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rdfs:label
Mathematisches Modell Modelowanie matematyczne 数学模型 Matematický model Mathematical model Wiskundig model Model matematika Matematisk modell Modèle mathématique Modello matematico 수학적 모델 نموذج رياضي Математична модель Математическая модель Modelo (matemática) Matematika modelo Model matemàtic Mionsamhlú matamaiticiúil Modelo matemático 数理モデル
rdfs:comment
數學模型是使用數學來將一個系統簡化後予以描述。數學模型廣泛應用在自然科學(如物理學、化學、生物學、宇宙學)、工程学科(如计算机科学,人工智能)、以及社會科學(如經濟學、心理學、社會學和政治科學)上。科學家和工程師用模型來解释一个系统,研究不同组成部分的影响,以及对行为做出预测。常見的模型包括動態系統、概率模型、微分方程或賽局模型等等。描述不同對象的模型可能有相同的形式,同一個模型也可能包含了不同的抽象結構。 Um modelo matemático é uma representação ou interpretação simplificada da realidade, ou uma interpretação de um fragmento de um sistema, segundo uma estrutura de conceitos mentais ou experimentais. Um modelo apresenta apenas uma visão ou cenário de um fragmento do todo. Normalmente, para estudar um determinado fenómeno complexo, criam-se vários modelos. Os modelos matemáticos são utilizados praticamente em todas as áreas científicas, como, por exemplo, na biologia, química, física, economia, engenharia e na própria matemática pura. En ciencias aplicadas y en tecnología, un modelo matemático es uno de los tipos de modelos científicos que emplea algún tipo de formulismo matemático para expresar relaciones, proposiciones sustantivas de hechos, variables, parámetros, entidades y relaciones entre variables de las operaciones, para estudiar comportamientos de sistemas complejos ante situaciones difíciles de observar en la realidad. El término modelización matemática es utilizado también en diseño gráfico cuando se habla de modelos geométricos de los objetos en dos (2D) o tres dimensiones (3D). Математи́ческая моде́ль — математическое представление реальности, один из вариантов модели как системы, исследование которой позволяет получать информацию о некоторой другой системе. Математическая модель, в частности, предназначена для прогнозирования поведения реального объекта, но всегда представляет собой ту или иную степень его идеализации. Математи́ческим моделированием называют как саму деятельность, так и совокупность принятых приёмов и техник построения и изучения математических моделей. Matematika modelo estas abstrakta modelo, kiu uzas matematikan lingvon por priskribi la konduton de sistemo. Ĝi estas tradukado de efektiveco ĝis konceptaro por povi apliki ilojn, teknikojn kaj matematikajn teoriojn. Poste, ĝenerale, matematikaj rezultoj akiritaj de predikatoj aŭ operacioj estas tradukataj reen al reala mondo. Matematikaj modeloj estas uzitaj aparte en la natursciencaj kaj inĝenieradaj disciplinoj (kiel fiziko, biologio, kemio, elektra inĝenierado), sed ankaŭ en la socia scienco (kiel ekonomiko, sociologio, politika scienco). Saothrú comharthaí is cothromóidí matamaiticiúla chun seasamh do phróiseas, coincheap nó feidhmiú córais, a chuirtear i gcrích le clár ríomhaire. Is tairbheach iad go minic i leith an-chuid córais teicneolaíochta, fiú gnó. Mar shampla, is maith é i réamhinsint na haeráide is na haimsire, agus is féidir a lán iarmhairtí a chur san áireamh mar ghaoth, scamaill, teocht, ailbéideacht is eile. Ein mathematisches Modell ist ein mittels mathematischer Notation erzeugtes Modell zur Beschreibung eines Ausschnittes der beobachtbaren Welt. Dieses Modell kann in beliebigen, begrenzten Bereichen der beobachtbaren Realität, wie z. B. den Naturwissenschaften, den Wirtschafts- oder Sozialwissenschaften, der Medizin oder den Ingenieurwissenschaften Anwendung finden. Mathematische Modelle erlauben eine logische, strukturelle Durchdringung je nach Art hinsichtlich von geltenden Gesetzmäßigkeiten, erlaubten und nicht erlaubten Zuständen, sowie seiner Dynamik mit dem Ziel, diese Erkenntnisse auf das modellierte System zu übertragen. Un modèle mathématique est une traduction d'une observation dans le but de lui appliquer les outils, les techniques et les théories mathématiques, puis généralement, en sens inverse, la traduction des résultats mathématiques obtenus en prédictions ou opérations dans le monde réel. Математи́чна моде́ль — система математичних співвідношень, які описують досліджуваний процес або явище. Математична модель має важливе значення для таких наук, як: економіка, екологія, соціологія, фізика, хімія, механіка, інформатика, біологія та ін. ( 수리 논리학의 개념에 대해서는 모형 (논리학) 문서를 참고하십시오.) 수학적 모델(數學的- , mathematical model), 수학 모델(數學- ), 수리 모델(數理- )은 수학적 개념과 언어를 사용한 시스템의 서술이다. 수학적 모델을 개발하는 과정은 수학적 모델링이라고 한다. 비(非) 수학적 대상을 연구하면서 그에 대한 수학적 모델을 세워서 연구하는 방법은 넓은 범위의 학문에서 아주 중요하게 자리잡았다. 수학적 모델링은 과학(물리학, 생물학, 지구과학, 기상학 등), 공학(기계공학, 제어공학, 컴퓨터 과학, 인공지능 등), (분석철학, 언어학, 경제학, 정치학, 심리학, 등)에 사용된다. 음악 이나 미술 등의 예술에서도 수학적 모델을 세우는 일이 종종 있다. 물리학자, 엔지니어, 통계학자, 운용 과학 분석가, 경제학자들은 수학적 모델을 아주 광범위하고 중요하게 사용한다. 수학적 모델은 시스템을 설명하는 것과 다른 구성 요소들의 영향도에 대한 연구를 도와주고 행위에 대한 예측을 가능케 한다. Matematisk modell eller matematisk modellering, en abstrakt beskrivning av ett verkligt fenomen med matematiska uttryck. Matematiska modeller används ofta inom fysik, övrig naturvetenskap och ingenjörsvetenskap, där matematiska modeller används för beräkningar eller simulering. Un modello matematico è una rappresentazione quantitativa di un fenomeno naturale. Come tutti gli altri modelli usati nella scienza, il suo scopo è quello di rappresentare il più incisivamente possibile un determinato oggetto, un fenomeno reale o un insieme di fenomeni (modello matematico di un sistema fisico, sistema chimico o sistema biologico). Il modello è una rappresentazione di quello che immaginiamo essere la realtà, in grado di prevedere le misure sperimentali. 数理モデル(すうりモデル、(英: mathematical model)とは、通常は、時間変化する現象の計測可能な主要な指標の動きを模倣する、微分方程式などの「数学の言葉で記述した系」のことを言う。モデルは「模型」と訳され「数理模型」と呼ばれることもある。元の現象を表現される複雑な現実とすれば、モデル(模型)はそれの特別な一面を簡略化した形で表現した「言語」(いまの場合は数学)で、より人間に理解しやすいものとして構築される。構築されたモデルが、元の現象を適切に記述しているか否かは、数学の外の問題で、原理的には論理的には真偽は判定不可能である。人間の直観によって判定するしかない。どこまで精緻にモデル化を行ったとしても、得た観察を近似する論理的な説明に過ぎない。 数理モデルは、対象とする現象や、定式化の抽象度などによって様々なものがある。 Un model matemàtic utilitza el llenguatge matemàtic per descriure un sistema. El procés de desenvolupar un model matemàtic s'anomena modelització matemàtica. Els models matemàtics s'utilitzen no només en les ciències naturals (com la física, biologia, ciències de la Terra, meteorologia) i d'enginyeria, sinó també en les ciències socials (com l'economia, la psicologia, la sociologia i ciència política); físics, enginyers, informàtics i economistes utilitzen models matemàtics molt àmpliament. Een wiskundig model is een wiskundige beschrijving van een systeem, meestal met als doel systematische analyse mogelijk te maken en om voorspellingen over het systeem te kunnen doen. De beschrijving concentreert zich daarbij op een bepaald aspect, bijvoorbeeld de structuur, het gedrag, of bepaalde soorten eigenschappen; niet relevante details worden weggelaten. De aard van een wiskundig model hangt helemaal af van het soort systeem en de te beschrijven aspecten. Modelowanie matematyczne – użycie języka matematyki do opisania zachowania jakiegoś układu (na przykład układu automatyki, biologicznego, ekonomicznego, elektrycznego, mechanicznego, termodynamicznego). Matematický model je abstraktní model používající matematický jazyk k popisu vybrané části reálného světa (objektu, procesu). Je tvořen skupinou vhodně zvolených veličin a matematickými vztahy mezi nimi, reprezentujícími rozpoznané přírodní zákony (viz Věda). Matematické modely jsou modely vytvořené metodou exaktní vědy a používají se zejména v přírodních vědách a inženýrských disciplínách (jako jsou fyzika, biologie a elektrotechnika), ale i v sociálních vědách (jako jsou ekonomie, sociologie a politologie); nejčastěji využívají matematické modely fyzici, inženýři, informatici a ekonomové. A mathematical model is a description of a system using mathematical concepts and language. The process of developing a mathematical model is termed mathematical modeling. Mathematical models are used in the natural sciences (such as physics, biology, earth science, chemistry) and engineering disciplines (such as computer science, electrical engineering), as well as in non-physical systems such as the social sciences (such as economics, psychology, sociology, political science). The use of mathematical models to solve problems in business or military operations is a large part of the field of operations research. Mathematical models are also used in music, linguistics, and philosophy (for example, intensively in analytic philosophy). النمذجة الرياضية هو نموذج مجرد يستعمل اللغة الرياضية لوصف سلوك نظام ما. النماذج الرياضية مستعملة بشكل خاص في النظرية الحسابية في علم الحاسوب و علوم الطبيعة وهندسة المجالات (مثل الفيزياء، علم الأحياء، والهندسة الكهربائية) وأيضاً في العلوم الاجتماعية (مثل الاقتصاد وعلم الاجتماع وعلم السياسة)؛ الفيزيائيون، المهندسون، ، يستعملون النماذج الرياضية على نطاق واسع جدا.
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Matematický model je abstraktní model používající matematický jazyk k popisu vybrané části reálného světa (objektu, procesu). Je tvořen skupinou vhodně zvolených veličin a matematickými vztahy mezi nimi, reprezentujícími rozpoznané přírodní zákony (viz Věda). Matematické modely jsou modely vytvořené metodou exaktní vědy a používají se zejména v přírodních vědách a inženýrských disciplínách (jako jsou fyzika, biologie a elektrotechnika), ale i v sociálních vědách (jako jsou ekonomie, sociologie a politologie); nejčastěji využívají matematické modely fyzici, inženýři, informatici a ekonomové. Математи́чна моде́ль — система математичних співвідношень, які описують досліджуваний процес або явище. Математична модель має важливе значення для таких наук, як: економіка, екологія, соціологія, фізика, хімія, механіка, інформатика, біологія та ін. 數學模型是使用數學來將一個系統簡化後予以描述。數學模型廣泛應用在自然科學(如物理學、化學、生物學、宇宙學)、工程学科(如计算机科学,人工智能)、以及社會科學(如經濟學、心理學、社會學和政治科學)上。科學家和工程師用模型來解释一个系统,研究不同组成部分的影响,以及对行为做出预测。常見的模型包括動態系統、概率模型、微分方程或賽局模型等等。描述不同對象的模型可能有相同的形式,同一個模型也可能包含了不同的抽象結構。 Saothrú comharthaí is cothromóidí matamaiticiúla chun seasamh do phróiseas, coincheap nó feidhmiú córais, a chuirtear i gcrích le clár ríomhaire. Is tairbheach iad go minic i leith an-chuid córais teicneolaíochta, fiú gnó. Mar shampla, is maith é i réamhinsint na haeráide is na haimsire, agus is féidir a lán iarmhairtí a chur san áireamh mar ghaoth, scamaill, teocht, ailbéideacht is eile. Математи́ческая моде́ль — математическое представление реальности, один из вариантов модели как системы, исследование которой позволяет получать информацию о некоторой другой системе. Математическая модель, в частности, предназначена для прогнозирования поведения реального объекта, но всегда представляет собой ту или иную степень его идеализации. Математи́ческим моделированием называют как саму деятельность, так и совокупность принятых приёмов и техник построения и изучения математических моделей. Все естественные и общественные науки, использующие математический аппарат, по сути, занимаются математическим моделированием: заменяют объект исследования его математической моделью и затем изучают последнюю. С помощью математических методов описывается, как правило, идеальный объект или процесс, построенный на этапе содержательного моделирования.Связь математической модели с реальностью осуществляется с помощью цепочки эмпирических законов, гипотез, идеализаций и упрощений. Matematika modelo estas abstrakta modelo, kiu uzas matematikan lingvon por priskribi la konduton de sistemo. Ĝi estas tradukado de efektiveco ĝis konceptaro por povi apliki ilojn, teknikojn kaj matematikajn teoriojn. Poste, ĝenerale, matematikaj rezultoj akiritaj de predikatoj aŭ operacioj estas tradukataj reen al reala mondo. Matematikaj modeloj estas uzitaj aparte en la natursciencaj kaj inĝenieradaj disciplinoj (kiel fiziko, biologio, kemio, elektra inĝenierado), sed ankaŭ en la socia scienco (kiel ekonomiko, sociologio, politika scienco). Un model matemàtic utilitza el llenguatge matemàtic per descriure un sistema. El procés de desenvolupar un model matemàtic s'anomena modelització matemàtica. Els models matemàtics s'utilitzen no només en les ciències naturals (com la física, biologia, ciències de la Terra, meteorologia) i d'enginyeria, sinó també en les ciències socials (com l'economia, la psicologia, la sociologia i ciència política); físics, enginyers, informàtics i economistes utilitzen models matemàtics molt àmpliament. Eykhoff (1974) va definir un model matemàtic com «una representació dels aspectes essencials d'un sistema existent (o un sistema a construir), que presenta el coneixement d'aquest sistema en una forma utilitzable». Els models matemàtics poden adoptar moltes formes, incloent els sistemes dinàmics, models estadístics, equacions diferencials o models teòrics de jocs. Aquests i altres tipus de models poden superposar-se amb un model donat que implica una varietat d'estructures abstractes. Un modello matematico è una rappresentazione quantitativa di un fenomeno naturale. Come tutti gli altri modelli usati nella scienza, il suo scopo è quello di rappresentare il più incisivamente possibile un determinato oggetto, un fenomeno reale o un insieme di fenomeni (modello matematico di un sistema fisico, sistema chimico o sistema biologico). Il modello è una rappresentazione di quello che immaginiamo essere la realtà, in grado di prevedere le misure sperimentali. Tutti i settori della scienza, ma non solo, fanno largo uso di modelli matematici per rappresentare nozioni fisiche o misure sperimentali. Gli strumenti matematici usati possono essere i più disparati, dalla combinatoria al calcolo infinitesimale: per molti fenomeni per esempio una descrizione molto sintetica e intuitiva è formulabile immediatamente tramite delle equazioni differenziali. Um modelo matemático é uma representação ou interpretação simplificada da realidade, ou uma interpretação de um fragmento de um sistema, segundo uma estrutura de conceitos mentais ou experimentais. Um modelo apresenta apenas uma visão ou cenário de um fragmento do todo. Normalmente, para estudar um determinado fenómeno complexo, criam-se vários modelos. Os modelos matemáticos são utilizados praticamente em todas as áreas científicas, como, por exemplo, na biologia, química, física, economia, engenharia e na própria matemática pura. Para representar um fenômeno físico complexo, pode-se utilizar: modelos físicos, modelos matemáticos ou modelos híbridos de vários tipos. Os modelos físicos são baseados no Teorema de Bridgman e as escalas de semelhança são calculadas com base no . Estes modelos são muito utilizados, em laboratórios, para estudos de maiores complexidades como estudos de hidrodinâmica em engenharia hidráulica, (usinas hidrelétricas, navios), e de aerodinâmica (aviões, automóveis etc.) e mecânica quântica. Praticamente nenhuma grande obra hidráulica, porto ou usina hidrelétrica, é projetada sem estudos detalhados em vários modelos matemáticos de diversas categorias como hidrologia, hidráulica, mecânica dos solos. Também são muitíssimo utilizados a construção de vários modelos físicos específicos (turbinas, usinas, vertedouro, eclusas, escada de peixes etc. Estes modelos podem ser bidimensionais ou tridimensionais (modelo de conjunto). Em Teoria de modelos, um modelo é uma estrutura composta por um conjunto universo e por constantes, relações e funções definidas no conjunto universo. النمذجة الرياضية هو نموذج مجرد يستعمل اللغة الرياضية لوصف سلوك نظام ما. النماذج الرياضية مستعملة بشكل خاص في النظرية الحسابية في علم الحاسوب و علوم الطبيعة وهندسة المجالات (مثل الفيزياء، علم الأحياء، والهندسة الكهربائية) وأيضاً في العلوم الاجتماعية (مثل الاقتصاد وعلم الاجتماع وعلم السياسة)؛ الفيزيائيون، المهندسون، ، يستعملون النماذج الرياضية على نطاق واسع جدا. Een wiskundig model is een wiskundige beschrijving van een systeem, meestal met als doel systematische analyse mogelijk te maken en om voorspellingen over het systeem te kunnen doen. De beschrijving concentreert zich daarbij op een bepaald aspect, bijvoorbeeld de structuur, het gedrag, of bepaalde soorten eigenschappen; niet relevante details worden weggelaten. De aard van een wiskundig model hangt helemaal af van het soort systeem en de te beschrijven aspecten. De meeste modellen zijn toepassingen van een algemene wiskundige beschrijvingstechniek op een concreet systeem. De wiskunde is op te vatten als de systematische studie van dergelijke technieken. Nieuwe technieken worden nog dagelijks ontwikkeld, maar andere, zoals de meetkunde, zijn minstens even oud als het schrift. Wiskundige modellen worden specifiek gebruikt in wetenschappen als biologie, elektrotechniek en natuurkunde, maar ook in andere gebieden als economie, sociologie en politicologie. En ciencias aplicadas y en tecnología, un modelo matemático es uno de los tipos de modelos científicos que emplea algún tipo de formulismo matemático para expresar relaciones, proposiciones sustantivas de hechos, variables, parámetros, entidades y relaciones entre variables de las operaciones, para estudiar comportamientos de sistemas complejos ante situaciones difíciles de observar en la realidad. El término modelización matemática es utilizado también en diseño gráfico cuando se habla de modelos geométricos de los objetos en dos (2D) o tres dimensiones (3D). El significado de modelo matemático en filosofía de la matemática y fundamentos de la matemática es, sin embargo, algo diferente. En concreto en esas áreas se trabaja con "modelos formales". Un modelo formal para una cierta teoría matemática es un conjunto sobre el que se han definido una serie de relaciones unarias, binarias y trinarias, que satisface las proposiciones derivadas del conjunto de axiomas de la teoría. La rama de la matemática que se encarga de estudiar sistemáticamente las propiedades de los modelos es la teoría de modelos. Ein mathematisches Modell ist ein mittels mathematischer Notation erzeugtes Modell zur Beschreibung eines Ausschnittes der beobachtbaren Welt. Dieses Modell kann in beliebigen, begrenzten Bereichen der beobachtbaren Realität, wie z. B. den Naturwissenschaften, den Wirtschafts- oder Sozialwissenschaften, der Medizin oder den Ingenieurwissenschaften Anwendung finden. Mathematische Modelle erlauben eine logische, strukturelle Durchdringung je nach Art hinsichtlich von geltenden Gesetzmäßigkeiten, erlaubten und nicht erlaubten Zuständen, sowie seiner Dynamik mit dem Ziel, diese Erkenntnisse auf das modellierte System zu übertragen. Der Prozess zur Erstellung eines Modells wird als Modellierung bezeichnet. Die Erstellung eines mathematischen Modells für einen Realitätsausschnitt ist nicht mehr Aufgabe der Mathematik, sondern des jeweiligen Wissenschaftsgebietes. Inwieweit ein mathematisches Modell Vorgänge in der Realität korrekt beschreibt, muss durch Messungen überprüft und validiert werden. Ein mathematisches Modell stellt somit einen Realitätsbezug her, der für mathematische Teilgebiete im Allgemeinen nicht vorhanden sein muss. ( 수리 논리학의 개념에 대해서는 모형 (논리학) 문서를 참고하십시오.) 수학적 모델(數學的- , mathematical model), 수학 모델(數學- ), 수리 모델(數理- )은 수학적 개념과 언어를 사용한 시스템의 서술이다. 수학적 모델을 개발하는 과정은 수학적 모델링이라고 한다. 비(非) 수학적 대상을 연구하면서 그에 대한 수학적 모델을 세워서 연구하는 방법은 넓은 범위의 학문에서 아주 중요하게 자리잡았다. 수학적 모델링은 과학(물리학, 생물학, 지구과학, 기상학 등), 공학(기계공학, 제어공학, 컴퓨터 과학, 인공지능 등), (분석철학, 언어학, 경제학, 정치학, 심리학, 등)에 사용된다. 음악 이나 미술 등의 예술에서도 수학적 모델을 세우는 일이 종종 있다. 물리학자, 엔지니어, 통계학자, 운용 과학 분석가, 경제학자들은 수학적 모델을 아주 광범위하고 중요하게 사용한다. 수학적 모델은 시스템을 설명하는 것과 다른 구성 요소들의 영향도에 대한 연구를 도와주고 행위에 대한 예측을 가능케 한다. A mathematical model is a description of a system using mathematical concepts and language. The process of developing a mathematical model is termed mathematical modeling. Mathematical models are used in the natural sciences (such as physics, biology, earth science, chemistry) and engineering disciplines (such as computer science, electrical engineering), as well as in non-physical systems such as the social sciences (such as economics, psychology, sociology, political science). The use of mathematical models to solve problems in business or military operations is a large part of the field of operations research. Mathematical models are also used in music, linguistics, and philosophy (for example, intensively in analytic philosophy). A model may help to explain a system and to study the effects of different components, and to make predictions about behavior. Un modèle mathématique est une traduction d'une observation dans le but de lui appliquer les outils, les techniques et les théories mathématiques, puis généralement, en sens inverse, la traduction des résultats mathématiques obtenus en prédictions ou opérations dans le monde réel. Matematisk modell eller matematisk modellering, en abstrakt beskrivning av ett verkligt fenomen med matematiska uttryck. Matematiska modeller används ofta inom fysik, övrig naturvetenskap och ingenjörsvetenskap, där matematiska modeller används för beräkningar eller simulering. En (engelska Wikipedia) är en sådan matematisk modell tillämpad på naturligt språk. Det är en sannolikhetsfördelning över följder av ord. Språkmodellen tränas (maskininlärning, djupinlärning) genom att studera stora textmassor, korpusar, och finner då statistiskt att "bilen är blå" är en vanlig och sannolik fras, medan "bilen spenat hare" är en osannolik ordföljd. Under 2010-talet har stora framsteg gjorts på detta område med stora modeller som , GPT-2 och GPT-3. 数理モデル(すうりモデル、(英: mathematical model)とは、通常は、時間変化する現象の計測可能な主要な指標の動きを模倣する、微分方程式などの「数学の言葉で記述した系」のことを言う。モデルは「模型」と訳され「数理模型」と呼ばれることもある。元の現象を表現される複雑な現実とすれば、モデル(模型)はそれの特別な一面を簡略化した形で表現した「言語」(いまの場合は数学)で、より人間に理解しやすいものとして構築される。構築されたモデルが、元の現象を適切に記述しているか否かは、数学の外の問題で、原理的には論理的には真偽は判定不可能である。人間の直観によって判定するしかない。どこまで精緻にモデル化を行ったとしても、得た観察を近似する論理的な説明に過ぎない。 数理モデルは、対象とする現象や、定式化の抽象度などによって様々なものがある。 Modelowanie matematyczne – użycie języka matematyki do opisania zachowania jakiegoś układu (na przykład układu automatyki, biologicznego, ekonomicznego, elektrycznego, mechanicznego, termodynamicznego). Praktyka inżynierska często wymaga sterowania układem lub wykonania analizy jego zachowania, do czego używa się modelowania matematycznego. W analizie inżynier buduje opisowy model układu będący hipotezą co do sposobu działania układu i na podstawie tego modelu może wnioskować co do wpływu potencjalnych zakłóceń na stan układu. W sterowaniu model może posłużyć do teoretycznego wypróbowania różnych strategii sterowania bez wpływania na rzeczywisty układ. Model matematyczny opisuje dany układ za pomocą zmiennych. Ich wartości mogą należeć do różnych zbiorów: liczb rzeczywistych, całkowitych, wartości logicznych, ciągów znakowych i tym podobnych. Zmienne reprezentują pewne właściwości układu, na przykład zmierzone wartości wyjść układu, wartości liczników, wystąpienia zdarzeń (tak/nie). Właściwy model to bowiem grupa funkcji wiążących ze sobą różne zmienne i w ten sposób opisujących powiązania między wielkościami w układzie.
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