When a finite set S of relations yields polynomial-time or NP-complete problems

    paper by Hubie Chen. In modern terms, the problem SAT(S) is viewed as a constraint satisfaction problem over the Boolean domain. In this area, it is standard

    Schaefer's dichotomy theorem

    Schaefer's_dichotomy_theorem

  • Symmetry-breaking constraints
  • "General Symmetry Breaking Constraints". In Benhamou, Frédéric (ed.). Principles and Practice of Constraint Programming – CP 2006, 12th International

    Symmetry-breaking constraints

    Symmetry-breaking_constraints

  • Cassowary (software)
  • Incremental constraint-solving toolkit

    Cassowary is an incremental constraint-solving toolkit that efficiently solves systems of linear equalities and inequalities. Constraints may be either requirements

    Cassowary (software)

    Cassowary_(software)

  • Intertemporal budget constraint
  • Faced by a decision-maker considering present, future

    In economics and finance, an intertemporal budget constraint is a constraint faced by a decision maker who is making choices for both the present and the

    Intertemporal budget constraint

    Intertemporal_budget_constraint

  • Model synthesis
  • Family of algorithms used in procedural generation

    Model synthesis (also wave function collapse or 'wfc') is a family of constraint-solving algorithms commonly used in procedural generation, especially

    Model synthesis

    Model synthesis

    Model_synthesis

  • María García de la Banda
  • Spanish computer scientist

    technology. Her research involves constraint logic programming, programming language design and implementation, program transformation, and applications

    María García de la Banda

    María_García_de_la_Banda

  • Look-ahead (backtracking)
  • Conventional Wisdom in Constraint Satisfaction.” Principles and Practice of Constraint Programming, pp. 10-20. Dechter, Rina (2003). Constraint Processing. Morgan

    Look-ahead (backtracking)

    Look-ahead_(backtracking)

  • AC-3 algorithm
  • Algorithms in constraint satisfaction

    In constraint satisfaction, the AC-3 algorithm (short for Arc Consistency Algorithm #3) is one of a series of algorithms used for the solution of constraint

    AC-3 algorithm

    AC-3_algorithm

  • Algorithm
  • Sequence of operations for a task

    Linear programming When searching for optimal solutions to a linear function bound by linear equality and inequality constraints, the constraints can be

    Algorithm

    Algorithm

    Algorithm

  • Patrick Prosser
  • career at the University of Glasgow. His research has centred on constraint programming, although it has extended into the application of those techniques

    Patrick Prosser

    Patrick Prosser

    Patrick_Prosser

  • Forward chaining
  • Inference engine in an expert system

    situations in which conditions are likely to change. Backward chaining Constraint Handling Rules Opportunistic reasoning Rete algorithm Feigenbaum, Edward

    Forward chaining

    Forward_chaining

  • JaCoP (solver)
  • development has been influenced by more than 20 research articles from Constraint Programming community. It has been used as a tool in more than 30 research articles

    JaCoP (solver)

    JaCoP_(solver)

  • Mathematical programming with equilibrium constraints
  • Mathematical programming with equilibrium constraints (MPEC) is the study of constrained optimization problems where the constraints include variational

    Mathematical programming with equilibrium constraints

    Mathematical_programming_with_equilibrium_constraints

  • CLIPS
  • Tool for building expert systems

    Its syntax resembles that of the programming language Lisp. CLIPS incorporates a complete object-oriented programming language for writing expert systems

    CLIPS

    CLIPS

  • Expert system
  • Computer system emulating human expert

    Mistral is a registered trade mark of CESI. AI winter CLIPS Constraint logic programming Constraint satisfaction Knowledge engineering Learning classifier

    Expert system

    Expert system

    Expert_system

  • Hybrid algorithm (constraint satisfaction)
  • artificial intelligence and operations research for constraint satisfaction a hybrid algorithm solves a constraint satisfaction problem by the combination of two

    Hybrid algorithm (constraint satisfaction)

    Hybrid_algorithm_(constraint_satisfaction)

  • Nl (format)
  • File format for presenting and archiving mathematical programming problems

    convex quadratic constraints Mixed-integer nonlinear programming Second-order cone programming Global optimization Semidefinite programming problems with

    Nl (format)

    Nl_(format)

  • Knowledge-based systems
  • Computer program that uses a knowledge base and reasoning to solve problems

    of automated theorem proving, logic programming, blackboard systems, and term rewriting systems such as Constraint Handling Rules (CHR). These more formal

    Knowledge-based systems

    Knowledge-based_systems

  • Linear programming relaxation
  • Concept in integral mathematics

    linear program is the problem that arises by removing the integrality constraint of each variable. For example, in a 0–1 integer program, all constraints are

    Linear programming relaxation

    Linear_programming_relaxation

  • Barrier function
  • Continuous function whose value increases to infinity

    ≤ b where b is some constant. If one wishes to remove the inequality constraint, the problem can be reformulated as minimize f(x) + c(x), where c(x) =

    Barrier function

    Barrier_function

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Online names & meanings

  • Goodie
  • Surname or Lastname

    English

    Goodie

    English : apparently a variant spelling of Goody.

  • Jonni
  • Girl/Female

    English

    Jonni

    Modern feminine of John and Jon.

  • Yamuna
  • Girl/Female

    Indian

    Yamuna

    From the Yamuna river.

  • Akshadha
  • Girl/Female

    Gujarati, Hindu, Indian, Kannada, Malayalam, Marathi, Telugu

    Akshadha

    God's Blessings

  • Mena
  • Girl/Female

    American, Arabic, Australian, Chinese, German, Gujarati, Hindu, Indian, Italian, Kannada, Malayalam, Marathi, Muslim, Sanskrit, Sindhi, Tamil, Telugu, Traditional

    Mena

    Wife of the Himalayas; Female Parrot; Love; Strong; Intellect; Speech; Woman; Mother of Menaka; The Daughter of Mahameru

  • Bhumit
  • Boy/Male

    Hindu, Indian

    Bhumit

    Land; Friend of Land

  • Scowyrhta
  • Boy/Male

    Anglo Saxon

    Scowyrhta

    Shoemaker.

  • Sanal | ஸநல
  • Girl/Female

    Tamil

    Sanal | ஸநல

    Fiery, Energetic, Powerful, Vigorous

  • Goard
  • Surname or Lastname

    English

    Goard

    English : possibly a variant spelling of Gourd.

  • Orlenda
  • Girl/Female

    Russian

    Orlenda

    Eagle.

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CONSTRAINT PROGRAMMING

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CONSTRAINT PROGRAMMING

  • Constrain
  • v. t.

    To violate; to ravish.

  • Unconstraint
  • n.

    Freedom from constraint; ease.

  • Constrained
  • a.

    Marked by constraint; not free; not voluntary; embarrassed; as, a constrained manner; a constrained tone.

  • Franchise
  • a.

    Exemption from constraint or oppression; freedom; liberty.

  • Constrainedly
  • adv.

    By constraint or compulsion; in a constrained manner.

  • Constrained
  • imp. & p. p.

    of Constrain

  • Enforcement
  • n.

    That which enforces, constraints, gives force, authority, or effect to; constraint; force applied.

  • Constricting
  • p. pr. & vb. n.

    of Constrict

  • Constricted
  • imp. & p. p.

    of Constrict

  • Constrainer
  • n.

    One who constrains.

  • Constrainable
  • a.

    Capable of being constrained; liable to constraint, or to restraint.

  • Constrain
  • v. t.

    To secure by bonds; to chain; to bond or confine; to hold tightly; to constringe.

  • Constrain
  • v. t.

    To bring into a narrow compass; to compress.

  • Constrain
  • v. t.

    To compel; to force; to necessitate; to oblige.

  • Constraining
  • p. pr. & vb. n.

    of Constrain

  • Obstriction
  • n.

    The state of being constrained, bound, or obliged; that which constrains or obliges; obligation; bond.

  • Constrain
  • v. t.

    To produce in such a manner as to give an unnatural effect; as, a constrained voice.

  • Constraint
  • n.

    The act of constraining, or the state of being constrained; that which compels to, or restrains from, action; compulsion; restraint; necessity.

  • Constrain
  • v. t.

    To hold back by force; to restrain; to repress.

  • Duress
  • n.

    Hardship; constraint; pressure; imprisonment; restraint of liberty.